H SM ,v *ii THE ENCYCLOPAEDIA BRITANNICA ELEVENTH EDITION FIRST edition, published in three volumes, 1768 — 1771. SECOND ten 1777—1784. THIRD eighteen 1788—1797. FOURTH twenty 1801 — 1810. FIFTH twenty 1815—1817. SIXTH twenty 1823 — 1824. SEVENTH twenty-one 1830—1842. EIGHTH twenty-two 1853—1860. NINTH twenty-five 1875—1889. TENTH ninth edition and eleven supplementary volumes, 1902 — 1903. ELEVENTH „ published in twenty-nine volumes, 1910 — 1911. COPYRIGHT in all countries subscribing to the Bern Convention by THE CHANCELLOR, MASTERS AND SCHOLARS of the UNIVERSITY OF CAMBRIDGE All rights reserved THE ENCYCLOPAEDIA BRITANNICA DICTIONARY OF ARTS, SCIENCES, LITERATURE AND GENERAL INFORMATION ELEVENTH EDITION VOLUME XIV HUSBAND to ITALIC Cambridge, England: at the University Press New York, 35 West 3 and Street 1910 Copyright, in the United States of America, 1910, by The Encyclopaedia Britannica Company INITIALS USED IN VOLUME XIV. TO IDENTIFY INDIVIDUAL CONTRIBUTORS,! WITH THE HEADINGS OF THE ARTICLES IN THIS VOLUME SO SIGNED. A. Bo.* AUGUSTE BOUDINHON, D.D., D.C.L. f Index Librorum Pro- Professor of Canon Law at the Catholic University of Paris. Honorary Canon of H hibitorum Paris. Editor of the Canonists contemporain. A. Cy. ARTHUR ERNEST COWLEY, M.A., LiTT.D. / Ibn Gabirol; Sub-Librarian of the Bodleian Library, Oxford. Fellow of Magdalen College. I Inscriptions: Semitic. A. C. G. ALBERT CHARLES LEWIS GOTTHILF GUNTHER, M. A., M.D., PH.D., F.R.S. Keeper of Zoological Department, British Museum, 1875-1895. Gold Medallist, Royal Society, 1878. Author of Catalogues of Colubrine Snakes, Batrachia Salientia, -I Ichthyology (in part). and Fishes in the British Museum; Reptiles of British India; Fishes of Zanzibar; Reports on the " Challenger " Fishes; &c. A. E. G.* REV. ALFRED ERNEST GARVIE, M.A., D.D. f Principal of New College, Hampstead. Member of the Board of Theology and the I Immortality; Board of Philosophy, London University. Author of Studies in the inner Life\ Inspiration. of Jesus; &c. I A. E. H. L. AUGUSTUS EDWARD HOUGH LOVE, M.A., D.Sc., F.R.S. I" Sedleian Professor of Natural Philosophy in the University of Oxford. Hon. I r»ifini*«cim»i r«i»ninc. Fellow of Queen's College, Oxford ; formerly Fellow of St John's College, Cambridge. 1 nal ^aloulus- Secretary to the London Mathematical Society. I A. F. C. ALEXANDER FRANCIS CHAMBERLAIN, A.M., PH.D. I" Assistant Professor of Anthropology, Clark University, Worcester, Massachusetts. I Indians North American. Member of American Antiquarian Society; Hon. Member of American Folk-lore 1 Society. Author of The Child and Childhood in Folk Thought. A. G. MAJOR ARTHUR GEORGE FREDERICK GRIFFITHS (d. 1908). I" H.M. Inspector of Prisons, 1878-1896. Author of The Chronicles of Newgate;] Identification. Secrets of the Prison House ; &c. L A. Ge. SIR ARCHIBALD GEIKIE, LL.D. / ummn See the biographical article, GEIKIE, SIR A. \ " A. Go.* REV. ALEXANDER GORDON, M.A. f ... Lecturer on Church History in the University of Manchester. \ luuminatl- A. G. G. SIR ALFRED GEORGE GREENHILL, M.A., F.R.S. r Formerly Professor of Mathematics in the Ordnance College, Woolwich. Author I of Differential and Integral Calculus with Applications; Hydrostatics; Notes on] Dynamics; &c. [_ A. H.-S. SIR A. HOUTUM-SCHINDLER, C.I.E. J i « v- General in the Persian Army. Author of Eastern Persian Irak. \ «ran»n («» part). A. M. C. AGNES MARY CLERKE. r „ See the biographical article, CLERKE, A. M. | Huygens, Cnnstiaan. A. N. ALFRED NEWTON, F.R.S. f See the biographical article, NEWTON, ALFRED. "5 ""s> A. So. ALBRECHT SOCIN, PH.D. (1844-1899). f Formerly Professor of Semitic Philology in the Universities of Leipzig and Tubingen. -| Irak-Arabi (in part). Author of Arabische Grammatik; &c. A. S. Wo. ARTHUR SMITH WOODWARD, LL.D., F.R.S. f Ichthyosaurus* Keeper of Geology, Natural History Museum, South Kensington. Secretary oH To-nannrtr the Geological Society, London. I Iguanoaon. A. W. H.* ARTHUR WILLIAM HOLLAND. (" , . , _.,. Formerly Scholar of St John's College, Oxford. Bacon Scholar of Gray's Inn, 4 J rlal ' .„ 1900. [Instrument of Government. A. W. Po. ALFRED WILLIAM POLLARD, M.A. Assistant Keeper of Printed Books, British Museum. Fellow of King's College, London. Hon. Secretary Bibliographical Society. Editor of Books about Books] Incunabula. and Bibliographica. Joint-editor of The Library. Chief Editor of the " Globe " Chaucer. 1 A complete list, showing all individual contributors, with the articles so signed, appears in the final volume. V 1933 vi INITIALS AND HEADINGS OF ARTICLES A. W. R. ALEXANDER WOOD RENTON, M.A., LL.B. f Inebriety, Law of; Puisne Judge of the Supreme Court of Ceylon. Editor of Encyclopaedia of the -\ insanity; Law. Laws of England. C. F. A. CHARLES FRANCIS ATKINSON. J Infantry; Formerly Scholar of Queen's College, Oxford. Captain, 1st City of London (Royal 1 Italian Wars. Fusiliers). Author of The Wilderness and Cold Harbour. «• C. G. COLONEL CHARLES GRANT. -I India: Costume. Formerly Inspector of Military Education in India. C. H. Ha. CARLTON HUNTLEY HAYES, A.M., PH.D. f Assistant Professor of History at Columbia University, New York City. Member ~\ innocent V., Vlll. of the American Historical Association. C. LI. M. CONWAY LLOYD MORGAN, LL.D., F.R.S. f Instinct; Professor of Psychology at the University of Bristol. Principal of University College, 1 intelligence in Animals. Bristol, 1887-1909. Author of Animal Life and Intelligence; Habit and. Instinct. C. R. B. CHARLES RAYMOND BEAZLEY, M.A., D.Lrrr., F.R.G.S., F.R.HisT.S. Professor of Modern History in the University of Birmingham. Formerly Fellow |u Ratuta (in -hart} • of Merton College, Oxford ; and University Lecturer in the History of Geography. 4 . Lothian Prizeman, Oxford, 1889. Lowell Lecturer, Boston, 1908. Author of «• Henry the Navigator; The Dawn of Modern Geography; &c. C. T. L. CHARLTON THOMAS LEWIS, PH.D. (1834-1904). Formerly Lecturer on Life Insurance, Harvard and Columbia Universities, and on J Insurance (in part). Principles of Insurance, Cornell University. Author of History of Germany; Essays; Addresses; &c. C. We. CECIL WEATHERLY. J Infant G. F. H.* GEORGE FRANCIS HILL, M.A. r . „ Assistant in Department of Coins and Medals, British Museum. Author of J )DS: "**** Sources for Greek History 478-431 B.C. ; Handbook of Greek and Roman Coins; &c. 1 ^n PVT£)- G. G. Co. GEORGE GORDON COULTON, M.A. r Birkbeck Lecturer in Ecclesiastical History, Trinity College, Cambridge. Author •{ Indulgence. of Medieval Studies ; Chaucer and his England ; &c. viii INITIALS AND HEADINGS OF ARTICLES R w C GEORGE HERBERT CARPENTER, B.Sc. (Lond.). Professor of Zoology in the Royal College of Science, Dublin. Author of Insects: 1 their Structure and Life. I Insect. G' J' GE°Form^CSo°nsulCGe11eGal a¥ Shanghai, and Consul and Judge of the Supreme Court, { Hwang Ho. Shanghai. G. K. GuSTpArofe]s^?ofEChurchDHistory in the University of Giessen. Author of Da* Papstthum ; \ Irenaeus. &c. L G. P. M. GEORGE PERCIVAL MUDGE, A.R.C.S., F.Z.S J Incubati0n and Incubators. Lecturer on Biology, London Hospital Medical College, and London bctiool ot 1 Medicine for Women, University of London. Author of A Text Book of Zoology ; &c. L G. W. K. VERY REV. GEORGE WILLIAM KITCHIN, M.A., D.D., F.S.A Dean of Durham, and Warden of the University of Durham. Hon. Student of J Hutten, Ulrich von. Christ Church, Oxford. Fellow of King's College, London. Dean of Winchester, I 1883-1894- Author of A History of France; &c. *• Ibn Abd Rabbihi; Ibn 'Arabi; Ibn AthTr; Ibn Duraid; Ibn Faradi; Ibn Farid; Ibn Hazm; Ibn Hisham; Ibn Ishaq; Ibn Jubair; Ibn Khaldun (in part); Ibn Khallikan; Ibn Qutaiba; Ibn Sa'd; Ibn Tut'ail; Ibn Usaibi'a; Ibrahim Al-MausilT. H. Ch. HUGH CHISHOLM, M.A. Formerly Scholar of Corpus Christ! College, Oxford. Editor the llth edition-! Iron Mask; Ismail, of the Encyclopaedia Britannica; Co-editor of the loth edition. H. C. R. SIR HENRY CRESWICKE RAWLINSON, BART., K.C.B. J Isfahan: History. See the biographical article, RAWLINSON, SIR HENRY CRESWICKE. I G. W. T. REV. GRIFFITHES WHEELER THATCHER, M.A., B.D. Warden of Camden College, Sydney, N.S.W. Formerly Tutor in Hebrew and Old . Testament History at Mansfield College, Oxford. Author of a Commentary on Judges; An Arabic Grammar; &c. H. L. H. HARRIET L. HENNESSEY, M.D., (Brux.) L.R.C.P.I., L.R.C.S.I. { Obstruction. H. M. H. HENRY MARION HOWE, A.M., LL.D. J ¥ rt - I. A. ISRAEL ABRAHAMS, M.A. Reader in Talmudic and Rabbinic Literature in the University of Cambridge. J Ibn Tibbon; Formerly President, Jewish Historical Society in England. Author of A Short Immanuel Ben Solomon. History of Jewish Literature; Jewish Life in the Middle Ages; &c. J. A. P. JOHN AMBROSE FLEMING, M.A., F.R.S., D.Sc. Fender Professor of Electrical Engineering in the University of London. Fellow of University College, London. Formerly Fellow of St John's College, Cambridge, •{ Induction Coil. and Lecturer on Applied Mechanics in the University. Author of Magnets and r->i j * /-• hlectnc Currents. 3. Bs. JAMES BURGESS, C.I.E LL.D., F.R.S.(Edin.), F.R.G.S., HoN.A.R.I.B.A. Formerly Director General of Archaeological Survey of India. Author of Archaeo- I - .. . ... logical Survey of Western India. Editor of Fergusson's History of Indian Archi- | Indian Architecture. lecture. L J. B. T. SIR JOHN BATTY TUKE, KT., M.D., F.R.S.(Edin.), D.Sc., LL.D. f ,. President of the Neurological Society of the United Kingdom. Medical Director J Hysteria ( t part) ; of New Saughton Hall Asylum, Edinburgh. M.P. for the Universities of Edinburgh 1 Insanity: Medical. and St Andrews, 1900-1910. . C. H. RIGHT REV. JOHN CUTHBERT HEDLEY, O.S.B., D.D. J" immacuiate Concention R.C. Bishop of Newport. Author of The Holy Eucharist ; &c. I " J. C. Van D. JOHN CHARLES VAN DYKE. f Professor of the History of Art, Rutgers College, New Brunswick, N.J. Formerly J innp« Editor of The Studio and Art Rev— *••••*— -< *-• *— -*-•'- «•-'•-• "•''"— -r 1 Painting; Old English Masters; &c. Editor of The_Studio and Art Review. Author of Art for Art's Sake; History of j J. C. W. JAMES CLAUDE WEBSTER. J inn. nf r-....t Barrister-at-Law, Middle Temple. I InnS °f C°Urt' INITIALS AND HEADINGS OF ARTICLES ix J. D. B. JAMES DAVID BOURCHIER, M.A., F.R.G.S. King's College, Cambridge. Correspondent of The Times in South-Eastern Europe. J ionj«n islands Commander of the Orders of Prince Danilo of Montenegro and of the Saviour of Greece, and Officer of the Order of St Alexander of Bulgaria. J. P. P. JOHN FAITHFULL FLEET, C.I.E. PH.D. [ Commissioner of Central and Southern Divisions of Bombay, 1891-1897. Authors Inscriptions: Indian. of Inscriptions of the Early Gupta Kings ; &c. (. J. F.-K. JAMES FITZMAURICE-KELLY, Lirr.D., F.R.HiST.S. Gilmour Professor of Spanish Language and Literature, Liverpool University. . Norman McColl Lecturer, Cambridge University. Fellow of the British Academy, "j ""j »• F. de. Member of the Royal Spanish Academy. Knight Commander of the Order of Alphonso XII. Author of A History of Spanish Literature; &c. J. G. K. JOHN GRAHAM KERR, M.A., F.R.S. Regius Professor of Zoology in the University of Glasgow. Formerly Demonstrator I in Animal Morphology in the University of Cambridge. Fellow of Christ's College, ~{ Ichthyology (in part). Cambridge, 1898-1904. Walsingham Medallist, 1898. Neill Prizeman, Royal Society of Edinburgh, 1904. J. G. Sc. SIR JAMES GEORGE SCOTT, K. C.I.E. Superintendent and Political Officer, Southern Shan States. Author of Burma, ~{ Irrawaddy. a Handbook ; The Upper Burma Gazetteer ; &c. I J. H. A. H. JOHN HENRY ARTHUR HART, M.A. J" Hyrcanus. Fellow, Theological Lecturer and Librarian, St John's College, Cambridge. I J. H. Mu. JOHN HENRY MUIRHEAD, M..A., LL.D. f Professor of Philosophy in the University of Birmingham. Author of Elements •{ Idealism. of Ethics ; Philosophy and Life ; &c. Editor of Library of Philosophy. I J. H. Be. VERY REV. JOHN HENRY BERNARD, M.A., D.D., D.C.L. [ Dean of St Patrick's Cathedral, Dublin. Archbishop King's Professor of Divinity J and formerly Fellow of Trinity College,. Dublin. Joint-editor of the Irish Liber] Ireland, Church of. Hymnorum ; &c. I. J. H. van't H. JACOBUS HENRICUS VAN'T HOFF, LL.D., D.Sc., D.M. / T See the biographical article VAN'T HOFF, JACOBUS HENRICUS. \ u J. L. M. JOHN LYNTON MYRES, M.A., F.S.A., F.R.G.S. f Wykeham Professor of Ancient History in the University of Oxford. Formerly) n-a-ianc- Innianc Gladstone Professor of Greek and Lecturer in Ancient Geography, University of | ' Liverpool. Lecturer in Classical Archaeology in University of Oxford. L J. Mn. JOHN MACPHERSON M.D. /Insanity: Medical (in part}. Formerly Inspector-General of Hospitals, Bengal. l_ J. M. A. de L. JEAN MARIE ANTOINE DE LANESSAN. J" See the biographical article, Lanessan, J. M. A. de. \ Indo-China, French (in part). 3. M. M. JOHN MALCOLM MITCHELL. r Sometime Scholar of Queen's College, Oxford. Lecturer in Classics, East London •{ Hvaeinthus College (University of London). Joint-editor of Grote's History of Greece. J. P. E. JEAN PAUL HIPPOLYTE EMMANUEL ADHEMAR ESMEIN. ( Professor of Law in the University of Paris. Officer of the Legion of Honour. I T f H f Member of the Institute of France. Author of Cours elementaire d'histoire du droil 1 mlenoam. franc.ais ; &c. L J. P. Pe. REV. JOHN PUNNETT PETERS, PH.D., D.D. r Canon Residentiary, Cathedral of New York. Formerly Professor of Hebrew in the University of Pennsylvania. Director of the University Expedition to Baby-J Irak-Arab! (in part). Ionia, 1888-1895. Author of Nippur, or Explorations and Adventures on the Euphrates. I J. S. Bl. JOHN SUTHERLAND BLACK, M.A., LL.D. r Assistant Editor of the 9th edition of the Encyclopaedia Britannica. Joint-editor-! Huss John. of the Encyclopaedia Biblica. J. S. Co. JAMES SUTHERLAND COTTON, M.A. f India : Geography and Editor of the Imperial Gazetteer of India. Hon. Secretary of the Egyptian Explora- J Statistics (in part) • tion Fund. Formerly Fellow and Lecturer of Queen's College, Oxford. Author 1 History (in part)-' I Indore. J. S. F. JOHN SMITH FLETT, D.Sc., F.G.S. r Petrographer to the Geological Survey. Formerly Lecturer on Petrology in Edin- J burgh University. Neill Medallist of the Royal Society of Edinburgh. Bigsby 1 "aeolumite. Medallist of the Geological Society of London. J. T. Be. JOHN THOMAS BEALBY. r Joint-author of Stanford's Europe. Formerly Editor of the Scottish Geographical -| Irkutsk (in part) Magazine. Translator of Sven Hedin's Through Asia, Central Asia and Tibet; &c. [ J. V.* JULES VIARD. r Archivist at the National Archives, Paris. Officer of Public Instruction. Author J Isabella Of Bavaria of La France sous Philippe VI. de Valois; &c. Jno. W. JOHN WESTLAKE, K.C., LL.D. Professor of International Law, Cambridge. 1888-1908. One of the Members for the I" United Kingdom of International Court of Arbitration under the Hague Convention, International Law 1900-1906. Bencher of Lincoln's Inn. Author of A Treatise on Private International \ p • Law, or the Conflict of Laws ; Chapters on the Principles of International Law, pt. i. mvate. " Peace," pt. ii. " War." x INITIALS AND HEADINGS OF ARTICLES L. COUNT Lurzow, Lrrx.D. (Oxon.), PH.D. (Prague), F.R.G.S. Chamberlain of H.M. the Emperor of Austria, King of Bohemia. Hon. Member of the Royal Society of Literature. Member of the Bohemian Academy; &c. -i. Hussites. Author of Bohemia, a Historical Sketch; The Historians of Bohemia (Ilchester Lecture, Oxford, 1904) ; The Life and Times of John Hus; &c. L. C. B. LEWIS CAMPBELL BRUCE, M.D., F.R.C.P. J Insanity: Medical (in part). Author of Studies in Clinical Psychiatry. L. Ho. LAURENCE HOUSMAN. 4 Illustration (in part). See the biographical article, HOUSMAN, L. L. J. S. LEONARD JAMES SPENCER, M.A. Assistant in Department of Mineralogy, British Museum. Formerly Scholar ot J Hypersthene; Ilmenite. Sidney Sussex College, Cambridge, and Harkness Scholar. Editor of the Mmera- | logical Magazine. L. T. D. 'SiR LEWIS TONNA DIBDIN, M.A., D.C.L., F.S.A. [ Dean of the Arches ; Master of the Faculties ; and First Church Estates Commissioner. 1 incense. Kitual Use. Bencher of Lincoln's Inn. Author of Monasticism in England; &c. M. Ha. MARCUS HARTOG, M.A., D.Sc., F.L.S. ( Professor of Zoology, University College, Cork. Author of Protozoa in Cam- « UUUSOna. bridge Natural History; and papers for various scientific journals. M. Ja. MORRIS JASTROW, JUN., PH.D. Professor of Semitic Languages, University of Pennsylvania, U.S.A. Author of •< isntar. Religion of the Babylonians and Assyrians; &c. L M. 0. B. C. MAXIMILIAN OTTO BISMARCK CASPARI, M.A. f Reader in Ancient History at London University. Lecturer in Greek at Birmingham J Irene (752-803). University, 1905-1908. L N. M. NOR&AN McLEAN, M.A. f Fellow, Lecturer and Librarian of Christ's College, Cambridge. University Lecturer J , * Antioch in Aramaic. Examiner for the Oriental Languages Tripos and the Theological j Tripos at Cambridge. 0. J. R. H. OSBERT JOHN RADCLIFFE HOWARTH, M.A. (" Christ Church, Oxford. Geographical Scholar, 1901. Assistant Secretary of theJ Ireland: Geography. British Association. L P. A. PAUL DANIEL ALPHANDERY. Professor of th Paris. Author Professor of the History of Dogma, Ecole pratique des hautes Etudes, Sorbonne, I i__n|.i«-., jthor of Les Idees morales chez les heterodoxes latines au debut du XIII'. 1 on' siecle. P. A. K. PRINCE PETER ALEXEIVITCH KROPOTKIN. f ,,,,„*.,,, , • . .» See the biographical article, KROPOTKIN, PRINCE P. A. \ UKUBK ^tn Pan>- P. C. M. PETER CHALMERS MITCHELL, M.A., F.R.S., F.Z.S., D.Sc., LL.D. Secretary to the Zoological Society of London. University Demonstrator in Comparative Anatomy and Assistant to Linacre Professor at Oxford, 1888-1891. J Hybridism. Examiner in Zoology to the University of London, 1903. Author of Outlines of Biology; &c. I P. Gi. PETER GILES, M.A., LL.D., LITT.D. [ i; Fellow and Classical Lecturer of Emmanuel College, Cambridge, and University J Indo-European Reader in Comparative Philology. Formerly Secretary of the Cambridge Philo- j logical Society. Author of Manual of Comparative Philology; &c. L languages. P. Sin. HENRY PRESERVED SMITH, D.D., PH.D. f Innocent L, II. See the biographical article, SMITH, HENRY PRESERVED. \ R. THE RIGHT HON. LORD RAYLEIGH. /Interference of Lieht See the biographical article, RAYLEIGH, 3rd BARON. \ " R. A. S. M. ROBERT ALEXANDER STEWART MACALISTER, M.A., F.S.A. r St John's College, Cambridge. Director of Excavations for the Palestine Explora- J Idumaea. tion Fund. R. Ba. RICHARD BAGWELL, M.A., LL.D. [~ Commissioner of National Education for Ireland. Author of Ireland tinder the •< Ireland: Modern History. Tudor s ; Ireland under the Stuarts. R. C. J. SIR RICHARD CLAVERHOUSE JEBB, D.C.L., LL.D. J i--...,. |,ni,PatM See the biographical article, JEBB, SIR RICHARD CLAVERHOUSE. 1 R. G. RICHARD GARNETT, LL.D. See the biographical article, GARNETT, RICHARD. j Irving, Washington. R. H. C. REV. ROBERT HENRY CHARLES, M.A., D.D., D.Lrrr. Grinfield Lecturer, and Lecturer in Biblical Studies, Oxford. Fellow of the British Acndemy. Formerly Professor of Biblical Greek, Trinity College, Dublin. Author 1 Isaiah, Ascension of. of Critical History of the Doctrine of a Future Life ; Book of Jubilees ; &c. R. L.* RICHARD LYDEKKER, F.R.S., F.Z.S., F.G.S. r „ Member of the Staff of the Geological Survey of India 1874-1882. Author of Cala- Hyraco Iea5 logues of Fossil Mammals, Reptiles and Birds in the British Museum; The Deer of-\ Ibex (in part); all Lands; &c. [ Indri; Insectivora. R. P. S. R. PHENE SPIERS, F.S.A., F.R.I.B.A. Formerly Master of the Architectural School, Royal Academy, London. Past President of Architectural Association. Associate and Fellow of King's College, J London. Corresponding Member of the Institute of France. Editor of Fergusson's 1 History of Architecture. Author of Architecture; East and West; &c. INITIALS AND HEADINGS OF ARTICLES xi R. S. C. ROBERT SEYMOUR CONWAY, M.A., D.LiTT.(Cantab.). Professor of Latin and Indo-European Philology in t Formerly Professor of Latin in University College, C and Caius College, Cambridge. Author of The Italic Dialects. Professor of Latin and Indo-European Philology in the University of Manchester. J tmivinm* Tnvilaa Formerly Professor of Latin in University College, Cardiff; and Fellow of Gonville IB"V S. THE RIGHT HON. THE EARL OF SELBORNE. -Tnvmns See the biographical article, SELBORNE, 1st EARL OF. \ * R. Tr. ROLAND TRUSLOVE, M.A. [ Indo-China, French Formerly Scholar of Christ Ch • at Worcester College, Oxford. no- Formerly Scholar of Christ Church, Oxford. Dean, Fellow and Lecturer in Classics •( . L "* S. A. C. STANLEY ARTHUR Cook, M.A. Lecturer in Hebrew and Syriac, and formerly Fellow, Gonville and Caius College, Cambridge. Editor for Palestine Exploration Fund. Author of Glossary of A ramaic -\ Ishniael. Inscriptions; The Laws of Moses and the Code of Hammurabi; Critical Notes on Old Testament Histoty; Religion of Ancient Palestine; &c. S. Bl. SIGFUS BLONDAL. Ji»«i«^j. n , r •, Librarian of the University of Copenhagen. \ Ic<>land. Recent Literature. T. As. THOMAS ASHBY, M.A., D.Lrrr. (Oxon.). C Director of British School of Archaeology at Rome. Formerly Scholar of Christ J T-i... „ T ,-_., ,. T...I,.-. Church, Oxford. Craven Fellow, 1897. Conington Prizeman, 1906. Member I "*«•"»• Lirenas, Ischia. of the Imperial German Archaeological Institute. T. A. I. THOMAS ALLAN INGRAM, M.A., LL.D. J lUegitimacy; Trinity College, Dublin. [Insurance (in part). T. Ba. SIR THOMAS BARCLAY, M.P. f Member of the Institute of International Law. Member of the Supreme Council I Immunity. of the Congo Free State. Officer of the Legion of Honour. Author of Problems 1 International Law. of International Practice and Diplomacy; &c. M.P. for Blackburn, 1910. T. F. REV. THOMAS FOWLER, M.A., D.D., LL.D. (1832-1004). President of Corpus Christi College, Oxford, 1881-1904. Honorary Fellow of Lincoln College. Professor of Logic, 1873-1888. Vice-Chancellor of the University J Hutcheson, Francis of Oxford, 1899-1901. Author of Elements of Deductive Logic; Elements of Inductive | (in part). Logic; Locke ("English Men of Letters "); Shaftesbury and Hutcheson (" English Philosophers ") ; &c. L T. P. C. THEODORE FREYLINGHUYSEN COLLIER, PH.D. f ¥ , _.. VTTT Assistant Professor of History, Williams College, Williamstown, Mass., U.S.A. \ innocent 1X.-XIII. T. H. H.* COLONEL SIR THOMAS HUNGERFORD HOLDICH, K.C.M.G., K.C.I.E., Hon.D.Sc. f Superintendent, Frontier Surveys, India, 1892-1898. Gold Medallist, R.G.S J T j London, 1887. Author of The Indian Borderland; The Countries of the King's 1 lnaus< Award; India; Tibet; &c. (_ T. K. C. REV. THOMAS KELLY CHEYNE, D.D. f See the biographical article, CHEYNE, T. K. \ Th. T. THORVALDUR THORODDSEN. r jceianj. Geoerabhv and Icelandic Expert and Explorer. Honorary Professor in the University of Copenhagen \ cv /•'/• Author of History of Icelandic Geography; Geological Map of Iceland; &c. L Statistics. W. A. B. C. REV. WILLIAM AUGUSTUS BREVOORT COOLIDGE, M.A., F.R.G.S., PH.D.(Bern). f Hveres- Innsbruck- Fellow of Magdalen College, Oxford. Professor of English History, St David's T' ,,„ „«, College, Lampeter, 1880-1881. Author of Guide du Haul Dauphine; The Range\ ln,tenaKen> lseo> LaKe <»> of the Todi; Guide to Grindelwald; Guide to Switzerland; The Alps in Nature and in Isere (River); History; &c. Editor of The Alpine Journal, 1880-1881; &c. [ Isere (Department). W. A. P. WALTER ALISON PHILLIPS, M.A. Formerly Exhibitioner of Merton College and Senior Scholar of St John's College, J Innocent HI. IV. Oxford. Author of Modern Europe ; &c. W. C. U. WILLIAM CAWTHORNE UNWIN, LL.D., F.R.S., M.lNST.C.E., M.lNST.M.E., r A.R.I.B.A. Emeritus Professor, Central Technical College, City and Guilds of London Institute. Author of Wrought Iron Bridges and Roofs; Treatise on Hydraulics; &c. W. F. C. WILLIAM FEILDEN CRAIES, M.A. r Barrister-at-Law, Inner Temple. Lecturer on Criminal Law, King's College, \ Indictment. London. Editor of Archbold's Criminal Pleading (23rd edition). W. F. Sh. WILLIAM FLEETWOOD SHEPPARD, M.A. r Senior Examiner in the Board of Education, London. Formerly Fellow of Trinity \ Interpolation. College, Cambridge. Senior Wrangler, 1884. W. G. WILLIAM GARNETT, M.A., D.C.L. r Educational Adviser to the London County Council. Formerly Fellow and Lecturer I of St John's College, Cambridge. Principal and Professor of Mathematics, Durham 1 College of Science, Newcastle-on-Tyne. Author of Elementary Dynamics; &c. W. Go. WILLIAM Gow, M:A., PH.D. r Secretary of the British and Foreign Marine Insurance Co. Ltd., Liverpool. Lecturer J Insuranrp- on Marine Insurance at University College, Liverpool. Author of Marine Insurance • \ &c. ' L W. H F. SIR WILLIAM HENRY FLOWER, F.R.S. /„,.., /. See the biographical article, FLOWER, SIR W. H. \ 1D 5 UM W. H. Po. W. HALDANE PORTER. f Ireland: Statistics and Barrister-at-Law, Middle Temple. \ Administration. Xll W. Ma. W. McD. W. M. L. W. M. Ra. W. R. So. W. T. T.-D. W. Wn. W. W. H. INITIALS AND HEADINGS OF ARTICLES SIR WILLIAM MARKBY, K.C.I.E. See the biographical article, MARKBY, SIR WILLIAM. Indian Law. WILLIAM McDouGALL, M.A. Wilde Reader in Mental Philosophy in the University of Oxford. Formerly Fellow -s Hypnotism, of St John's College, Cambridge. WALLACE MARTIN LINDSAY, M.A., LITT.D., LL.D. f Professor of Humanity, University of St Andrews. Fellow of the British Academy. J TJ^, r *ts~ (•„ A w\ Formerly Fellow of Jesus College, Oxford. Author of Handbook of Latin Inscrip- ] Qscnpuons, LOttlt (tn part), lions • The Latin Lanfuave : &c. L •{ Iconium. lions; The Latin Language; &c. SIR WILLIAM MITCHELL RAMSAY, Litt.D., D.C.L. See the biographical article, RAMSAY, SIR W. MITCHELL. WILLIAM RITCHIE SORLEY, M.A., LriT.D., LL.D. Professor of Moral Philosophy in the University of Cambridge. Fellow of King's College, Cambridge. Fellow of the British Academy. Formerly Fellow of Trinity College. Author of The Ethics of Naturalism; The Interpretation of Evolution; &c. i. SIR WILLIAM TURNER THISELTON-DYER, F.R.S., K.C.M.G., C.I.E., D.Sc., LL.D., [" PH.D., F.L.S. Hon. Student of Christ Church, Oxford. Director, Royal Botanic Gardens, Kew, J jjuxiev 1885-1905. Botanical Adviser to Secretary of State for Colonies, 1902-1906. 1 ** Joint-author of Flora of Middlesex. Editor of Flora Capenses and Flora of Tropical Africa. I WILLIAM WATSON, D.Sc., F.R.S., A.R.C.S. f Assistant Professor of Physics, Royal College of Science, London. Vice-President ] Inclinometer, of the Physical Society. Author of A Text Book of Practical Physics ; &c. SIR, WILLIAM WILSON HUNTER. J India: History (in part); See the biographical article, HUNTER, SIR WILLIAM WILSON. Geography and Statistics [ (in part). PRINCIPAL UNSIGNED ARTICLES Husband and Wife. Hyacinth. Hyderabad. Hydrogen. Hydropathy. Hydrophobia. Ice. Ice-Yachting. Idaho. Iguana. Illinois. Illumination. Illyria. Image. Impeachment. Income Tax. Indiana. Indian Mutiny. Indicator. Infant. Infanticide. Infinite. Influenza. Inheritance. Injunction. Ink. Inkerman. International, The. Intestacy. Inverness-shire. Investiture. Iodine. Iowa. Ipecacuanha. Iris. Iron. Irrigation. ENCYCLOPEDIA BRITANNICA ELEVENTH EDITION VOLUME XIV HUSBAND, properly the " head of a household," but now chiefly used in the sense of a man legally joined by marriage to a woman, his " wife "; the legal relations between them are treated below under HUSBAND AND WIFE. The word appears in O. Eng. as h&sbonda, answering to the Old Norwegian husbdndi, and means the owner or freeholder of a hus, or house. The last part of the word still survives in " bondage " and " bond- man," and is derived from bua, to dwell, which, like Lat. colere, means also to till or cultivate, and to have a household. " Wife," in O. Eng. uiif, appears in all Teutonic languages except Gothic; cf. Ger. Weib, Dutch wijf, &c., and meant originally simply a female, " woman " itself being derived from wiftnan, the pronunciation of the plural ivimmen still preserving the original i. Many derivations of " wife " have been given; thus it has been connected with the root of " weave," with the Gothic tvaibjan, to fold or wrap up, referring to the entangling clothes worn by a woman, and also with the root of vibrare, to tremble. These are all merely guesses, and the ultimate history of the word is lost. It does not appear outside Teutonic languages. Parallel to " husband " is " housewife," the woman managing a household. The earlier husurif was pronounced hussif, and this pronunciation survives in the application of the word to a small case containing scissors, needles and pins, cottons, &c. From this form also derives " hussy," now only used in a de- preciatory sense of a light, impertinent girl. Beyond the meaning of a husband as a married man, the word appears in connexion with agriculture, in " husbandry " and " husbandman." Accord- ing to some authorities " husbandman " meant originally in the north of England a holder of a " husbandland," a manorial tenant who held two ox-gangs or virgates, and ranked next below the yeoman (see J. C. Atkinson in Notes and Queries, 6th series, vol. xii., and E. Bateson, History of Northumberland, ii., 1893). From the idea of the manager of a household, " husband " was in use transferred to the manager of an estate, and the title was held by certain officials, especially in the great trading companies. Thus the " husband " of the East India Company looked after the interests of the company at the custom-house. The word in this sense is practically obsolete, but it still appears in " ship's husband," an agent of the owners of a ship who looks to the proper equipping of the vessel, and her repairs, procures and adjusts freights, keeps the accounts, makes xiv. i charter-parties and acts generally as manager of the ship's employment. Where such an agent is himself one of the owners of the vessel, the name of " managing owner " is used. The " ship's husband " or " managing owner " must register his name and address at the port of registry (Merchant Shipping Act 1894, § 59). From the use of " husband " for a good and thrifty manager of a household, the verb " to husband " means to economize, to lay up a store, to save. HUSBAND AND WIFE, LAW RELATING TO. For the modes in which the relation of husband and wife may be constituted and dissolved, see MARRIAGE and DIVORCE. The present article will deal only with the effect of marriage on the legal position of the spouses. The person chiefly affected is the wife, who probably in all political systems becomes subject, in consequence of marriage, to some kind of disability. The most favourable system scarcely leaves her as free as an unmarried woman; and the most unfavourable subjects her absolutely to the authority of her husband. In modern times the effect of marriage on property is perhaps the most important of its consequences, and on this point the laws of different states show wide diversity of principles. The history of Roman law exhibits a transition from an extreme theory to its opposite. The position of the wife in the earliest Roman household wds regulated by the law of Manns. She fell under the " hand " of her husband, — became one of his family, along with his sons and daughters, natural or adopted, and his slaves. The dominion which, so far as the children was concerned, was known as the patria potestas, was, with reference to the wife, called the manus. The subject members of the family, whether wife or children, had, broadly speaking, no rights of their own. If this institution implied the complete subjection of the wife to the husband, it also implied a much closer bond of union between them than we find in the later Roman law. The wife on her husband's death succeeded, like the children, to freedom and a share of the inheritance. Manus, however, was not essential to a legal marriage; its restraints were irksome and unpopular, and in course of time it ceased to exist, leaving no equivalent protection of the stability of family life. The later Roman marriage left the spouses com- paratively independent of each other. The distance between the two modes of marriage may be estimated by the fact that, HUSBAND AND WIFE while under the former the wife was one of the husband's immediate heirs, under the latter she was called to the inheritance only after his kith and kin had been exhausted, and only in preference to the treasury. It seems doubtful how far she had, during the continuance of marriage, a legal right to enforce aliment from her husband, although if he neglected her she had the unsatisfactory remedy of an easy divorce. The law, in fact, pre- ferred to leave the parties to arrange their mutual rights and obligations by private contracts. Hence the importance of the law of settlements (Doles). The Dos and the Donatio ante nuptias were settlements by or on behalf of the husband or wife, during the continuance of the marriage, and the law seems to have looked with some jealousy on gifts made by one to the other in any less formal way, as possibly tainted with undue influence. During the marriage the husband had the administration of the property. The manus of the Roman law appears to be only one instance of an institution common to all primitive societies. On the continent of Europe after many centuries, during which local usages were brought under the influence of principles derived from the Roman law, a theory of marriage became established, the leading feature of which is the community of goods between husband and wife. Describing the principle as it prevails in France, Story (Conflict of Laws, § 130) says: " This community or nuptial partnership (in the absence of any special contract) generally extends to all the movable property of the husband and wife, and to the fruits, income and revenue thereof. . . . It extends also to all immovable property of the husband and wife acquired during the marriage, but not to such immovable property as either possessed at the time of the marriage, or which came to them afterwards by title of succession or by gift. The property thus acquired by this nuptial partnership is liable to the debts of the parties existing at the time of the marriage; to the debts contracted by the husband during the community, or by the wife during the community with the consent of the husband; and to debts contracted for the maintenance of the family. . . . The husband alone is entitled to administer the property of the community, and he may alien, sell or mortgage it without the concurrence of the wife." But he cannot dispose by will of more than his share of the common property, nor can he part with it gratuitously inter vivas. The community is dissolved by death (natural or civil), divorce, separation of body or separation of property. On separation of body or of property the wife is entitled to the full control of her movable property, but cannot alien her immovable property, without her husband's consent or legal authority. On the death of either party the property is divided in equal moieties between the survivor and the heirs of the deceased. Law of England. — The English common law as usual followed its own course in dealing with this subject, and in no department were its rules more entirely insular and independent. The text writers all assumed two fundamental principles, which between them established a system of rights totally unlike that just described. Husband and wife were said to be one person in the eye of the law — unica persona, quia caro una et sanguis units. Hence a man could not grant or give anything to his wife, because she was himself, and if there were any compacts between them before marriage they were dissolved by the union of persons. Hence, too, the old rule of law, now greatly modified, that husband and wife could not be allowed to give evidence against each other, in any trial, civil or criminal. The unity, however, was one-sided only; it was the wife who was merged in the husband, not the husband in the wife. And when the theory did not apply, the disabilities of " coverture " suspended the active exercise of the wife's legal faculties. The old technical phraseology described husband and wife as baron and feme ; the rights of the husband were baronial rights. From one point of view the wife was merged in the husband, from another she was as one of his vassals. A curious example is the immunity of the wife in certain cases from punishment for crime committed in the presence and on the presumed coercion of the husband. " So great a favourite," says Blackstone, " is the female sex of the laws of England." The application of these principles with reference to the property of the wife, and her capacity to contract, may now be briefly traced. The freehold property of the wife became vested in the husband and herself during the coverture, and he had the management and the profits. If the wife had been in actual possession at any time during the marriage of an estate of inheritance, and if there had been a child of the marriage capable of inheriting, then the husband became entitled on his wife's death to hold the estate for his own life as tenant by the curtesy of England (curialitas) -1 Beyond this, however, the husband's rights did not extend, and the wife's heir at last succeeded to the inheritance. The wife could not part with her real estate without the concur- rence of the husband; and even so she must be examined apart from her husband, to ascertain whether she freely and voluntarily consented to the deed. With regard to personal property, it passed absolutely at common law to the husband. Specific things in the possession of the wife (chases in possession) became the property of the husband at once; things not in possession, but due and re- coverable from others (chases in action), might be recovered by the husband. A chose in action not reduced into actual possession, when the marriage was dissolved by death, reverted to the wife if she was the survivor; if the husband survived he could obtain possession by taking out letters of administra- tion. A chose in action was to be distinguished from a specific thing which, although the property of the wife, was for the time being in the hands of another. In the latter case the property was in the wife, and passed at once to the husband; in the former the wife had a mere jus in personam, which the husband might enforce if he chose, but which was still cap- able of reverting to the wife if the husband died without enforcing it. The chattels real of the wife (i.e., personal property, dependent on, and partaking of, the nature of realty, such as leaseholds) passed to the husband, subject to the wife's right of survivorship, unless barred by the husband by some act done during his life. A disposition by will did not bar the wife's interest; but any disposition inter vivos by the husband was valid and effective. The courts of equity, however, greatly modified the rules of the common law by the introduction of the wife's separate estate, i.e. property settled to the wife for her separate use, independently of her husband. The principle seems to have been originally admitted in a case of actual separation, when a fund was given for the maintenance of the wife while living apart from her husband. And the conditions under which separate estate might be enjoyed had taken the Court of Chancery many generations to develop. No particular form of words was necessary to create a separate estate, and the intervention of trustees, though common, was not necessary. A clear intention to deprive the husband of his common law rights was sufficient to do so. In such a case a married woman was entitled to deal with her property as if she was unmarried, although the earlier decisions were in favour of requiring her binding engagements to be in writing or under seal. But it was afterwards held that any engagements, clearly made with reference to the separate estate, would bind that estate, exactly as if the woman had been a feme sole. Connected with the doctrine of separate use was the equitable contrivance of restraint on anticipation with which later legislation has not interfered, whereby property might be so settled to the separate use of a married woman that she could not, during coverture, alienate it or anticipate the income. No such restraint is recognized in the case of a man or of a feme sole, and it depends entirely on the separate estate; and the separate estate has its existence only during coverture, so that a woman to whom such an estate is given may dispose of it so long as she is unmarried, but becomes bound by the restraint as soon as she is married. In yet another way the court of Chancery interfered to protect the interests of married women. When a 1 Curtesy or courtesy has been explained by legal writers as " arising by favour of the law of England." The word has nothing to do with courtesy in the sense of complaisance. HUSBAND AND WIFE husband sought the aid of that court to get possession of his wife's chases in action, he was required to make a provision for her and her children out of the fund sought to be recovered. This is called the wife's equity to a settlement, and is said to be based on the original maxim of Chancery jurisprudence, that " he who seeks equity must do equity." Two other property interests of minor importance are recognised. The wife's pin- money is a provision for the purchase of clothes and ornaments suitable to her husband's station, but it is not an absolute gift to the separate use of the wife; and a wife surviving her husband cannot claim for more than one year's arrears of pin- money. Paraphernalia are jewels and other ornaments given to the wife by her husband for the purpose of being worn by her, but not as her separate property. The husband may dispose of them by act inter vivos but not by will, unless the will confers other benefits on the wife, in which case she must elect between the will and the paraphernalia. She may also on the death of the husband claim paraphernalia, provided all creditors have been satisfied, her right being superior to that of any legatee. The corresponding interest of the wife in the property of the husband is much more meagre and illusory. Besides a general right to maintenance at her husband's expense, she has at common law a right to dower (q.v.) in her husband's lands, and to a pars rationabilis (third) of his personal estate, if he dies intestate. The former, which originally was a solid provision for widows, has by the ingenuity of conveyancers, as well as by positive enactment, been reduced to very slender dimensions. It may be destroyed by a mere declaration to that effect on the part of the husband, as well as by his conveyance of the land or by his will. The common practice of regulating the rights of husband, wife and children by marriage settlements obviates the hardships of the common law — at least for the women of the wealthier classes. The legislature by the Married Women's Property Acts of 1870, 1874, 1882 (which repealed and consolidated the acts of 1870 and 1874), 1893 and 1907 introduced very considerable changes. The chief provisions of the Married Women's Property Act 1882, which enormously improved the position of women unprotected by marriage settlement, are, shortly, that a married woman is capable of acquiring, holding and disposing of by will or otherwise, any real and personal property, in the same manner as if she were a, feme sole, without the intervention of any trustee. The property of a woman married after the beginning of the act, whether belonging to her at the time of marriage or acquired after marriage, is held by her as a. feme sole. The same is the case with property acquired after the beginning of the act by a woman married before the act. After marriage a woman remains liable for antenuptial debts and liabilities, and as between her and her husband, in the absence of contract to the contrary, her separate property is deemed primarily liable. The husband is only liable to the extent of property acquired from or through his wife. The act also contained provisions as to stock, investment, insurance, evidence and other matters. The effect of the act was to render obsolete the law as to what created a separate use or a reduction into possession of choses in action, as to equity to a settlement, as to fraud on the husband's marital rights, and as to the inability of one of two married persons to give a gift to the other. Also, in the case of a gift to a husband and wife in terms which would make them joint tenants if unmarried, they no longer take as one person but as two.- The act contained a special saving of existing and future settlements; a settlement being still necessary where it is desired to secure only the enjoy- ment of the income to the wife and to provide for children. The act by itself would enable the wife, without regard to family claims, instantly to part with the whole of any property which might come to her. Restraint on anticipation was preserved by the act, subject to the liability of such property for antenuptial debts, and to the power given by the Conveyancing Act 1881 to bind a married woman's interest notwithstanding a clause of restraint. The Married Women's Property Act of 1893 repealed two clauses in the act of 1882, the exact bearing of which had been a matter of controversy. It provided specifically that every contract thereinafter entered into by a married woman, otherwise than as an agent, should be deemed to be a contract entered into by her with respect to and be binding upon her separate property, whether she was or was not in fact possessed of or entitled to any separate property at the time when she entered into such contract, that it should bind all separate property which she might at any time or thereafter be possessed of or entitled to, and that it should be enforceable by process of law against all property which she might thereafter, while discovert, be possessed of or entitled to. The act of 1907 enabled a married woman, without her husband, to dispose of or join in disposing of, real or personal property held by her solely or jointly as trustee or personal representative, in like manner as if she were a. feme sole. It also provided that a settle- ment or agreement for settlement whether before or after marriage, respecting the property of the woman, should not be valid unless executed by her if she was of full age or confirmed by her after she attained full age. The Married Women's Property Act 1908 removed a curious anomaly by enacting that a married woman having separate property should be equally liable with single women and widows for the maintenance of parents who are in receipt of poor relief. The British colonies generally have adopted the principles of the English acts of 1882 and 1893. Law of Scotland. — The law of Scotland differs less from English law than the use of a very different terminology would lead us to suppose. The phrase communio bonorum has been employed to express the interest which the spouses have in the movable property of both, but its use has been severely censured as essentially in- accurate and misleading. It has been contended that there was no real community of goods, and no partnership or societas between the spouses. The wife's movable property, with certain exceptions, and subject to special agreements, became as absolutely the property of the husband as it did in English law. The notion of a communio was, however, favoured by the peculiar rights of the wife and children on the dissolution of the marriage. Previous to the Intestate Movable Succession (Scotland) Act 1855 the law stood as follows. The fund formed by the movable property of both spouses may be dealt with by the husband as he pleases during life; it is increased by his acquisitions and diminished by his debts. The respective shares contributed by husband and wife return on the dissolution of the marriage to them or their representatives if the marriage be dissolved within a year and a day, and without a living child. Other- wise the division is into two or three shares, according as children are existing or not at the dissolution of the marriage. On the death of the husband, his children take one-third (called legilim), the widow takes one-third (jits relictae), and the remaining one-third (the dead part) goes according to his will or to his next of kin. If there be no children, the jus relictae and the dead's part are each one-half. If the wife die before the husband, her representatives, whether children or not, are creditors for the value of her share. The statute above- mentioned, however, enacts that " where a wife shall predecease her husband, the next of kin, executors or other representatives of such wife, whether testate or intestate, shall have no right to any share of the goods in communion; nor shall any legacy or bequest or testa- mentary disposition thereof by such wife, affect or attach to the said goods or any portion thereof." It also abolishes the rule by which the shares revert if the marriage does not subsist for a year and a day. Several later acts apply to Scotland some of the principles of the English Married Women's Property Acts. These are the Married Women's Property (Scotland) Act 1877, which protects the earnings, &c., of wives, and limits the husband's liability for antenuptial debts of the wife, the Married Women's Policies of Assurance (Scotland) Act 1880, which enables a woman to contract for a policy of assurance for her separate use, and the Married Women's Property (Scotland) Act 1 88 1, which abolished the jus mariti. A wife's heritable property does not pass to the husband on marriage, but he acquires a right to the administration and profits. His courtesy, as in English law, is also recognized. On the other hand, a widow has a terce or life-rent of a third part of the husband's heritable estate, unless she has accepted a conventional provision. Continental Europe. — Since 1882 English legislation in the matter of married women's property has progressed from perhaps the most backward to the foremost place in Europe. By a curious contrast, the only two European countries where, in the absence of a settle- ment to the contrary, independence of the wife's property was recog- nized, were Russia and Italy. But there is now a marked tendency towards contractual emancipation. Sweden adopted a law on this subject in 1874, Denmark in 1880, Norway in 1888. Germany followed, the Civil Code which came into operation in 1900 (Art. 1367) providing that the wife's wages or earnings shall form part of her Vorbehaltsgut or separate property, which a previous article HUSHI— HUSS (1365) placed beyond the husband's control. As regards property accruing to the wife in Germany by succession, will or gift inter vivos, it is only separate property where the donor has deliberately stipulated exclusion of the husband's right. In France it seemed as if the system of community of property was ingrained in the institutions of the country. But a law of 1907 has brought France into line with other countries. This law gives a married woman sole control over earnings from her personal work and savings therefrom. She can with such money acquire personalty or realty, over the former of which she has absolute control. But if she abuses her rights by squandering her money or administering her property badly or imprudently the husband may apply to the court to have her freedom restricted. American Law.— In the United States, the revolt against the common law theory of husband and wife was carried farther than in England, and legislation early tended in the direction of absolute equality between the sexes. Each state has, however, taken its own way and selected its own time for introducing modifications of the existing law, so that the legislation on this subject is now exceedingly complicated and difficult. James Schoufer (Law of Domestic Relations) gives an account of the general result in the different states to which reference may be made. The peculiar system of Homestead Laws in many of the states (see HOMESTEAD and EXEMPTION LAWS) constitutes an inalienable provision for the wife and family of the householder. HUSHI (Rumanian Hu$i), the capital of the department of Falciu, Rumania; on a branch of the Jassy-Galatz railway, 9 m. W. of the river Pruth and the Russian frontier. Pop. (1900) 15,404, about one-fourth being Jews. Hushi is an episcopal see. The cathedral was built in 1491 by Stephen the Great of Moldavia. There are no important manufactures, but a large fair is held annually in September for the sale of live-stock, and wine is produced in considerable quantities. Hushi is said to have been founded in the isth century by a colony of Hussites, from whom its name is derived. The treaty of the Pruth between Russia and Turkey was signed here in 1711. HUSKISSON, WILLIAM (1770-1830), English statesman and financier, was descended from an old Staffordshire family of moderate fortune, and was born at Birch Moreton, Worcester- shire, on the nth of March 1770. Having been placed in his fourteenth year under the charge of his maternal great-uncle Dr Gem, physician to the English embassy at Paris, in 1783 he passed his early years amidst a political fermentation which led him to take a deep interest in politics. Though he approved of the French Revolution, his sympathies were with the more moderate party, and he became a member of the " club of 1789," instituted to support the new form of constitutional monarchy in opposition to the anarchical attempts of the Jacobins. He early displayed his mastery of the principles of finance by a Discours delivered in August 1790 before this society, in regard to the issue of assignats by the government. The Discours gained him considerable reputation, but as it failed in its purpose he withdrew from the society. In January 1 793 he was appointed by Dundas to an office created to direct the execution of the Aliens Act; and in the discharge of his delicate duties he mani- fested such ability that in 1795 he was appointed under-secretary at war. In the following year he entered parliament as member for Morpeth, but for a considerable period he took scarcely any part in the debates. In 1800 he inherited a fortune from Dr Gem. On the retirement of Pitt in 1801 he resigned office, and after contesting Dover unsuccessfully he withdrew for a time into private life. Having in 1804 been chosen to represent Liskeard, he was on the restoration of the Pitt ministry appointed secretary of the treasury, holding office till the dissolution of the ministry after the death of Pitt in January 1806. After being elected for Harwich in 1807, he accepted the same office under the duke of Portland, but he withdrew from the ministry along with Canning in 1809. In the following year he published a pamphlet on the currency system, which confirmed his reputation as the ablest financier of his time; but his free-trade principles did not accord with those of his party. In 1812 he was returned for Chichester. When in 1814 he re-entered the public service, it was only as chief commissioner of woods and forests, but his influence was from this time very great in the commercial and financial legislation of the country. He took a prominent part in the corn-law debates of 1814 and 1815; and in 1819 he presented a memorandum to Lord Liverpool advocating a large reduction in the unfunded debt, and explaining a method for the resumption of cash payments, which was embodied in the act passed the same year. In 1821 he was a member of the committee appointed to inquire into the causes of the agricultural distress then prevailing, and the proposed relaxation of the corn laws embodied in the report was understood to have been chiefly due to his strenuous advocacy. In 1823 he was appointed president of the board of trade and treasurer of the navy, and shortly afterwards he received a seat in the cabinet. In the same year he was returned for Liverpool as successor to Canning, and as the only man who could reconcile the Tory merchants to a free trade policy. Among the more important legislative changes with which he was principally connected were a reform of the Navigation Acts, admitting other nations to a full equality and reciprocity of shipping duties; the repeal of the labour laws; the introduction of a new sinking fund; the reduction of the duties on manufactures and on the importation of foreign goods, and the repeal of the quarantine duties. In accordance with his suggestion Canning in 1827 introduced a measure on the corn laws proposing the adoption of a sliding scale to regulate the amount of duty. A misapprehension between Huskisson and the duke of Wellington led to the duke proposing an amend- ment, the success of which caused the abandonment of the measure by the government. After the death of Canning in the same year Huskisson accepted the secretaryship of the colonies under Lord Goderich, an office which he continued to hold in the new cabinet formed by the duke of Wellington in the following year. After succeeding with great difficulty in inducing the cabinet to agree to a compromise on the corn laws, Huskisson finally resigned office in May 1829 on account of a difference with his colleagues in regard to the disfranchisement of East Retford. On the isth of September of the following year he was accidentally killed by a locomotive engine while present at the opening of the Liverpool and Manchester railway. See the Life of Huskisson, by J. Wright (London, 1831). HUSS (or Hus), JOHN (c. 1373-1415), Bohemian reformer and martyr, was born at Hussinecz,1 a market village at the foot of the Bohmerwald, and not far from the Bavarian frontier, between 1373 and 1375, the exact date being uncertain. His parents appear to have been well-to-do Czechs of the peasant class. Of his early life nothing is recorded except that, notwithstanding the early loss of his father, he obtained a good elementary education, first at Hussinecz, and afterwards at the neighbouring town of Prachaticz. At, or only a very little beyond, the usual age he entered the recently (1348) founded university of Prague, where he became bachelor of arts in 1393, bachelor of theology in 1394, and master of arts in 1396. In 1398 he was chosen by the Bohemian " nation " of the university to an examinership for the bachelor's degree; in the same year he began to lecture also, and there is reason to believe that the philosophical writings of Wycliffe, with which he had been for some years acquainted, were his text-books. In October 1401 he was made dean of the philosophical faculty, and for the half-yearly period from October 1402 to April 1403 he held the office of rector of the university. In 1402 also he was made rector or curate (capellarius) of the Bethlehem chapel, which had in 1391 been erected and endowed by some zealous citizens of Prague for the purpose of providing good popular preaching in the Bohemian tongue. This appoinment had a deep influence on the already vigorous religious life of Huss himself; and one of the effects of the earnest and independent study of Scripture into which it led him was a profound conviction of the great value not only of the philosophical but also of the theological writings of Wycliffe. This newly-formed sympathy with the English reformer did not, in the first instance at least, involve Huss in any conscious opposition to the established doctrines of Catholicism, or in any direct conflict with the authorities of the church; and for 1 From which the name Huss, or more properly Hus, an abbrevia- tion adopted by himself about 1396, is derived. Prior to that date he was invariably known as Johann Hussynecz, Hussinecz, Hussenicz or de Hussynecz. HUSS several years he continued to act in full accord with his archbishop (Sbynjek, or Sbynko, of Hasenburg). Thus in 1405 he, with other two masters, was commissioned to examine into certain reputed miracles at Wilsnack, near Wittenberg, which had caused that church to be made a resort of pilgrims from all parts of Europe. The result of their report was that all pilgrimage thither from the province of Bohemia was prohibited by the archbishop on pain of excommunication, while Huss, with the full sanction of his superior, gave to the world his first published writing, entitled De Omni Sanguine Christi Glorificato, in which he declaimed in no measured terms against forged miracles and ecclesiastical greed, urging Christians at the same time to desist from looking for sensible signs of Christ's presence, but rather to seek Him in His enduring word. More than once also Huss, together with his friend Stanislaus of Znaim, was appointed to be synod preacher, and in this capacity he delivered at the provincial councils of Bohemia many faithful admonitions. As early as the 28th of May 1403, it is true, there had been held a university disputation about the new doctrines of Wycliffe, which had resulted in the condemnation of certain propositions presumed to be his; five years later (May 20, 1408) this decision had been refined into a declaration that these, forty-five in number, were not to be taught in any heretical, erroneous or offensive sense. But it was only slowly that the growing sympathy of Huss with Wycliffe unfavourably affected his relations with his colleagues in the priesthood. In 1408, however, the clergy of the city and archiepiscopal diocese of Prague laid before the archbishop a formal complaint against Huss, arising out of strong expressions with regard to clerical abuses of which he had made use in his public discourses; and the result was that, having been first deprived of his appointment as synodal preacher, he was, after a vain attempt to defend himself in writing, publicly forbidden the exercise of any priestly function throughout the diocese. Simultaneously with these proceedings in Bohemia, negotiations had been going on for the removal of the long-continued papal schism, and it had become apparent that a satisfactory solution could only be secured if, as seemed not impossible, the supporters of the rival popes, Benedict XIII. and Gregory XII., could be induced, in view of the approaching council of Pisa, to pledge themselves to a strict neutrality. With this end King Wenceslaus of Bohemia had requested the co-operation of the archbishop and his clergy, and also the support of the university, in both instances unsuccessfully, although in the case of the latter the Bohemian " nation," with Huss at its head, had only been overborne by the votes of the Bavarians, Saxons and Poles. There followed an expression of nationalist and particularistic as opposed to ultramontane and also to German feeling, which undoubtedly was of supreme importance for the whole of the subsequent career of Huss. In compliance with this feeling a royal edict (January 18, 1409) was issued, by which, in alleged conformity with Paris usage, and with the original charter of the university, the Bohemian " nation " received three votes, while only one was allotted to the other three "nations" combined; whereupon all the foreigners, to the number of several thousands, almost im- mediately withdrew from Prague, an occurrence which led to the formation shortly afterwards of the university of Leipzig. It was a dangerous triumph for Huss; for his popularity at court and in the general community had been secured only at the price of clerical antipathy everywhere and of much German ill-will. Among the first results of the changed order of things were on the one hand the election of Huss (October 1409} to be again rector of the university, but on the other hand the appoint- ment by the archbishop of an inquisitor to inquire into charges of heretical teaching and inflammatory preaching brought against him. He had spoken disrespectfully of the church, it was said, had even hinted that Antichrist might be found to be in Rome, had fomented in his preaching the quarrel between Bohemians and Germans, and had, notwithstanding all that had passed, continued to speak of Wycliffe as both a pious man and an orthodox teacher. The direct result of this investigation is not known, but it is impossible to disconnect from it the promulgation by Pope Alexander V., on the 2oth of December 1409, of a bull which ordered the abjuration of all Wycliffite heresies and the surrender of all his books, while at the same time — a measure specially levelled at the pulpit of Bethlehem chapel — all preaching was prohibited except in localities which had been by long usage set apart for that use. This decree, as soon as it was published in Prague (March 9, 1410), led to much popular agitation, and provoked an appeal by Huss to the pope's better informed judgment; the archbishop, however, resolutely insisted on carrying out his instructions, and in the following July caused to be publicly burned, in the courtyard of his own palace, upwards of 200 volumes of the writings of Wycliffe, while he pronounced solemn sentence of excommunica- tion against Huss and certain of his friends, who had in the meantime again protested and appealed to the new pope (John XXIII.). Again the populace rose on behalf of their hero, who, in his turn, strong in the conscientious conviction that " in the things which pertain to salvation God is to be obeyed rather than man," continued uninterruptedly to preach in the Bethlehem chapel, and in the university began publicly to defend the so- called heretical treatises of Wycliffe, while from king and queen, nobles and burghers, a petition was sent to Rome praying that the condemnation and prohibition in the bull of Alexander V. might be quashed. Negotiations were carried on for some months, but in vain; in March 1411 the ban was anew pronounced upon Huss as a disobedient son of the church, while the magistrates and councillors of Prague who had favoured him were threatened with a similar penalty in case of their giving him a contumacious support. Ultimately the whole city, which continued to harbour him, was laid under interdict; yet he went on preaching, and masses were celebrated as usual, so that at the date of Archbishop Sbynko's death in September 1411, it seemed as if the efforts of ecclesiastical authority had resulted in absolute failure. The struggle, however, entered on a new phase with the appearance at Prague in May 1412 of the papal emissary charged with the proclamation of the papal bulls by which a religious war was decreed against the excommunicated King Ladislaus of Naples, and indulgence was promised to all who should take part in it, on terms similar to those which had been enjoyed by the earlier crusaders to the Holy Land. By his bold and thorough-going opposition to this mode of procedure against Ladislaus, and still more by his doctrine that indulgence could never be sold without simony, and could not be lawfully granted by the church except on condition of genuine contrition and repentance, Huss at last isolated himself, not only from the archiepiscopal party under Albik of Unitschow, but also from the theological faculty of the university, and especially from such men as Stanislaus of Znaim and Stephen Paletz, who until then had been his chief supporters. A popular demonstration, in which the papal bulls had been paraded through the streets with circumstances of peculiar ignominy and finally burnt, led to intervention by Wenceslaus on behalf of public order; three young men, for having openly asserted the unlawfulness of the papal indulgence after silence had been enjoined, were sentenced to death (June 1412); the excommunication against Huss was renewed, and the interdict again laid on all places which should give him shelter — a measure which now began to be more strictly regarded by the clergy, so that in the following December Huss had no alternative but to yield to the express wish of the king by temporarily withdrawing from Prague. A provincial synod, held at the instance of Wenceslaus in February 1413, broke up without having reached any practical result; and a commission appointed shortly afterwards also failed to bring about a reconciliation between Huss and his adversaries. The so-called heretic meanwhile spent his time partly at Kozihradek, some 45 m. south of Prague, and partly at Krakowitz in the immediate neighbourhood of the capital, occasionally giving a course of open-air preaching, but finding his chief employment in maintaining that copious correspondence of which some precious fragments still are extant, and in the composition of the treatise, De Ecclesia, which subsequently furnished most of the material for the capital charges brought HUSS against him, and was formerly considered the most important of his works, though it is mainly a transcript of Wycliffe's work of the same name. During the year 1413 the arrangements for the meeting of a general council at Constance were agreed upon between Sigismund and Pope John XXIII. The objects originally contemplated had been the restoration of the unity of the church and its reform in head and members; but so great had become the prominence of Bohemian affairs that to these also a first place in the programme of the approaching oecumenical assembly required to be assigned, and for their satisfactory settlement the presence of Huss was necessary. His attendance was ac- cordingly requested, and the invitation was willingly accepted as giving him a long-wished-for opportunity both of publicly vindicating himself from charges which he felt to be grievous, and of loyally making confession for Christ. He set out from Bohemia on the I4th of October 1414, not, however, until he had carefully ordered all his private affairs, with a presentiment, which he did not conceal, that in all probability he was going to his death. The journey, which appears to have been under- taken with the usual passport, and under the protection of several powerful Bohemian friends (John of Chlum, Wenceslaus of Duba, Henry of Chlum) who accompanied him, was a very prosperous one; and at almost all the halting-places he was received with a consideration and enthusiastic sympathy which he had hardly expected to meet with anywhere in Germany. On the 3rd of November he arrived at Constance; shortly after- wards there was put into his hands the famous imperial " safe conduct," the promise of which had been one of his inducements to quit the comparative security he had enjoyed in Bohemia. This safe conduct, which had been frequently printed, stated that Huss should, whatever judgment might be passed on him, be allowed to return freely to Bohemia. This by no means provided for his immunity from punishment. If faith to him had not been broken he would have been sent back to Bohemia to be punished by his sovereign, the king of Bohemia. The treachery of King Sigismund is undeniable, and was indeed admitted by the king himself. The safe conduct was probably indeed given by him to entice Huss to Constance. On the 4th of December the pope appointed a commission of three bishops to investigate the case against the heretic, and to procure witnesses; to the demand of Huss that he might be permitted to employ an agent in his defence a favourable answer was at first given, but afterwards even this concession to the forms of justice was denied. While the commission was engaged in the prosecution of its enquiries, the flight of Pope John XXIII. took place on the 20th of March, an event which furnished a pretext for the removal of Huss from the Dominican convent to a more secure and more severe place of confinement under the charge of the bishop of Constance at Gottlieben on the Rhine. On the 4th of May the temper of the council on the doctrinal questions in dispute was fully revealed in its unanimous condemnation of Wycliffe, especially of the so-called " forty-five articles " as erroneous, heretical, revolutionary. It was not, however, until the 5th of June that the case of Huss came up for hearing; the meeting, which was an exceptionally full one, took place in the refectory of the Franciscan cloister. Autograph copies of his work De Ecclesia and of the controversial tracts which he had written against Paletz and Stanislaus of Znaim having been acknowledged by him, the extracted propositions on which the prosecution based their charge of heresy were read; but as soon as the accused began to enter upon his defence, he was assailed by violent outcries, amidst which it was impossible for him to be heard, so that he was compelled to bring his speech to an abrupt close, which he did with the calm remark: " In such a council as this I had expected to find more propriety, piety and order." It was found necessary to adjourn the sitting until the 7th of June, on which occasion the outward decencies were better observed, partly no doubt from the circum- stance that Sigismund was present in person. The propositions which had been extracted from the De Ecclesia were again brought up, and the relations between Wycliffe and Huss were discussed, the object of the prosecution being to fasten upon the latter the charge of having entirely adopted the doctrinal system of the former, including especially a denial of the doctrine of transub- stantiation. The accused repudiated the charge of having abandoned the Catholic doctrine, while expressing hearty admiration and respect for the memory of Wycliffe. Being next asked to make an unqualified submission to the council, he expressed himself as unable to do so, while stating his willing- ness to amend his teaching wherever it had been shown to be false. With this the proceedings of the day were brought to a close. On the 8th of June the propositions extracted from the De Ecclesia were again taken up with some fulness of detail; some of these he repudiated as incorrectly given, others tie defended; but when asked to make a general recantation he steadfastly declined, on the ground that to do so would be a dishonest admission of previous guilt. Among the propositions he could heartily abjure was that relating to transubstantiation; among those he felt constrained unflinchingly to maintain was one which had given great offence, to the effect that Christ, not Peter, is the head of the church to whom ultimate appeal must be made. The council, however, showed itself inaccessible to all his arguments and explanations, and its final resolution, as announced by Pierre d'Ailly, was threefold: first, that Huss should humbly declare that he had erred in all the articles cited against him; secondly, that he should promise on oath neither to hold nor teach them in the future; thirdly, that he should publicly recant them. On his declining to make this submission he was removed from the bar. Sigismund himself gave it as his opinion that it had been clearly proved by many witnesses that the accused had taught many pernicious heresies, and that even should he recant he ought never to be allowed to preach or teach again or to return to Bohemia, but that should he refuse recantation there was no remedy but the stake. During the next four weeks no effort was spared to shake the determination of Huss; but he steadfastly refused to swerve from the path which conscience had once made clear. " I write this," says he, in a letter to his friends at Prague, " in prison and in chains, expecting to-morrow to receive sentence of death, full of hope in God that I shall not swerve from the truth, nor abjure errors imputed to me by false witnesses." The sentence he expected was pronounced on the 6th of July in the presence of Sigismund and a full sitting of the council; once and again he attempted to remonstrate, but in vain, and finally he betook himself to silent prayer. After he had under- gone the ceremony of degradation with all the childish formalities usual on such occasions, his soul was formally consigned by all those present to the devil, while he himself with clasped hands and uplifted eyes reverently committed it to Christ. He was then handed over to the secular arm, and immediately led to the place of execution, the council meanwhile proceeding uncon- cernedly with the rest of its business for the day. Many incidents recorded in the histories make manifest the meek- ness, fortitude and even cheerfulness with which he went to his death. After he had been tied to the stake and the faggots had been piled, he was for the last time urged to recant, but his only reply was: " God is my witness that I have never taught or preached that which false witnesses have testified against me. He knows that the great object of all my preaching and writing was to convert men from sin. In the truth of that gospel which hitherto I have written, taught and preached, I now joyfully die." The fire was then kindled, and his voice as it audibly prayed in the words of the " Kyrie Eleison " was soon stifled in the smoke. When the flames had done their office, the ashes that were left and even the soil on which they lay were carefully removed and thrown into the Rhine. Not many words are needed to convey a tolerably adequate estimate of the character and work of the " pale thin man in mean attire," who in sickness and poverty thus completed the forty-sixth year of a busy life at the stake. The value of Huss as a scholar was formerly underrated. The publication of his Super I V. Senlentiarum has proved that he was a man of profound learning. Yet his principal glory will always be founded on his HUSSAR— HUSSITES spiritual teaching. It might not be easy to formulate precisely the doctrines for which he died, and certainly some of them, as, for example, that regarding the church, were such as many Protestants even would regard as unguarded and difficult to harmonize with the maintenance of external church order; but his is undoubtedly the honour of having been the chief inter- mediary in handing on from Wycliffe to Luther the torch which kindled the Reformation, and of having been one of the bravest of the martyrs who have died in the cause of honesty and freedom, of progress and of growth towards the light. (J. S. BL.) The works of Huss are usually classed under four heads: the dogmatical and polemical, the homiletical, the exegetical and the epistolary. In the earlier editions of his works sufficient care was not taken to distinguish between his own writings and those of Wycliffe and others who were associated with him. In connexion with his sermons it is worthy of note that by means of them and by his public teaching generally Huss exercised a considerable influence not only on the religious life of his time, but on the literary develop- ment of his native tongue. The earliest collected edition of his works, Historic, et monumenta Joannis Hus et Hieronymi Pragensis, was published at Nuremberg in 1558 and was reprinted with a con- siderable quantity of new matter at Frankfort in 1715. A Bohemian edition of the works has been edited by K. J. Erben (Prague, 1865- 1868), and the Documenta J. Hus mtam, doctrinam, causam in Constantiensi concilia (1869), edited by F. Palacky, is very valuable. More recently Joannis Hus. Opera omnia have been edited by W. Floishaus (Prague, 1904 fol.). The De Ecclesia was published by Ulnch von Hutten in 1520; other controversial writings by Otto Brumfels in 1524; and Luther wrote an interesting pretace to Epistolae Quaedam, which were published in 1537. These Epistolae have been translated into French by E. de Bonnechose (1846), and the letters written during his imprisonment have been edited by C. von Kugelgen (Leipzig, 1902). The best and most easily accessible information for the English reader on Huss is found in J. A. W. Neander's Allgemeine Geschichte der christlichen Religion und Kirche, translated by J. Torrey (1850- 1858); in G. von Lechler's Wiclif und die Vorgeschichte der Reforma- tion, translated by P. Lorimer (1878); in H. H. Milman's History of Latin Christianity, vol. viii. (1867); and in M. Creighton's History of the Papacy (1897). Among the earlier authorities is the Historia Bohemica of Aeneas Sylvius (1475). The Acta of the council of Constance (published by P. Labbe in his Concilia, vol. xvi., 1731 ; by H. von der Haardt in his Magnum Constantiense concilium, vol. vi., 1700; and by H. Finke in his Acta concilii Constantiensis, 1896); and J . Lenfant's Histoire de la guerre des Hussites ( 1 73 1 ) and the same writer's Histoire du candle de Constance (1714) should be consulted. F. Palacky's Geschichte Bohmens (1864-1867) is also very useful. Monographs on Huss are very numerous. Among them may be mentioned J. A. von Helfert, Studien uber Hus und Hieronymus (1853; this work is ultramontane in its sympathies); C. von Hofler, Hus und der A bzug der deutschen Professoren und Studenten aus Prag (1864); W. Berger, Johannes Hus und Konig Sigmund (1871); E. Denis, Huss et la guerre des Hussites (1878); P. Uhlmann, Konig Sigmunds Geleit fur Hus (1894); J. Loserth, Hus und Wiclif (1884), translated into English by M. J. Evans (1884); A. Jeep, Gerson, Wiclefus, Hussus, inter se comparati (1857) ; and G. von Lechler, Johannes Hus (1889). See also Count Liitzow, The Life and Times of John Hus (London, 1909). HUSSAR, originally the name of a soldier belonging to a corps of light horse raised by. Matthias Corvinus, king of Hungary, in 1458, to fight against the-Turks. The Magyar huszar, from which the word is derived, was formerly connected with the Magyar husz, twenty, and was explained by a supposed raising of the troops by the taking of each twentieth man. According to the New English Dictionary the word is an adaptation of the Italian corsaro, corsair, a robber, and is found in 15th-century documents coupled with praedones. The hussar was the typical Hungarian cavalry soldier, and, in the absence of good light cavalry in the regular armies of central and western Europe, the name and character of the hussars gradually spread into Prussia, France, &c. Frederick the Great sent Major H. J. von Zieten to study the work of this type of cavalry in the Austrian service, and Zieten so far improved on the Austrian model that he defeated his old teacher, General Baranyai, in an encounter between the Prussian and Austrian hussars at Rothschloss in 1 741. The typical uniform of the Hungarian hussar was followed with modifications in other European armies. It consisted of a busby or a high cylindrical cloth cap, jacket with heavy braiding, and a dolman or pelisse, a loose coat worn hanging from the left shoulder. The hussar regiments of the British army were converted from light dragoons at the following dates: 7th (1805), loth and i5th (1806), i8th (1807, and again on revival after disbandment, 1858), 8th (1822), nth (1840), 2oth (late 2nd Bengal European Cavalry) (1860), I3th, I4th, and igth (late ist Bengal European Cavalry) (1861). The 2ist Lancers were hussars from 1862 to 1897. • HUSSITES, the name given to the followers of John Huss (1369-1415), the Bohemian reformer. They were at first often called Wycliffites, as the theological theories of Huss were largely founded on the teachings of Wycliffe. Huss indeed laid more stress on church reform than on theological controversy. On such matters he always writes as a disciple of Wycliffe. The Hussite movement may be said to have sprung from three sources, which are however closely connected. Bohemia, which had first received Christianity from the East, was from geo- graphical and other causes long but very loosely connected with the Church of Rome. The connexion became closer at the time when the schism with its violent controversies between the rival pontiffs, waged with the coarse invective customary to medieval theologians, had brought great discredit on the papacy. The terrible rapacity of its representatives in Bohemia, which increased in proportion as it became more difficult to obtain money from western countries such as England and France, caused general indignation; and this was still further intensified by the gross immorality of the Roman priests. The Hussite movement was also a democratic one, an uprising of the peasantry against the landowners at a period when a third of the soil belonged to the clergy. Finally national enthusiasm for the Slavic race contributed largely to its importance. The towns, in most cases creations of the rulers of Bohemia who had called in German immigrants, were, with the exception of the " new town " of Prague, mainly German; and in consequence of the regulations of the university, Germans also held almost all the more important ecclesiastical offices — a condition of things greatly resented by the natives of Bohemia, which at this period had reached a high degree of intellectual development. The Hussite movement assumed a revolutionary character as soon as the news of the death of Huss reached Prague. The knights and nobles of Bohemia and Moravia, who were in favour of church reform, sent to the council at Constance (September 2nd, 1415) a protest, known as the " protestalio Bohemorum " which condemned the execution of Huss in the strongest language. The attitude of Sigismund, king of the Romans, who sent threatening letters to Bohemia declaring that he would shortly " drown all Wycliffites and Hussites," greatly incensed the people. Troubles broke out in various parts of Bohemia, and many Romanist priests were driven from their parishes. Almost from the first the Hussites were divided into two sections, though many minor divisions also arose among them. Shortly before his death Huss had accepted a doctrine preached during his absence by his adherents at Prague, namely that of " utraquism," i.e. the obligation of the faithful to receive communion in both kinds (sub utraque specie). This doctrine became the watchword of the moderate Hussites who were known as the Utraquists or Calixtines (calix, the chalice), in Bohemian, podoboji ; while the more advanced Hussites were soon known as the Taborites, from the city of Tabor that became their centre. Under the influence of his brother Sigismund, king of the Romans, King Wenceslaus endeavoured to stem the Hussite movement. A certain number of Hussites lead by Nicolas of Hus — no relation of John Huss — left Prague. They held meetings in various parts of Bohemia, particularly at Usti, near the spot where the town of Tabor was founded soon afterwards. At these meetings. Sigismund was violently denounced, and the people everywhere prepared for war. In spite of the departure of many prominent Hussites the troubles at Prague continued. On the 30th of July 1419, when a Hussite procession headed by the priest John of Zelivo (in Ger. Selau) marched through the streets of Prague, stones were thrown at the Hussites from the windows of the town-hall of the " new town." The people, headed by John 2izka (1376-1424), threw the burgomaster and several town-councillors, who were the instigators of this outrage, from the windows and they were immediately killed by the 8 HUSSITES crowd. On hearing this news King Wenceslaus was seized with an apoplectic fit, and died a few days afterwards. The death of the king resulted in renewed troubles in Prague and in almost all parts of Bohemia. Many Romanists, mostly Germans — for they had almost all remained faithful to the papal cause — were expelled from the Bohemian cities. In Prague, in November 1419, severe fighting took place between the Hussites and the mercenaries whom Queen Sophia (widow of Wenceslaus and regent after the death of her husband) had hurriedly collected. After a considerable part of the city had been destroyed a truce was concluded on the i3th of November. The nobles, who though favourable to the Hussite cause yet supported the regent, promised to act as mediators with Sigismund; while the citizens of Prague consented to restore to the royal forces the castle of Vysehrad, which had fallen into their hands. Zizka, who disapproved of this compromise, left Prague and retired to Plzefi (Pilsen). Unable to maintain himself there he marched to southern Bohemia, and after defeating the Romanists at Sudomef — the first pitched battle of the Hussite wars — he arrived at Usti, one of the earliest meeting-places of the Hussites. Not considering its situation sufficiently strong, he moved to the neighbouring new settlement of the Hussites, to which the biblical name of Tabor was given. Tabor soon became the centre of the advanced Hussites, who differed from the Utraquists by recognizing only two sacraments — Baptism and Communion — and by rejecting most of the ceremonial of the Roman Church. The ecclesiastical organization of Tabor had a somewhat puritanic character, and the government was established on a thoroughly democratic basis. Four captains of the people (hejtmane) were elected, one of whom was Zizka; and a very strictly military discipline was instituted. Sigismund, king of the Romans, had, by the death of his brother Wenceslaus without issue, acquired a claim on the Bohemian crown; though it was then, and remained till much later, doubtful whether Bohemia was an hereditary or an elective monarchy. A firm adherent of the Church of Rome, Sigismund was successful in obtaining aid from the pope. Martin V. issued a bull on the iyth of March 1420 which proclaimed a crusade " for the destruction of the Wyclimtes, Hussites and all other heretics in Bohemia." The vast army of crusaders, with which were Sigismund and many German princes, and which consisted of adventurers attracted by the hope of pillage from all parts of Europe, arrived before Prague on the 3Oth of June and immediately began the siege of the city, which had, however, soon to be abandoned (see ZIZKA, JOHN). Negotiations took place for a settlement of the religious differences. The united Hussites formulated their demands in a statement known as the " articles of Prague." This document, the most important of the Hussite period, runs thus in the wording of the con- temporary chronicler, Laurence of Brezova: — I. The word of God shall be preached and made known in the kingdom of Bohemia freely and in an orderly manner by the priests of the Lord. . . . II. The sacrament of the most Holy Eucharist shall be freely administered in the two kinds, that is bread and wine, to all the faithful in Christ who are not precluded by mortal sin — according to the word and disposition of Our Saviour. III. The secular power over riches and worldly goods which the clergy possesses in contradiction to Christ's precept, to the prejudice of its office and to the detriment of the secular arm, shall be taken and withdrawn from it, and the clergy itself shall be brought back to the evangelical rule and an apostolic life such as that which Christ and his apostles led. . . . IV. All mortal sins, and in particular all public and other dis- orders, which are contrary to God's law, shall in every rank of life be duly and judiciously prohibited and destroyed by those whose office it is. These articles, which contain the essenceof the Hussite doctrine, were rejected by Sigismund, mainly through the influence of the papal legates, who considered them prejudicial to the authority of the Roman see. Hostilities therefore continued. Though Sigismund had retired from Prague, the castles of Vysehrad and Hradfany remained in possession of his troops. The citizens of Prague laid siege to the VySehrad, and towards the end of October (1420) the garrison was on the point of capitulating through famine. Sigismund attempted to relieve the fortress, but was decisively defeated by the Hussites on the ist of November near the village of Pankrac. The castles of Vysehrad and Hradcany now capitulated, and shortly after- wards almost all Bohemia fell into the hands of the Hussites. Internal troubles prevented them from availing themselves completely of their victory. At Prague a demagogue, the priest John of Zelivo, for a time obtained almost unlimited authority over the lower classes of the townsmen; and at Tabor a communistic movement (that of the so-called Adamites) was sternly suppressed by Zizka. Shortly afterwards a new crusade against the Hussites was undertaken. A large German army entered Bohemia, and in August 1421 laid siege to the town of Zatec (Saaz). The crusaders hoped to be joined in Bohemia by King Sigismund, but that prince was detained in Hungary. After an unsuccessful attempt to storm Zatec the crusaders retreated somewhat ingloriously, on hearing that the Hussite troops were approaching. Sigismund only arrived in Bohemia at the end of the year 1421. He took possession of the town of Kutna Hora (Kuttenberg), but was decisively defeated by Zizka at Nemecky Brod (Deutschbrod) on the 6th of January 1422. Bohemia was now again for a time free from foreign intervention, but internal discord again broke out caused partly by theological strife, partly by the ambition of agitators. John of Zelivo was on the oth of March 1422 arrested by the town council of Prague and decapitated. There were troubles at Tabor also, where a more advanced party opposed Zizka's authority. Bohemia obtained a temporary respite when, in 1422, Prince Sigismund Korybutovic of Poland became for a short time ruler of the country. His authority was recognized by the Utraquist nobles, the citizens of Prague, and the more moderate Taborites, including Zizka. KorybutoviC, however, remained but a short time in Bohemia; after his departure civil war broke out, the Taborites opposing in arms the more moderate Utraquists, who at this period are also called by the chroniclers the " Praguers," as Prague was their principal stronghold. On the 27th of April 1423, Zizka now again leading, the Taborites defeated at Horic the Utraquist army under Cenek of Wartemberg; shortly afterwards an armistice was concluded at Konopist. Papal influence had meanwhile succeeded in calling forth a new crusade against Bohemia, but it resulted in complete failure. In spite of the endeavours of their rulers, the Slavs of Poland and Lithuania did not wish to attack the kindred Bohemians; the Germans were prevented by internal discord from taking joint action against the Hussites; and the king of Denmark, who had landed in Germany with a large force intending to take part in the crusade, soon returned to his own country. Free for a time from foreign aggression, the Hussites invaded Moravia, where a large part of the population favoured their creed; but, again paralysed by dissensions, soon returned to Bohemia. The city of Koniggratz (Kralove Hradec), which had been under Utraquist rule, espoused the doctrine of Tabor, and called Zizka to its aid. After several military successes gained by Zizka (q.v.) in 1423 and the following year, a treaty of peace between the Hussites was concluded on the I3th of September 1424 at Liben, a village near Prague, now part of that city. In 1426 the Hussites were again attacked by foreign enemies. In June of that year their forces, led by Prokop the Great — who took the command of the Taborites shortly after Zizka's death in October 1424 — and Sigismund KorybutoviC, who had returned to Bohemia, signally defeated the Germans at Aussig (Usti nad Labem). After this great victory, and another at Tachau in 1427, the Hussites repeatedly invaded Germany, though they made no attempt to occupy permanently any part of the country. The almost uninterrupted series of victories of the Hussites now rendered vain all hope of subduing them by force of arms. Moreover, the conspicuously democratic character of the Hussite movement caused the German princes, who were afraid that HUSTING— HUTCHESON such views might extend to their own countries, to desire peace. Many Hussites, particularly the Utraquist clergy, were also in favour of peace. Negotiations for this purpose were to take place at the oecumenical council which had been summoned to meet at Basel on the 3rd of March 1431. The Roman see re- luctantly consented to the presence of heretics at this council, but indignantly rejected the suggestion of the Hussites that members of the Greek Church, and representatives of all Christian creeds, should also be present. Before definitely giving its consent to peace negotiations, the Roman Church determined on making a last effort to reduce the Hussites to subjection. On the ist of August 1431 a large army of crusaders, under Frederick, margrave of Brandenburg, whom Cardinal Cesarini accompanied as papal legate, crossed the Bohemian frontier; on the i4th of August it reached the town of Domazlice (Tauss); but on the arrival of the Hussite army under Prokop the crusaders immediately took to flight, almost without offering resistance. On the isth of October the members of the council, who had already assembled at Basel, issued a formal invitation to the Hussites to take part in its deliberations. Prolonged negotiations ensued; but finally a Hussite embassy, led Dy Prokop and including John of Rokycan, the Taborite bishop Nicolas of Pelhfimov, the " English Hussite," Peter Payne and many others, arrived at Basel on the 4th of January 1433. It was found impossible to arrive at an agreement. Negotiations were not, however, broken off; and a change in the political situation of Bohemia finally resulted in a settlement. In 1434 war again broke out between the Utraquists and the Taborites. On the 30th of May of that year the Taborite army, led by Prokop the Great and Prokop the Less, who 'both fell in the battle, was totally defeated and almost annihilated at Lipan. The moderate party thus obtained the upper hand; and it formulated its demands in a document which was finally accepted by the Church of Rome in a slightly modified form, and which is known as " the compacts." The compacts, mainly founded on the articles of Prague, declare that: — 1. The Holy Sacrament is to be given freely in both kinds to all Christians in Bohemia and Moravia, and to those elsewhere who adhere to the faith of these two countries. 2. All mortal sins shall be punished and extirpated by those whose office it is so to do. 3. The word of God is to be freely and truthfully preached by the priests of the Lord, and by worthy deacons. 4. The priests in the time of the law of grace shall claim no owner- ship of worldly possessions. On the sth of July 1436 the compacts were formally accepted and signed at Iglau, in Moravia, by King Sigismund, by the Hussite delegates, and by the representatives of the Roman Church. The last-named, however, refused to recognize as archbishop of Prague, John of Rokycan, who had been elected to that dignity by the estates of Bohemia. The Utraquist creed, frequently varying in its details, continued to be that of the established church of Bohemia till all non-Roman religious services were prohibited shortly after the battle of the White Mountain in 1620. The Taborite party never recovered from its defeat at Lipan, and after the town of Tabor had been captured by George of Podebrad in 1452 Utraquist religious worship was established there. The Bohemian brethren, whose intellectual originator was Peter Chelcicky, but whose actual founders were Brother Gregory, a nephew of Archbishop Rokycan, and Michael, curate of Zamberk, to a certain extent continued the Taborite traditions, and in the isth and i6th centuries included most of the strongest opponents of Rome in Bohemia. J. A. Komensky (Comenius), a member of the brotherhood, claimed for the members of his church that they were the genuine inheritors of the doctrines of Hus. After the beginning of the German Reformation many Utraquists adopted to a large extent the doctrines of Luther and Calvin; and in 1567 obtained the repeal of the compacts, which no longer seemed sufficiently far-reaching. From the end of the i6th century the inheritors of the Hussite tradition in Bohemia were included in the more general name of " Protestants " borne by the adherents of the Reformation. All histories of Bohemia devote a large amount of space to the Hussite movement. See Count Lutzow, Bohemia; an Historical Sketch (London, 1896); Palacky, Geschichte von Bohmen] Bach- mann, Geschichte Bohmens; L. Krummel, Geschichle der bohmischen Reformation (Gotha, 1866) and Utraquisten und Tabonten (Gotha, 1871)- Ernest Denis, Huss et la guerre des Hussites (Pans, 1878); H. Toman, Husitske Vdlecnictvi (Prague, 1898). HUSTING (O. Eng. htisting, from Old Norwegian husthing), the " thing " or " ting," i.e. assembly, of the household of personal followers or retainers of a king, earl or chief, contrasted with the " folkmoot," the assembly of the whole people. "Thing" meant an inanimate object, the ordinary meaning at the present day, also a cause or suit, and an assembly; a similar develop- ment of meaning is found in the Latin res. The word still appears in the names of the legislative assemblies of Norway, the Storthing and of Iceland, the Althing. " Husting," or more usually in the plural " hustings," was the name of a court of the city of London. This court was formerly the county court for the city and was held before the lord mayor, the sheriffs and aldermen, for pleas of land, common pleas and appeals from the sheriffs. It had probate jurisdiction and wills were registered. All this jurisdiction has long been obsolete, but the court still sits occasionally for registering gifts made to the city. The charter of Canute (1032) contains a reference to " hustings " weights, which points to the early establishment of the court. It is doubtful whether courts of this name were held in other towns, but John Cowell (1554-1611) in his Inter- preter (1601) s.v., "Hustings," says that according to Fleta there were such courts at Winchester, York, Lincoln, Sheppey and elsewhere, but the passage from Fleta, as the New English Dictionary points out, does not necessarily imply this (11. Iv. Habet etiam Rex curiam in civitatibus . . . et in locis . . . sicut in Hustingis London, Winton, &c.). The ordinary use of " hustings " at the present day for the platform from which a candidate sneaks at a parliamentary or other election, or more widely for a political candidate's election campaign, is derived from the application of the word, first to the platform in the Guildhall on which the London court was held, and next to that from which the public nomination of candidates for a parliamentary election was formerly made, and from which the candidate addressed the electors. The Ballot Act of 1872 did away with this public declaration of the nomination. HUSUM, a town in the Prussian province of Schleswig-Holstein, in a fertile district 2^ m. inland from the North Sea, on the canalized Husumer Au, which forms its harbour and roadstead, 99 m. N.W. from Hamburg on a branch line from Tonning. Pop. (1900) 8268. It has steam communication with the North Frisian Islands (Nordstrand, Fohr and Sylt), and is a port for the cattle trade with England. Besides a ducal palace and park, it possesses an Evangelical church and a gymnasium. Cattle markets are held weekly, and in them, as also in cereals, a lively export trade is done. There are also extensive oyster fisheries, the property of the state, the yield during the season being very considerable. Husum is the birthplace of Johann Georg Forchhammer (1794-1865), the mineralogist, Peter Wilhelm Forchhammer (1801-1894), the archaeologist, and Theodore Storm (1817-1888), the poet, to the last of whom a monument has been erected here. Husum is first mentioned in 1252, and its first church was built in 1431. Wisby rights were granted it in 1582, and in 1603 it received municipal privileges from the duke of Holstein. It suffered greatly from inundations in 1634 and 1717. See Christiansen, Die Geschichte Husums (Husum, 1903); and Henningsen, Das Stiftungsbuch der Stadt Husum (Husum, 1904). HUTCHESON, FRANCIS (1694-1746), English philosopher, was born on the Sth of August 1694. His birthplace was probably the townland of Drumalig, in the parish of Saintfield and county of Down, Ireland.1 Though the family had sprung from Ayrshire, in Scotland, both his father and grandfather were ministers of dissenting congregations in the north of Ireland. Hutcheson was educated partly by his grandfather, partly at an academy, where according to his biographer, Dr Leechman, he was taught 1 See Belfast Magazine for August 1813. IO HUTCHESON " the ordinary scholastic philosophy which was in vogue in those days." In 1710 he entered the university of Glasgow, where he spent six years, at first in the study of philosophy, classics and general literature, and afterwards in the study of theology. On quitting the university, he returned to the north of Ireland, and received a licence to preach. When, however, he was about to enter upon the pastorate of a small dissenting congregation he changed his plans on the advice of a friend and opened a private academy in Dublin. In Dublin his literary attainments gained him the friendship of many prominent inhabitants. Among these was Archbishop King (author of the De origine mall), who resisted all attempts to prosecute Hutcheson in the archbishop's court for keeping a school without the episcopal licence. Hutcheson's relations with the clergy of the Established Church, especially with the archbishops of Armagh and Dublin, Hugh Boulter (1672-1742) and William King (1650-1729), seem to have been most cordial, and his biographer, in speaking of " the inclination of his friends to serve him, the schemes proposed to him for obtaining pro- motion," &c., probably refers to some offers of preferment, on condition of his accepting episcopal ordination. These offers, 'however, were unavailing. While residing in Dublin, Hutcheson published anonymously the four essays by which he is best known, namely, the Inquiry concerning Beauty, Order, Harmony and Design, the Inquiry con- cerning Moral Good and Evil, in 1725, the Essay on the Nature and Conduct of the Passions and Affections and Illustrations upon the Moral Sense, in 1728. The alterations and additions made in the second edition of these Essays were published in a separate form in 1726. To the period of his Dublin residence are also to be referred the Thoughts on Laughter (a criticism of Hobbes) and the Observations on the Fable of the Bees, being in all six letters contributed to Hibernicus' Letters, a periodical which appeared in Dublin (1725-1727, 2nd ed. 1734). At the end of the same period occurred the controversy in the London Journal with Gilbert Burnet (probably the second son of Dr Gilbert Burnet, bishop of Salisbury), on the " True Foundation of Virtue or Moral Goodness." All these letters were collected in one volume (Glasgow, 1772). In 1729 Hutcheson succeeded his old master, Gershom Carmichael, in the chair of moral philosophy in the university of Glasgow. It is curious that up to this time all his essays and letters had been published anonymously, though their authorship appears to have been well known. In 1730 he entered on the duties of his office, delivering an inaugural lecture (afterwards published), De naturali homintim socialitate. It was a great relief to him after the drudgery of school work to secure leisure for his favourite studies; " non levi igitur laetitia commovebar cum almam matrem Academiam me, suum olim alumnum, in libertatem asseruisse audiveram." Yet the works on which Hutcheson's reputation rests had already been' published. The remainder of his life he devoted to his professorial duties. His reputation as a teacher attracted many young men, belonging to dissenting families, from England and Ireland, and he enjoyed a well-deserved popularity among both his pupils and his colleagues. Though somewhat quick-tempered, he was remarkable for his warm feelings and generous impulses. He was accused in 1738 before the Glasgow .presbytery for " following two false and dangerous doctrines: first, that the standard of moral goodness was the promotion of the happiness of others; and second, that we could have a knowledge of good and evil without and prior to a knowledge of God" (Rae, Life of Adam Smith, 1895). The accusation seems to have had no result. In addition to the works named, the following were published during Hutcheson's lifetime: a pamphlet entitled Considerations on Patronage (1735); Philosophiae moralis inslitutio com- pendiaria, elhices et jurisprudence naturalis elementa continens, lib. Hi. (Glasgow, 1742); Metaphysicae synopsis ontologiam et pneumatologiam complectens (Glasgow, 1742). The last work was published anonymously. After his death, his son, Francis Hutcheson (c. 1722-1773), author of a number of popular songs (e.g. " As Colin one evening," " Jolly Bacchus," " Where Weeping Yews "), published much the longest, though by no means the most interesting, of his works, A System of Moral Philosophy, in Three Books (2 vols., London, 1755). To this is prefixed a life of the author, by Dr William Leechman (1706- !785), professor of divinity in the university of Glasgow. The only remaining work assigned to Hutcheson is a small treatise on Logic ( Glasgow, 1 7 64) . This compendium, together with the Com- pendium of Metaphysics, was republished at Strassburg in 1722. Thus Hutcheson dealt with metaphysics, logic and ethics. His importance is, however, due almost entirely to his ethical writings, and among these primarily to the four essays and the letters published during his residence in Dublin. His standpoint has a negative and a positive aspect; he is in strong opposition to Thomas Hobbes and Bernard de Mandeville, and in funda- mental agreement with Shaftesbury (Anthony Ashley Cooper, 3rd earl of Shaftesbury), whose name he very properly coupled with his own on the title-page of the first two essays. There are no two names, perhaps, in the history of English moral philosophy, which stand in a closer connexion. The analogy drawn between beauty and virtue, the functions assigned to the moral sense, the position that the benevolent feelings form an original and irreducible part of our nature, and the unhesitating adoption of the principle that the test of virtuous action is its tendency to promote the general welfare are obvious and funda- mental points of agreement between the two authors. I. Ethics. — According to Hutcheson, man has a variety of senses, internal as well as external, reflex as well as direct, the general definition of a sense being " any determination of our minds to receive ideas independently on our will, and to have perceptions of pleasure and pain " (Essay on the Nature and Conduct of the Passions, sect. l). He does not attempt to give an exhaustive enumeration of these " senses," but, in various parts of his works, he specifies, besides the five external senses commonly recognized (which, he rightly hints, might be added to), — (l) consciousness, by which each man has a perception of himself and of all that is going on in his own mind (Metaph. Syn. pars i. cap. 2); (2) the sense of beauty (sometimes called specifically " an internal sense ") ; (3) a public sense, or sensus communis, " a determination to be pleased with the happiness of others and to be uneasy at their misery " ; (4) the moral sense, or " moral sense of beauty in actions and affections, by which we perceive virtue or vice, in ourselves or others " ; (5) a sense of honour, or praise and blame, " which makes the approbation or gratitude of others the necessary occasion of pleasure, and their dislike, con- demnation or resentment of injuries done by us the occasion of that uneasy sensation called shame"; (6) a sense of the ridiculous. It is plain, as the author confesses, that there may be " other percep- tions, distinct from all these classes," and, in fact, there seems to be no limit to the number of " senses " in which a psychological division of this kind might result. . Of these " senses " that which plays the most important part in Hutcheson's ethical system is the " moral sense." It is this which pronounces immediately on the character of actions and affections, approving those which are virtuous, and disapproving those which arc vicious. " His principal design," he says in the preface to the two first treatises, " is to show that human nature was not left quite indifferent in the affair of virtue, to form to itself observations con- cerning the advantage or disadvantage of actions, and accordingly to regulate its conduct. The weakness of our reason, and the avocations arising from the infirmity and necessities of our nature, are so great that very few men could ever have formed those long deductions of reasons which show some actions to be in the whole advantageous to the agent, and their contraries pernicious. The Author of nature has much better furnished us for a virtuous conduct than our moralists seem to imagine, by almost as quick and powerful instruc- tions as we have for the preservation of our bodies. He has made virtue a lovely form, to excite our pursuit of it, and has given us strong affections to be the springs of each virtuous action." Passing over the appeal to final causes involved in this and similar passages, as well as the assumption that the " moral sense " has had no growth or history, but was implanted " in man exactly in the condition in which it is now to be found among the more civilized races, an assumption common to the systems of both Hutcheson and Butler, it may be remarked that this use of the term " sense " has a tendency to obscure the real nature of the process which goes on in an act of moral judgment. For, as is so clearly established by Hume, this act really consists of two parts: one an act of deliberation, more or less prolonged, resulting in an intellectual judgment; the other a reflex feeling, probably instantaneous, of satisfaction at actions which we denominate good, of dissatisfaction at those which we denominate bad. By the intellectual part of this process we refer the action or habit to a certain class; but no sooner is the intellectual process completed HUTCHESON ii than there is excited in us a feeling similar to that which myriads of actions and habits of the same class, or deemed to be of the same class, have excited in us on former occasions. Now, supposing the latter part of this process to be instantaneous, uniform and exempt from error, the former certainly is not. All mankind may, apart from their selfish interests, approve that which is virtuous or makes for the general good, but surely they entertain the most widely divergent opinions, and, in fact, freq jently arrive at directly opposite con- clusions as to particular actions and habits. This obvious distinction is undoubtedly recognized by Hutcheson in his analysis of the mental process preceding moral action, nor does he invariably ignore it, even when treating of the moral approbation or disapprobation which is subsequent on action. None the less, it remains true that Hutcheson, both by his phraseology, and by the language in which he describes the process of moral approbation, has done much to favour that loose, popular view of morality which, ignoring the necessity of deliberation and reflection, encourages hasty resolves and unpre- meditated judgments. The term " moral sense " (which, it may be noticed, had already been employed by Shaftesbury, not only, as Dr Whewell appears to intimate, in the margin, but also in the text of his Inquiry), if invariably coupled with the term " moral judgment," would be open to little objection; but, taken alone, as designating the complex process of moral approbation, it is liable to lead not only to serious misapprehension but to grave practical errors. For, if each man's decisions are solely the result of an immediate intuition of the moral sense, why be at any pains to test, correct or review them? Or why educate a faculty whose decisions are infallible? And how do we account for differences in the moral decisions of different societies, and the observable changes in a man's own views? The expression has, in fact, the fault of most metaphorical terms : it leads to an exaggeration of the truth which it is intended to suggest. But though Hutcheson usually describes the moral faculty as acting instinctively and immediately, he does not, like Butler, con- found the moral faculty with the moral standard. The test or criterion of right action is with Hutcheson, as with Shaftesbury, its tendency to promote the general welfare of mankind. . He thus anticipates the utilitarianism of Bentham — and not only in principle, but even in the use of the phrase " the greatest happiness for the greatest number " (Inquiry concerning M 'oral Good and Evil, sect. 3). It is curious that Hutcheson did not realize the inconsistency of this external criterion with his fundamental ethical principle. In- tuition has no possible connexion with an empirical calculation of results, and Hutcheson in adopting such a criterion practically denies his fundamental assumption. As connected with Hutcheson's virtual adoption of the utilitarian standard may be noticed a kind of moral algebra, proposed for the purpose of " computing the morality of actions. This calculus occurs in the Inquiry concerning Moral Good and Evil, sect. 3. The most distinctive of Hutcheson's ethical doctrines still remaining to be noticed is what has been called the " benevolent theory " of Beaevo- m°rals. Hobbes had maintained that all our actions, how- ever disguised under apparent sympathy, have their roots in self-love. Hutcheson not only maintains that benevolence is the sole and direct source of many of our actions, but, by a not un- natural recoil, that it is the only source of those actions of which, on reflection, we approve. Consistently with this position, actions which flow from self-love only are pronounced to be morally indifferent. But surely, by the common consent of civilized men, prudence, temperance, cleanliness, industry, self-respect and, in general, the " personal virtues," are regarded, and rightly regarded, as fitting objects of moral approbation. This consideration could hardly escape any author, however wedded to his own system, and Hutcheson attempts to extricate himself from the difficulty by. laying down the position that a man may justly regard himself as a part of the rational system, and may thus " be, in part, an object of his own benevo- lence " (Ibid.), — a curious abuse of terms, which really concedes the question at issue. Moreover, he acknowledges that, though self-love does not merit approbation, neither, except in its extreme forms, does it merit condemnation, indeed the satisfaction of the dictates of self- love is one.of the very conditions of the preservation of society. To press home the inconsistencies involved in these various statements would be a superfluous task. The vexed question of liberty and necessity appears to be carefully avoided in Hutcheson's professedly ethical works. But, in the Synopsis metaphysicae, he touches on it in three places, briefly stating both sides of the question, but evidently inclining to that which he designates as the opinion of the Stoics in opposition to what he designates as the opinion of the Peripatetics. This is substantially the same as the doctrine propounded by Hobbes and Locke (to the latter of whom Hutcheson refers in a note), namely, that our will is determined by motives in conjunction with our general character and habit of mind, and that the only true liberty is the liberty of acting as we will, not the liberty of willing as we will. Though, however, his leaning is clear, he carefully avoids dogmatiz- ing, and deprecates the angry controversies to which the speculations on this subject had given rise. It is easy to trace the influence of Hutcheson's ethical theories on the systems of Hume and Adam Smith. The prominence given by these writers to the analysis of moral action and moral approbation, with the attempt to discriminate the respective provinces of the reason and the emotions in these processes, is undoubtedly due to the influence of Hutcheson. To a study of the writings of Shaftesbury and Hutcheson we might, probably, in large measure, attribute the unequivocal adoption of the utilitarian standard by Hume, and, if this be the case, the name of Hutcheson connects itself, through Hume, with the names of Priestley, Paley and Bentham. Butler's Sermons appeared in 1726, the year after the publication of Hutcheson s two first essays, and the parallelism between the " conscience " of the one writer and the " moral sense " of the other is, at least, worthy of remark. II. Mental Philosophy. — In the sphere of mental philosophy and logic Hutcheson's contributions are by no means so important or original as in that of moral philosophy. They are interesting mainly as a link between Locke and the Scottish school. In the former subject the influence of Locke is apparent throughout. All the main outlines of Locke's philosophy seem, at first sight, to be accepted as a matter of course. Thus, in stating his theory of the moral sense, Hutcheson is peculiarly careful to repudiate the doctrine of innate ideas (see, for instance, Inquiry concerning Moral Good and Evil, sect. I ad fin., and sect. 4; and compare Synopsis Metaphysicae, pars i. cap. 2). At the same time he shows more discrimination than does Locke in distinguishing between the two uses of this expression, and between the legitimate and illegitimate form of the doctrine (Syn. Metaph. pars i. cap. 2). All our ideas are, as by Locke, referred to external or internal sense, or, in other words, to sensation and re- flection (see, for instance, Syn. Metaph. pars i. cap. i ; Logicae Compend. pars i. cap. I; System of Moral Philosophy, bk. i. ch. i). It is, however, a most important modification of Locke's doctrine, and one which connects Hutcheson's mental philosophy with that of Reid, when he states that the ideas of extension, figure, motion and rest "are more properly ideas accompanying the sensations of sight and touch than the sensations of either of these senses "; that the idea of self accompanies every thought, and that the ideas of number, duration and existence accompany every other idea what- soever (see Essay on the Nature and Conduct of the Passions, sect. i. art. i; Syn. Metaph. pars i. cap. i, pars ii. cap. i; Hamilton on Reid, p. 124, note). Other important points in which Hutcheson follows the lead of Locke are his depreciation of the importance of the so-called laws of thought, his distinction between the primary and secondary qualities of bodies, the position that we cannot know the inmost essences of things (" intimae rerum naturae sive essentiae "), though they excite various ideas in us, and the assumption that ex- ternal things are known only through the medium of ideas (Syn. Melaph. pars i. cap. i), though, at the same time, we are assured of the existence of an external world corresponding to these ideas. Hutcheson attempts to account for our assurance of the reality of an external world by referring it to a natural instinct (Syn. Metaph. pars i. cap. i). Of the correspondence or similitude between our ideas of the primary qualities of things and the things themselves God alone can be assigned as the cause. This similitude has been effected by Him through a law of nature. " Haec prima qualitatum prima- riarum perceptio, sive mentis actio quaedam sive passio dicatur, non alia similitudinis aut cpnvenientiae inter ejusmodi ideas et res ipsas causa assignari posse videtur, quam ipse Deus, qui certa naturae lege hoc efficit, ut notiones, quae rebus praesentibus excitantur, sint ipsis similes, aut saltern earum habitudines, si non veras quantitates, depingant " (pars ii. cap. i). Locke does speak of God " annexing " certain ideas to certain motions of bodies; but nowhere does he propound a theory so definite as that here propounded by Hutcheson, which reminds us at least as much of the speculations of Malebranche as of those of Locke. Amongst the more important points in which Hutcheson diverges from Locke is his account of the idea of personal identity, which he appears to have regarded as made known to us directly by conscious- ness. The distinction between body and mind, corpus or materia and res cogitans, is more emphatically accentuated by Hutcheson than by Locke. Generally, he speaks as if we had a direct consciousness of mind as distinct from body (see, for instance, Syn. Metaph. pars ii. cap. 3), though, in the posthumous work on Moral Philosophy, he expressly states that we know mind as we know body " by qualities immediately perceived though the substance of both be unknown " (bk. i. ch. i). The distinction between perception proper and sensa- tion proper, which occurs by implication though it is not explicitly worked out (see Hamilton's Lectures on Metaphysics, Lect. 24; Hamilton's edition of Dugald Stewart's Works, v. 420), the imperfection of the ordinary division of the external senses into five* classes, the limitation of consciousness to a special mental faculty (severely criticized in Sir W. Hamilton's Lectures on Metaphysics,, Lect. xii.) and the disposition to refer on disputed questions of philo- sophy not so much to formal arguments as to the testimony of con- sciousness and our natural instincts are also amongst the points in which Hutcheson supplemented or departed from the philosophy of, Locke. The last point can hardly fail to suggest the " common- sense philosophy " of Reid. Thus, in estimating Hutcheson's position, we find that in particular questions he stands nearer to Locke, but in the general spirit of his philosophy he seems to approach more closely to his Scottish suc-r cessors. The short Compendium of Logic, which is more original than such HUTCHINSON, ANNE— HUTCHINSON, JOHN 12 works usually are, is remarkable chiefly for the large proportion of psychological matter which it contains. In these parts of the book Hutcheson mainly follows Locke. The technicalities of the subject are passed lightly over, and the book is readable. It may be specially noticed that he distinguishes between the mental result and its verbal expression [idea — term ; judgment — proposition], that he constantly employs the word " idea," and that he defines logical truth as con- venientia signorum cum rebus significatis " (or ' propositioms cpn- venientia cum rebus ipsis," Syn. Melaph. pars i. cap 3), thus im- plicitly repudiating a merely formal view of logic. III. Aesthetics. — Hutcheson may further be regarded as one of the earliest modern writers on aesthetics. His speculations on this subject are contained in the Inquiry concerning Beauty, Order, Harmony and Design, the first of the two treatises published in 1725. He maintains that we are endowed with a special sense by which we perceive beauty, harmony and proportion. This is a reflex sense, because it presupposes the action of the external senses of sight and hearing. It may be called an internal sense, both in order to dis- tinguish its perceptions from the mere perceptions of sight and hearing, and because " in some other affairs, where our external senses are not much concerned, we discern a sort of beauty, very like in many respects to that observed in sensible objects, and accompanied with like pleasure " (Inquiry, &c., sect. i). The latter reason leads him to calf attention to the beauty perceived in universal truths, in the operations of general causes and in moral principles and actions. Thus, the analogy between beauty and virtue, which was so favourite a topic with Shaftesbury, is prominent in the writings of Hutcheson also. Scattered up and down the treatise there are many important and interesting observations which our limits prevent us from noticing. But to the student of mental philosophy it may be specially interesting to remark that Hutcheson both applies the principle of association to explain our ideas of beauty and also sets limits to its application, insisting on there being " a natural power of perception or sense of beauty in objects, antecedent to all custom, education or example" (see Inquiry, &c., sects. 6, 7; Hamilton's Lectures on Metaphysics, Lect. 44 ad fin.). Hutcheson's writings naturally gave rise to much controversy. To say nothing of minor opponents, such as " Philaretus " (Gilbert Burnet, already alluded to), Dr John Balguy (1686-1748), pre- bendary of Salisbury, the author of two tracts on " The Foundation of Moral Goodness, and Dr John Taylor (1694-1761) of Norwich, a minister of considerable reputation in his time (author of An Examina- tion of the Scheme of Morality advanced by Dr Hutcheson), the essays appear to have suggested, by antagonism, at least two works which hold a permanent place in the literature of English ethics — Butler's Dissertation on the Nature of Virtue, and Richard Price's Treatise of Moral Good and Evil (1757). In this latter work the author main- tains, in opposition to Hutcheson, that actions are in themselves right or wrong, that right and wrong are simple ideas incapable of analysis, and that these ideas are perceived immediately by the understand- ing. We thus see that, not only directly but also through the replies which it called forth, the system of Hutcheson, or at least the system of Hutcheson combined with that of Shaftesbury, contributed, in large measure, to the formation and development of some of the most important of the modern schools of ethics (see especially art. ETHICS). AUTHORITIES. — Notices of Hutcheson occur in most histories, both of general philosophy and of moral philosophy, as, for instance, in pt. vii. of Adam Smith's Theory of Moral Sentiments; Mackintosh's Progress of Ethical Philosophy; Cousin, Cours d'histoire de la philosophic morale du XVIII" siecle; Whewell's Lectures on the History of Moral Philosophy in England; A. Bain's Mental and Moral Science; Noah Porter's Appendix to the English translation of Ueberweg's History of Philosophy; Sir Leslie Stephen's History of English Thought in the Eighteenth Century, &c. See also Martineau, Types of Ethical Theory (London, 1902); W. R. Scott, Francis Hutcheson (Cambridge, 1900); Albee, History of English Utilitarian- ism (London, 1902) ; T. Fowler, Shaftesbury and Hutcheson (London, 1882); J. McCosh, Scottish Philosophy (New York, 1874). Of Dr Leechman's Biography of Hutcheson we have already spoken. J. Veitch gives an interesting account of his professorial work in Glasgow, Mind, ii. 209-212. (T. F. ; X.) HUTCHINSON, ANNE (c. 1600-1643), American religious enthusiast, leader of the " Antinomians " in New England, was born in Lincolnshire, England, about 1600. She was the daughter of a clergyman named Francis Marbury, and, according to tradition, was a cousin of John Dryden. She married William Hutchinson, and in 1634 emigrated to Boston, Massachusetts, as a follower and admirer of the Rev. John Cotton. Her orthodoxy was suspected and for a time she was not admitted to the church, but soon she organized meetings among the Boston women, among whom her exceptional ability and her services as a nurse had given her great influence; and at these meetings she dis- cussed and commented upon recent sermons and gave expression to her own theological views. The meetings became increasingly popular, and were soon attended not only by the women but even by some of the ministers and magistrates, including Governor Henry Vane. At these meetings she asserted that she, Cotton and her brother-in-law, the Rev. John Wheelwright — whom she was trying to make second " teacher " in the Boston church — were under a " covenant of grace," that they had a special inspiration, a " peculiar indwelling of the Holy Ghost," whereas the Rev. John Wilson, the pastor of the Boston church, and the other ministers of the colony were under a " covenant of works." Anne Hutchinson was, in fact, voicing a protest against the legalism of the Massachusetts Puritans, and was also striking at the authority of the clergy in an intensely theocratic community. In such a community a theological controversy inevitably was carried into secular politics, and the entire colony was divided into factions. Mrs Hutchinson was supported by Governor Vane, Cotton, Wheelwright and the great majority of the Boston church; opposed to her were Deputy-Governor John Winthrop, Wilson and all of the country magistrates and churches. At a general fast, held late in January 1637, Wheel- wright preached a sermon which was taken as a criticism of Wilson and his friends. The strength of the parties was tested at the General Court of Election of May 1637, when Winthrop defeated Vane for the governorship. Cotton recanted, Vane re- turned to England in disgust, Wheelwright was tried and banished and the rank and file either followed Cotton in making sub- mission or suffered various minor punishments. Mrs Hutchinson was tried (November 1637) by the General Court chiefly for " traducing the ministers," and was sentenced to banishment; later, in March 1638, she was tried before the Boston church and was formally excommunicated. With William Coddington (d. 1678), John Clarke and others, she established a settlement on the island of Aquidneck (now Rhode Island) in 1638. Four years later, after the death of her husband, she settled on Long Island Sound near what is now New Rochelle, Westchester county, New York, and was killed in an Indian rising in August 1643, an event regarded in Massachusetts as a manifestation of Divine Providence. Anne Hutchinson and her followers were called " Antinomians," probably more as a term of reproach than with any special reference to her doctrinal theories; and the controversy in which she was involved is known as the " Antinomian Controversy." See C. F. Adams, Antinomianism in the Colony of Massachusetts Bay, vol. xiv. of the Prince Society Publications (Boston, 1894); and Three Episodes of Massachusetts History (Boston and New York, 1896). HUTCHINSON, JOHN (1615-1664), Puritan soldier, son of Sir Thomas Hutchinson of Owthorpe, Nottinghamshire, and of Margaret, daughter of Sir John Byron of Newstead, was baptized on the i8th of September 1615. He was educated at Nottingham and Lincoln schools and at Peterhouse, Cambridge, and in 1637 he entered Lincoln's Inn. On the outbreak of the great Rebellion he took the side of the Parliament, and was made in 1643 governor of Nottingham Castle, which he defended against external attacks and internal divisions, till the triumph of the parliamentary cause. He was chosen member for Nottinghamshire in March 1646, took the side of the Independents, opposed the offers of the king at Newport, and signed the death- warrant. Though a member at first of the council of state, he disapproved of the subsequent political conduct of Cromwell and took no further part in politics during the lifetime of the protector. He resumed his seat in the recalled Long Parliament in May 1659, and followed Monk in opposing Lambert, believing that the former intended to maintain the commonwealth. He was returned to the Convention Parliament for Nottingham but expelled on the pth of June 1660, and while not excepted from the Act of Indemnity was declared incapable of holding public office. In October 1663, however, he was arrested upon suspicion of being concerned in the Yorkshire plot, and after a rigorous confinement in the Tower of London, of which he published an account (reprinted in the Harleian Miscellany, vol. iii.), and in Sandown Castle, Kent, he died on the nth of September 1664. His career draws its chief interest from the Life by his wife, Lucy, daughter of Sir Allen Apsley, written HUTCHINSON, JOHN— HUTCHINSON after the death of her husband but not published till 1806 (since often reprinted), a work not only valuable for the picture which it gives of the man and of the time in which he lived, but for the simple beauty of its style, and the naivete with which the writer records her sentiments and opinions, and details the incidents of her private life. See the edition of Lucy Hutchinson's Memoirs of the Life of Colonel Hutchinson by C. H. Firth (1885); Brit. Mus. Add. MSS. 25,901 (a fragment of the Life), also Add. MSS. 19, 333, 36,247 f. 51; Notes and Queries, 7, sen iii. 25, viii. 422 ; Monk's Contemporaries, by Guizot. HUTCHINSON, JOHN (1674-1737), English theological writer, was born at Spennithorne, Yorkshire, in 1674. He served as steward in several families of position, latterly in that of the duke of Somerset, who ultimately obtained for him the post of riding purveyor to the master of the horse, a sinecure worth about £200 a year. In 1700 he became acquainted with Dr John Woodward (1665-1728) physician to the duke and author of a work entitled The Natural History of the Earth, to whom he entrusted a large number of fossils of his own collecting, along with a mass of manuscript notes, for arrangement and publication. A misunderstanding as to the manner in which these should be dealt with was the immediate occasion of the publication by Hutchinson in 1724 of Moses's Principia, part i., in which Woodward's Natural History was bitterly ridiculed, his conduct with regard to the mineralogical specimens not obscurely characterized, and a refutation of the Newtonian doctrine of gravitation seriously attempted. It was followed by part ii. in 1727, and by various other works, including Moses's Sine Principio, 1730; The Confusion of Tongues and Trinity of the Gentiles, 1731; Power Essential and Mechanical, or what power belongs to God and what to his creatures, in which the design of Sir I. Newton and Dr Samuel Clarke is laid open, 1732; Glory or Gravity, 1733; The Religion of Satan, or Antichrist Delineated, 1736. He taught that the Bible contained the elements not only of true religion but also of all rational philosophy. He held that the Hebrew must be read without points, and his interpreta- tion rested largely on fanciful symbolism. Bishop George Home of Norwich was during some of his earlier years an avowed Hutchinsonian; and William Jones of Nay land continued to be so to the end of his life. A complete edition of his publications, edited by Robetf Spearman and Julius Bate, appeared in 1748 (12 yols.); an Abstract of these followed in 1753; and a Supplement, with Life by Spearman pre- fixed, in 1765. HUTCHINSON, SIR JONATHAN (1828- ), English surgeon and pathologist, was born on the 23rd of July 1828 at Selby, Yorkshire, his parents belonging to the Society of Friends. He entered St Bartholomew's Hospital, became a member of the Royal College of Surgeons in 1850 (F.R.C.S. 1862), and rapidly gained reputation as a skilful operator and a scientific inquirer. He was president of the Hunterian Society in 1869 and 1870, professor of surgery and pathology at the College of Surgeons from 1877 to 1882, president of the Pathological Society, 1879- 1880, of the Ophthalmological Society, 1883, of the Neurological Society, 1887, of the Medical Society, 1890, and of the Royal Medical and Chirurgical in 1894-1896. In 1889 he was president of the Royal College of Surgeons. He was a member of two Royal Commissions, that of 1881 to inquire into the provision for smallpox and fever cases in the London hospitals, and that of 1889-1896 on vaccination and leprosy. He also acted as honorary secretary to the Sydenham Society. His activity in the cause of scientific surgery and in advancing the study of the natural sciences was unwearying. His lectures on neuro- pathogenesis, gout, leprosy, diseases of the tongue, &c., were full of original observation; but his principal work was connected with the study of syphilis, on which he became the first living authority. He was the founder of the London Polyclinic or Postgraduate School of Medicine; and both in his native town of Selby and at Haslemere, Surrey, he started (about 1890) educational museums for popular instruction in natural history. He published several volumes on his own subjects, was editor of the quarterly Archives of Surgery, and was given the Hon. LL.D. degree by both Glasgow and Cambridge. After his retirement from active consultative work he continued to take great interest in the question of leprosy, asserting the existence of a definite connexion between this disease and the eating of salted fish. He received a knighthood in 1908. HUTCHINSON, THOMAS (1711-1780), the kst royal governor of the province of Massachusetts, son of a wealthy merchant of Boston, Mass., was born there on the gth of September 1711. He graduated at Harvard in 1727, then became an apprentice in his father's counting-room, and for several years devoted himself to business. In 1737 he began his public career as a member of the Boston Board of Selectmen, and a few weeks later he was elected to the General Court of Massachusetts Bay, of which he was a member until 1740 and again from 1742 to 1749, serving as speaker in 1747, 1748 and 1749. He con- sistently contended for a sound financial system, and vigorously opposed the operations of the " Land Bank " and the issue of pernicious bills of credit. In 1748 he carried \ through the General Court a bill providing for the cancellation and redemption of the outstanding paper currency. Hutchinson went to England in 1740 as the representative of Massachusetts in a boundary dispute with New Hampshire. He was a member of the Massa- chusetts Council from 1749 to 1756, was appointed judge of probate in 1752 and was chief justice of the superior court of the province from 1761 to 1769, was lieutenant-governor from 1758 to 1771, acting as governor in the latter two years, and from 1771 to 1774 was governor. In 1754 he was a delegate from Massachusetts to the Albany Convention,and, with Franklin, was a member of the committee appointed to draw up a plan of union. Though he recognized the legality of the Stamp Act of 1765, he considered the measure inexpedient and impolitic and urged its repeal, but his attitude was misunderstood; he was considered by many to have instigated the passage of the Act, and in August 1765 a mob sacked his Boston residence and destroyed many valuable manuscripts and documents. He was acting governor at the time of the " Boston Massacre " in 1770, and was virtually forced by the citizens of Boston, under the leadership of Samuel Adams, to order the removal of the British troops from the town. Throughout the pre- Revolutionary disturbances in Massachusetts he was the re- presentative of the British ministry, and though he disapproved of some of the ministerial measures he felt impelled to enforce them and necessarily incurred the hostility of the Whig or Patriot element. In 1774, upon the appointment of General Thomas Gage as military governor he went to England, and acted as an adviser to George III. and the British ministry on American affairs, uniformly counselling moderation. He died at Brompton, now part of London, on the 3rd of June 1780. He wrote A Brief Statement of the Claim of the Colonies (1764) ; a Collection of Original Papers relative to the History of Massachusetts Bay (1769), reprinted as The Hutchinson Papers by the Prince Society in 1865 ; and a judicious, accurate and very valuable History of the Province of Massachusetts Bay (vol. i., 1764, vol. ii., 1767, and vol. iii., 1828). His Diary and Letters, with an Account of his Ad- ministration, was published at Boston in 1884-1886. See James K. Hosmer's Life of Thomas Hutchinson (Boston, 1896), and a biographical chapter in John Fiske's Essays Historical and Literary (New York, 1902). For an estimate of Hutchinson as an historian, see M. C. Tyler's Literary History of the American Revolu- tion (New York, 1897). HUTCHINSON, a city and the county-seat of Reno county, Kansas, U.S.A., in the broad bottom-land on the N. side of the Arkansas river. Pop. (1900) 9379, of whom 414 were foreign-born and 442 negroes; (1910 census) 16,364. It is served by the Atchison, Topeka & Santa Fe, the Missouri Pacific and the Chicago, Rock Island & Pacific railways. The principal public buildings are the Federal building and the county court house. The city has a public library, and an industrial reformatory is maintained here by the state. Hutchinson is situated in a stock-raising, fruit-growing and farming region (the principal products of which are wheat, Indian corn and fodder), with which it has a considerable wholesale trade. An enormous deposit of rock salt underlies the city and its vicinity, HUTTEN, P. VON— HUTTEN, U. VON 14 and Hutchinson's principal industry is the manufacture (by the open-pan and grainer processes) and the shipping of salt; the city has one of the largest salt plants in the world. Among the other manufactures are flour, creamery products, soda- ash, straw-board, planing-mill products and packed meats. Natural gas is largely used as a factory fuel. The city's factory product was valued at $2,031,048 in 1905, an increase of 31-8% since 1900. Hutchinson was chartered as a city in 1871. HUTTEN, PHILIPP VON (c. 1511-1546), German knight, was a relative of Ulrich von Hutten and passed some of his early years at the court of the emperor Charles V. Later he joined the band of adventurers which under Georg Hohermuth, or George of Spires, -sailed to Venezuela, or Venosala as Hutten calls it, with the object of conquering and exploiting this land in the interests of the Augsburg family of Welser. The party landed at Coro in February 1535 and Hutten accompanied Hohermuth on his long and toilsome expedition into the interior in search of treasure. After the death of Hohermuth in December 1540 he became captain-general of Venezuela. Soon after this event he vanished into the interior, returning after five years of wandering to find that a Spaniard, Juan de Caravazil, or Caravajil, had been appointed governor in his absence. With his travelling companion, Bartholomew Welser the younger, he was seized by Caravazil in April 1546 and the two were afterwards put to death. , Hutten left some letters, and also a narrative of the earlier part of his adventures, this Zeitung aus India Junkher PhUipps von Hutten being published in 1785. HUTTEN, ULRICH VON (1488-1523), was born on the 2ist of April 1488, at the castle of Steckelberg, near Fulda, in Hesse. Like Erasmus or Pirckheimer, he was one of those men who form the bridge between Humanists and Reformers. He lived with both, sympathized with both, though he died before the Reformation had time fully to develop. His life may be divided into four parts: — his youth and cloister-life (1488-1504); his wanderings in pursuit of knowledge (1504-1515); his strife with Ulrich of Wiirttemberg (1515-1519); and his connexion with the Reformation (1510-1523). Each of these periods had its own special antagonism, which coloured Hutten 's career: in the first, his horror of dull monastic routine; in the second, the ill-treatment he met with at Greifswald; in the third, the crime of Duke Ulrich; in the fourth, his disgust with Rome and with Erasmus. He was the eldest son of a poor and not undistinguished knightly family. As he was mean of stature and sickly his father destined him for the cloister, and he was sent to the Benedictine house at Fulda; the thirst for learning there seized on him, and in 1505 he fled from the monastic life, and won his freedom with the sacrifice of his worldly prospects, and at the cost of incurring his father's undying anger. From the Fulda cloister he went first to Cologne, next to Erfurt, and then to Frankfort-on-Oder on the opening in 1 506 of the new university of that town. For a time he was in Leipzig, and in 1 508 we find him a shipwrecked beggar on the Pomeranian coast. In 1509 the university of Greifswald welcomed him, but here too those who at first received him kindly became his foes; the sensitive ill-regulated youth, who took the liberties of genius, wearied his burgher patrons; they could not brook the poet's airs and vanity, and ill-timed assertions of his higher rank. Wherefore he left Greifswald, and as he went was robbed of clothes and books, his only baggage, by the servants of his late friends; in the dead of winter, half starved, frozen, penniless, he reached Rostock. Here again the Humanists received him gladly, and under their protection he wrote against his Greifswald patrons, thus beginning the long list of his satires and fierce attacks on personal or public foes. Rostock could not hold him long; he wandered on to Wittenberg and Leipzig, and thence to Vienna, where he hoped to win the emperor Maximilian's favour by an elaborate national poem on the war with Venice. But neither Maximilian nor the university of Vienna would lift a hand for him, and he passed into Italy, where, at Pavia, he sojourned throughout 1511 and part of 1512. In the latter year his studies were interrupted by war; in the siege of Pavia by papal troops and Swiss, he was plundered by both sides, and escaped, sick and penniless, to Bologna; on his recovery he even took service as a private soldier in the emperor's army. This dark period lasted no long time; in 1514 he was again in Germany, where, thanks to his poetic gifts and the friendship of Eitelwolf von Stein (d. 1515), he won the favour of the elector of Mainz, Archbishop Albert of Brandenburg. Here high dreams of a learned career rose on him; Mainz should be made the metropolis of a grand Humanist movement, the centre of good style and literary form. But the murder in 1515 of his relative Hans von Hutten by Ulrich, duke of Wiirttemberg, changed the whole course of his life; satire, chief refuge of the weak, became Hutten 's weapon; with one hand he took his part in the famous Epistolae obscurorum virorum, and with the other launched scathing letters, eloquent Ciceronian orations, or biting satires against the duke. Though the emperor was too lazy and indifferent to smite a great prince, he took Hutten under his protection and bestowed on him the honour of a laureate crown in 1517. Hutten, who had meanwhile revisited Italy, again attached himself to the electoral court at Mainz; and he was there when in 1518 his friend Pirckheimer wrote, urging him to abandon the court and dedicate himself to letters. We have the poet's long reply, in an epistle on his " way of life," an amusing mixture of earnestness and vanity, self-satisfaction and satire; he tells his friend that his career is just begun, that he has had twelve years of wandering, and will now enjoy himself a while in patriotic literary work; that he has by na means deserted the humaner studies, but carries with him a little library of standard books. Pirckheimer in his burgher life may have ease and even luxury; he, a knight of the empire, how can he condescend to obscurity? He must abide where he can shine. In 1519 he issued in one volume his attacks on Duke Ulrich, and then, drawing sword, took part in the private war which overthrew that prince; in this affair he became intimate with Franz von Sickingen, the champion of the knightly order (Ritterstand). Hutten now warmly and openly espoused the Lutheran cause, but he was at the same time mixed up in the attempt of the " Ritterstand " to assert itself as the militia of the empire against the independence of the German princes. Soon after this time he discovered at Fulda a copy of the mani- festo of the emperor Henry IV. against Hildebrand, and published it with comments as an attack on the papal claims over Germany. He hoped thereby to interest the new emperor Charles V., and the higher orders in the empire, in behalf of German liberties; but the appeal failed. What Luther had achieved by speaking to cities and common folk in homely phrase, because he touched heart and conscience, that the far finer weapons of Hutten failed to effect, because he tried to touch the more cultivated sympathies and dormant patriotism of princes and bishops, nobles and knights. And so he at once gained an undying name in the republic of letters and ruined his own career. He showed that the artificial verse-making of the Humanists could be connected with the new outburst of genuine German poetry. The Minne- singer was gone; the new national singer, a Luther or a Hans Sachs, was heralded by the stirring lines of Hutten's pen. These have in them a splendid natural swing and ring, strong and patriotic, though unfortunately addressed to knight and lands- knecht rather than to the German people. The poet's high dream of a knightly national regeneration had a rude awakening. The attack on the papacy, and Luther's, vast and sudden popularity, frightened Elector Albert, who dismissed Hutten from his court. Hoping for imperial favour, he betook himself to Charles V.; but that young prince would have none of him. So he returned to his friends, and they rejoiced greatly to see him still alive; for Pope Leo X. had ordered him to be arrested and sent to Rome, and assassins dogged his steps. He now attached himself more closely to Franz von Sickingen and the knightly movement. This also came to a disastrous end in the capture of the Ebernberg, and Sickingen's death; the higher nobles had triumphed; the archbishops avenged themselves on Lutheranism as interpreted HUTTER— HUTTON, C. by the knightly order. With Sickingen Hutten also finally fell. He fled to Basel, where Erasmus refused to see him, both for fear of his loathsome diseases, and also because the beggared knight was sure to borrow money from him. A paper war consequently broke out between the two Humanists, which embittered Hutten's last days, and stained the memory of Erasmus. From Basel Ulrich dragged himself to Miilhausen; and when the vengeance of Erasmus drove him thence, he went to Zurich. There the large heart of Zwingli welcomed him; he helped him with money, and found him a quiet refuge with the pastor of the little isle of Ufnau on the Zurich lake. There the frail and worn-out poet, writing swift satire to the end, died at the end of August or beginning of September 1523 at the age of thirty-five. He left behind him some debts due to com- passionate friends; he did not even own a single book, and all his goods amounted to the clothes on his back, a bundle of letters, and that valiant pen which had fought so many a sharp battle, and had won for the poor knight-errant a sure place in the annals of literature. Ulrich von Hutten is one of those men of genius at whom propriety is shocked, and whom the mean-spirited avoid. Yet through his short and buffeted life he was befriended, with wonderful charity and patience, by the chief leaders of the Humanist movement. For, in spite of his irritable vanity, his immoral life and habits, his odious diseases, his painful restlessness, Hutten had much in him that strong men could love. He passionately loved the truth, and was ever open to all good influences. He was a patriot, whose soul soared to ideal schemes and a grand Utopian restoration of his country. In spite of all, his was a frank and noble nature; his faults chiefly the faults of genius ill-controlled, and of a life cast in the eventful changes of an age of novelty. A swarm of writings issued from his pen; at first the smooth elegance of his Latin prose and verse seemed strangely to miss his real character; he was the Cicero and Ovid of Germany before he became its Lucian. His chief works were his Ars versificandi (1511) ; the Nemo (1518) ; a work on the Morbus Gallicus (1519); the volume of Steckelberg complaints against Duke Ulrich (including his four Ciceronian Orations, his Letters and the Phalarismus) also in 1519; the Vadismus (1520); and the controversy with Erasmus at the end of his life. Besides these were many admirable poems in Latin and German. It is not known with certainty how far Hutten was the parent of the celebrated Epistolae obscurorum virorum, that famous satire on monastic ignorance as represented by the theologians of Cologne with which the friends of Reuchlin defended him. At first the cloister-world, not discerning its irony, welcomed the work as a defence of their position; though their eyes were soon opened by the favour with which the learned world received it. The Epistolae were eagerly bought up; the first part (41 letters) appeared at the end of 1515; early in 1516 there was a second edition; later in 1516 a third, with an appendix of seven letters; in 1517 appeared the second part (62 letters), to which a fresh appendix of eight letters was subjoined soon after. In 1909 the Latin text of the Epistolae with an English translation was published by F. G. Stokes. Hutten, in a letter addressed to Robert Crocus, denied that he was the author of the book, but there is no doubt as to his connexion with it. Erasmus was of opinion that there were three authors, of whom Crotus Rubianus was the originator of the idea, and Hutten a chief contributor. D. F. Strauss, who dedicates to the subject a chapter of his admirable work on Hutten, concludes that he had no share in the first part, but that his hand is clearly visible in the second part, which he attributes in the main to him. To him is due the more serious and severe tone of that bitter portion of the satire. See W. Brecht, Die Verfasser der Epistolae obscurorum virorum (1904). For a complete catalogue of the writings of Hutten, see E. Booking's Index Bibliographicus Huttenianus (1858). Bocking is also the editor of the complete edition of Hutten's works (7 vols., 1859-1862). A selection of Hutten's German writings, edited by G. Balke, appeared in 1891. Cp. S. Szamatolski, Hultens deutsche Schriften (1891). The best biography (though it is also somewhat of a political pamphlet) is that of D. F. Strauss (Ulrich von Hutten, 1857; 4th ed., 1878; English translation by G. Sturge, 1874), with which may be compared the older monographs by A. Wagenseil (1823), A. Biirck (1846) and J. Zeller (Paris, 1849). See also J. Deckert, Ulrich von Huttens Leben und Wirken. Eine historische Skizze (1901). (G. W. K.) HUTTER, LEONHARD (1563-1616), German Lutheran theologian, was born at Nellingen near Ulm in January 1563. From 1581 he studied at the universities of Strassburg, Leipzig, Heidelberg and Jena. In 1594 he began to give theological lectures at Jena, and in 1596 accepted a call as professor of theology at Wittenberg, where he died on the 23rd of October 1616. Hutter was a stern champion of Lutheran orthodoxy, as set down in the confessions and embodied in his own Compendium locorum theologicorum (1610; reprinted 1863), being so faithful to his master as to win the title of " Luther redonatus." In reply to Rudolf Hospinian's Concordia discors (1607), he wrote a work, rich in historical material but one-sided in its apologetics, Concordia concors (1614), defending the formula of Concord, which he regarded as inspired. His Irenicum vere christianum is directed against David Pareus (1548-1622), professor primarius at Heidelberg, who in Irenicum sive de unione et synodo Evangelicorum (1614) had pleaded for a reconciliation of Lutheranism and Calvinism; his Calvinista aulopoliticus (1610) was written against the " damnable Calvinism " which was becoming prevalent in Holstein and Branden- burg. Another work, based on the formula of Concord, was entitled Loci communes theologici. HUTTON, CHARLES (1737-1823), English mathematician, was born at Newcastle-on-Tyne on the I4th of August 1737. He was educated in a school at Jesmond, kept by Mr Ivison, a clergyman of the church of England. There is reason to believe, on the evidence of two pay-bills, that for a short time in 1755 and 1756 Hutton worked in Old Long Benton colliery; at any rate, on Ivison's promotion to a living, Hutton succeeded to the Jesmond school, whence, in consequence of increasing pupils, he removed to Stote's Hall. While he taught during the day at Stote's Hall, he studied mathematics in the evening at a school in Newcastle. In 1760 he married, and began tuition on a larger scale in Newcastle, where he had among his pupils John Scott, afterwards Lord Eldon, chancellor of England. In 1764 he published his first work, The Schoolmaster's Guide, or a Complete System of Practical Arithmetic, which in 1770 was followed by his Treatise on Mensuration both in Theory and Practice. In 1772 appeared a tract on The Principles of Bridges, suggested by the destruction of Newcastle bridge by a high flood on the i7th of November 1771. In 1773 he was appointed professor of mathematics at the Royal Military Academy, Woolwich, and in the following year he was elected F.R.S. and reported on Nevil Maskelyne's determination of the mean density and mass of the earth from measurements taken in 1774-1776 at Mount Schiehallion in Perthshire. This account appeared in the Philosophical Transactions for 1778, was afterwards reprinted in the second volume of his Tracts on Mathematical and Philo- sophical Subjects, and procured for Hutton the degree of LL.D. from the university of Edinburgh. He was elected foreign secretary to the Royal Society in 1779, but his resignation in 1783 was brought about by the president Sir Joseph Banks, whose behaviour to the mathematical section of the society was somewhat high-handed (see Kippis's Observations on the late Contests in the Royal Society, London, 1784). After his Tables of the Products and Powers of Numbers, 1781, and his Mathematical Tables, 1785, he issued, for the use of the Royal Military Academy, in 1787 Elements of Conic Sections, and in 1798 his Course of Mathematics. His Mathematical and Philosophical Dictionary, a valuable contribution to scientific biography, was published in 1795 (2nd ed., 1815), and the four volumes of Recreations in Mathematics and Natural Philosophy, mostly a translation from the French, in 1803. One of the most laborious of his works was the abridgment, in conjunction with G. Shaw and R. Pearson, of the Philosophical Transactions. This under- taking, the mathematical and scientific parts of which fell to Hut ton's share, was completed in 1809, and filled eighteen volumes quarto. His name first appears in the Ladies' Diary (a poetical and mathematical almanac which was begun in 1704, and lasted till 1871) in 1764; ten years later he was appointed editor of the almanac, a post which he retained till 1817. Previously he had begun a small periodical, Miscellanea Mathematica, which extended only to thirteen numbers; subse- quently he published in five volumes The Diarian Miscellany, which contained large extracts from the Diary. He resigned his professorship in 1807, and died on the 27th of January 1823. See John Bruce, Charles Hutton (Newcastle, 1823). i6 HUTTON, J.— HUTTON, R. H. BUTTON, JAMES (1726-1797), Scottish geologist, was bora in Edinburgh on the 3rd of June 1726. Educated at the high school and university of his native city, he acquired while a student a passionate love of scientific inquiry. He was ap- prenticed to a lawyer, but his employer advised that a more congenial profession should be chosen for him. The young apprentice chose medicine as being nearest akin to his favourite pursuit of chemistry. He studied for three years at Edinburgh, and completed his medical education in Paris, returning by the Low Countries, and taking his degree of doctor of medicine at Leiden in 1749. Finding, however, that there seemed hardly any opening for him, he abandoned the medical profession, and, having inherited a small property in Berwickshire from his father, resolved to devote himself to agriculture. He then went to Norfolk to learn the practical work of farming, and subsequently travelled in Holland, Belgium and the north of France. During these years he began to study the surface of the earth, gradually shaping in his mind the problem to which he afterwards devoted his energies. In the summer of 1754 he established himself on his own farm in Berwickshire, where he resided for fourteen years, and where he introduced the most improved forms of husbandry. As the farm was brought into excellent order, and as its management, becoming more easy, grew less interesting, he was induced to let it, and establish himself for the rest of his life in Edinburgh. This took place about the year 1768. He was unmarried, and from this period until his death in 1797 he lived with his three sisters. Surrounded by congenial literary and scientific friends he devoted himself to research. At that time geology in any proper sense of the term did not exist. Mineralogy, however, had made considerable progress. But Hutton had conceived larger ideas than were entertained by the mineralogists of his day. He desired to trace back the origin of the various minerals and rocks, and thus to arrive at some clear understanding of the history of the earth. For many years he continued to study the subject. At last, in the spring of the year 1785, he communicated his views to the recently established Royal Society of Edinburgh in a paper entitled Theory of the Earth, or an Investigation of the Laws Observable in the Composition, Dissolution and Restoration of Land upon the Globe. In this remarkable work the doctrine is expounded that geology is not cosmogony, but must confine itself to the study of the materials of the earth; that everywhere evidence may be seen that the present rocks of the earth's surface have been in great part formed out of the waste of older rocks; that these materials having been laid down under the sea were there consolidated under great pressure, and were subsequently disrupted and upheaved by the expansive power of subterranean heat; that during these convulsions veins and masses of molten rock were injected into the rents of the dislocated strata; that every portion of the upraised land, as soon as exposed to the atmosphere, is subject to decay; and that this decay must tend to advance until the whole of the land has been worn away and laid down on the sea-floor, whence future upheavals will once more raise the consolidated sediments into new land. In some of these broad and bold generalizations Hutton was anticipated by the Italian geologists; but to him belongs the credit of having first perceived their mutual relations, and combined them in a luminous coherent theory based upon observation. It was not merely the earth to which Hutton directed his attention. He had long studied the changes of the atmosphere. The same volume in which his Theory of the Earth appeared contained also a Theory of Rain, which was read to the Royal Society of Edinburgh in 1784. He contended that the amount of moisture which the air can retain in solution increases with augmentation of temperature, and, therefore, that on the mixture of two masses of air of different temperatures a portion of the moisture must be condensed and appear in visible form, He investigated the available data regarding rainfall and climate in different regions of the globe, and came to the conclusion that the rainfall is everywhere regulated by the humidity of the air on the one hand, and the causes which promote mixtures of different aerial currents in the higher atmosphere on the other. The vigour and versatility of his genius may be understood from the variety of works which, during his thirty years' residence in Edinburgh, he gave to the world. In 1792 he published a quarto volume entitled Dissertations on different Subjects in Natural Philosophy, in which he discussed the nature of matter, fluidity, cohesion, light, heat and electricity. Some of these subjects were further illustrated by him in papers read before the Royal Society of Edinburgh. He did not restrain himself within the domain of physics, but boldly marched into that of metaphysics, publishing three quarto volumes with the title An Investigation of the Principles of Knowledge, and of the Progress of Reason — from Sense to Science and Philosophy. In this work he developed the idea that the external world, as conceived by us, is the creation of our own minds influenced by impressions from without, that there is no resemblance between our picture of the outer world and the reality, yet that the impressions produced upon our minds, being constant and consistent, become as much realities to us as if they precisely resembled things actually existing, and, therefore, that our moral conduct must remain the same as if our ideas perfectly corresponded to the causes producing them. His closing years were devoted to the extension and republication of his Theory of the Earth, of which two volumes appeared in 1795. A third volume, necessary to complete the work, was left by him in manuscript, and is referred to by his biographer John Playfair. A portion of the MS. of this volume, which had been given to the Geological Society of London by Leonard Horner, was published by the Society in 1899, under the editorship of Sir A. Geikie. The rest of the manuscript appears to be lost. Soon afterwards Hutton set to work to collect and systematize his numerous writings on husbandry, which he proposed to publish under the title of Elements of Agriculture. He had nearly completed this labour when an incurable disease brought his active career to a close on the 26th of March 1797. It is by his Theory of the Earth that Hutton will be remembered with reverence while geology continues to be cultivated. The author's style, however, being somewhat heavy and obscure, the book did not attract during his lifetime so much attention as it de- served. Happily for science Hutton numbered among his friends John Playfair (q.v.), professor of mathematics in the university of Edinburgh, whose enthusiasm for the spread of Hutton's doctrine was combined with a rare gift of graceful and luminous exposition. Five years after Hutton's death he published a volume, Illustrations of the Huttonian Theory of the Earth, in which he gave an admirable summary of that theory, with numerous additional illustrations and arguments. This work is justly regarded as one of the classical con- tributions to geological literature. To its influence much of the sound progress of British geology must be ascribed. In the year 1805 a biographical account of Hutton, written by Playfair, was published in vol. v. of the Transactions of the Royal Society of Edin- burgh. (A. GE.) HUTTON, RICHARD HOLT (1826-1897), English writer and theologian, son of Joseph Hutton, Unitarian minister at Leeds, was born at Leeds on the 2nd of June 1826. His family removed to London in 1835, and he was educated at University College School and University College, where he began a lifelong friendship with Walter Bagehot, of whose works he afterwards was the editor; he took the degree in 1845, being awarded the gold medal for philosophy. Meanwhile he had also studied for short periods at Heidelberg and Berlin, and in 1847 he entered Manchester New College with the idea of becoming a minister like his father, and studied there under James Martineau. He did not, however, succeed in obtaining a call to any church, and for some little time his future was unsettled. He married in 1851 his cousin, Anne Roscoe, and became joint-editor with J. L. Sanford of the Inquirer, the principal Unitarian organ. But his innovations and his unconventional views about stereo- typed Unitarian doctrines caused alarm, and in 1853 he resigned. His health had broken down, and he visited' the West Indies, where his wife died of yellow fever. In 1855 Hutton and Bagehot became joint-editors of the National Review, a new monthly, and conducted it for ten years. During this time Hutton's theological views, influenced largely by Coleridge, and more HUXLEY directly by F. W. Robertson and F. D. Maurice, gradually approached more and more to those of the Church of England, which he ultimately joined. His interest in theology was profound, and he brought to it a spirituality of outlook and an aptitude for metaphysical inquiry and exposition which added a singular attraction to his writings. In 1861 he joined Meredith Townsend as joint-editor and part proprietor of the Spectator, then a well-known liberal weekly, which, however, was not remunerative from the business point of view. Hutton took charge of the literary side of the paper, and by degrees his own articles became and remained up to the last one of the best-known features of serious and thoughtful English journalism. The Spectator, which gradually became a prosperous property, was his pulpit, in which unwearyingly he gave expression to his views, particularly on literary, religious and philosophical subjects, in opposition to the agnostic and rationalistic opinions then current in intellectual circles, as popularized by Huxley. A man of fearless honesty, quick and catholic sympathies, broad culture, and many friends in intellectual and religious circles, he became one of the most influential journalists of the day, his fine character and conscience earning universal respect and confidence. He was an original member of the Metaphysical Society (1869). He was an anti-vivisectionist, and a member of the royal commission (1875) on that subject. In 1858 he had married Eliza Roscoe, a cousin of his first wife; she died early in 1897, and Hutton's own death followed on the gth of September of the same year. Among his other publications may be mentioned Essays, Theo- logical and Literary (1871; revised 1888), and Criticisms on Con- temporary Thought and Thinkers (1894); and his opinions may be studied compendiously in the selections from his Spectator articles published in 1899 under the title of Aspects of Religious and Scientific Thought, HUXLEY, THOMAS HENRY (1825-1895), English biologist, was born on the 4th of May 1825 at Ealing, where his father, George Huxley, was senior assistant-master in the school of Dr Nicholas. This was an establishment of repute, and is at any rate remarkable for having produced two men with so little in common in after life as Huxley and Cardinal Newman. The cardinal's brother, Francis William, had been " captain " of the school in 1821. Huxley was a seventh child (as his father had also been), and the youngest who survived infancy. Of Huxley's ancestry no more is ascertainable than in the case of most middle-class families. He himself thought it sprang from the Cheshire Huxleys of Huxley Hall. Different branches migrated south, one, now extinct, reaching London, where its members were apparently engaged in commerce. They estab- lished themselves for four generations at Wyre Hall, near Edmonton, and one was knighted by Charles II. Huxley describes his paternal race as " mainly Iberian mongrels, with a good dash of Norman and a little Saxon." x From his father he thought he derived little except a quick temper and the artistic faculty which proved of great service to him and reappeared in an even more striking degree in his daughter, the Hon. Mrs Collier. " Mentally and physically," he wrote, " I am a piece of my mother." Her maiden name was Rachel Withers. " She came of Wiltshire people," he adds, and describes her as " a typical example of the Iberian variety." He tells us that " her most distinguishing characteristic was rapidity of thought. . . That peculiarity has been passed on to me in full strength " (Essays, i. 4). One of the not least striking facts in Huxley's life is that of education in the formal sense he received none. " I had two years of a pandemonium of a school (between eight and ten), and after that neither help nor sympathy in any intellectual direction till I reached manhood " (Life, ii. 145). After the death of Dr Nicholas the Ealing school broke up, and Huxley's father returned about 1835 to his native town, Coventry, where he had obtained a small appointment. Huxley was left to his own devices; few histories of boyhood could offer any parallel. At twelve he was sitting up in bed to read Hutton's Geology. His great desire was to be a mechanical engineer; it ended in his devotion to " the mechanical engineering of living 1 Nature, Ixiii. 127. machines." His curiosity in this direction was nearly fatal; a post-mortem he was taken to between thirteen and fourteen was followed by an illness which seems to have been the starting- point of the ill-health which pursued him all through life. At fifteen he devoured Sir William Hamilton's Logic, and thus acquired the taste for metaphysics, which he cultivated to the end. At seventeen he came under the influence of Thomas Carlyle's writings. Fifty years later he wrote: " To make things clear and get rid of cant and shows of all sorts. This was the lesson I learnt from Carlyle's books when I was a boy, and it has stuck by me all my life " (Life, ii. 268). Incidentally they led him to begin to learn German; he had already acquired French. At seventeen Huxley, with his elder brother James, commenced regular medical studies at Charing Cross Hospital, where they had both obtained scholarships. He studied under Wharton Jones, a physiologist who never seems to have attained the reputation he deserved. Huxley said of him: " I do not know that I ever felt so much respect for a teacher before or since " (Life, i. 20). At twenty he passed his first M.B. examina- tion at the University of London, winning the gold medal for anatomy and physiology; W. H. Ransom, the well-known Nottingham physician, obtaining the exhibition. In 1845 he published, at the suggestion of Wharton Jones, his first scientific paper, demonstrating the existence of a hitherto unrecognized layer in the inner sheath of hairs, a layer that has been known since as " Huxley's layer." Something had to be done for a livelihood, and at the sugges- tion of a fellow-student, Mr (afterwards Sir Joseph) Fayrer, he applied for an appointment in the navy. He passed the necessary examination, and at the same time obtained the qualification of the Royal College of Surgeons. He was " entered on the books of Nelson's old ship, the ' Victory,' for duty at Haslar Hospital." Its chief, Sir John Richardson, who was a well-known Arctic explorer and naturalist, recognized Huxley's ability, and pro- cured for him the post of surgeon to H.M.S. " Rattlesnake," about to start for surveying work in Torres Strait. The com- mander, Captain Owen Stanley, was a son of the bishop of Norwich and brother of Dean Stanley, and wished for an officer with some scientific knowledge. Besides Huxley the " Rattle- snake " also carried a naturalist by profession, John Macgillivray, who, however, beyond a dull narrative of the expedition, ac- complished nothing. The " Rattlesnake " left England on the 3rd of December 1846, and was ordered home after the lamented death of Captain Stanley at Sydney, to be paid off at Chatham on the gth of November 1850. The tropical seas teem with delicate surface-life, and to the study of this Huxley devoted himself with unremitting devotion. At that time no known methods existed by which it could be preserved for study in museums at home. He gathered a magnificent harvest in the almost unreaped field, and the conclusions he drew from it were the beginning of the revolution in zoological science which he lived to see accomplished. Baron Cuvier (1769-1832), whose classification still held its ground, had divided the animal kingdom into four great embranchements. Each of these corresponded to an independent archetype, of which the " idea " had existed in the mind of the Creator. There was no other connexion between these classes, and the " ideas " which animated them were, as far as one can see, arbitrary. Cuvier's groups, without their theoretical basis, were accepted by K. E. von Baer (1792-1876). The " idea " of the group, or archetype, admitted of endless variation within it; but this was subordinate to essential conformity with the archetype, and hence Cuvier deduced the important principle of the " correlation of parts," of which he made such conspicuous use in palaeontological reconstruction. Meanwhile the " Naturphilosophen," with J. W. Goethe (i749~ 1832) and L. Oken (1779-1851), had in effect grasped the under- lying principle of correlation, and so far anticipated evolution by asserting the possibility of deriving specialized from simpler structures. Though they were still hampered by idealistic conceptions, they established morphology. Cuvier's four great groups were Vertebrata, Mollusca, Articulata and Radiata. i8 HUXLEY It was amongst the members of the last class that Huxley found most material ready to his hand in the seas of the tropics. It included organisms of the most varied kind, with nothing more in common than that their parts were more or less distributed round a centre. Huxley sent home " communication after communication to the Linnean Society," then a somewhat somnolent body, " with the same result as that obtained by Noah when he sent the raven out of the ark " (Essays, i. 13). His important paper, On the Anatomy and the Affinities of the Family of Medusae, met with a better fate. It was communicated by the bishop of Norwich to the Royal Society, and printed by it in the Philosophical Transactions in 1849. Huxley united, with the Medusae, the Hydroid and Sertularian polyps, to form a class to which he subsequently gave the name of Hydrozoa. This alone was no inconsiderable feat for a young surgeon who had only had the training of the medical school. But the ground on which it was done has led to far-reaching theoretical developments. Huxley realized that something more than superficial characters were necessary in determining the a Sanities of animal organisms. He found that all the members of the class consisted of two membranes enclosing a central cavity or stomach. This is characteristic of what are now called the Coelenterata. All animals higher than these have been termed Coelomata; they possess a distinct body-cavity in addition to the stomach. Huxley went further than this, and the most profound suggestion in his paper is the comparison of the two layers with those which appea'r in the germ of the higher animals. The consequences which have flowed from this prophetic generalization of the ectoderm and endoderm are familiar to every student of evolution. The conclusion was the more remarkable as at the time he was not merely free from any evolutionary belief, but actually rejected it. The value of Huxley's work was immediately recognized. On returning to England in 1850 he was elected a Fellow of the Royal Society. In the following year, at the age of twenty-six, he not merely received the Royal medal, but was elected on the council. With absolutely no aid from any one he had placed himself in the front rank of English scientific men. He secured the friendship of Sir J. D. Hooker and John Tyndall, who remained his lifelong friends. The Admiralty retained him as a nominal assistant-surgeon, in order that he might work up the observations he had made during the voyage of the " Rattlesnake." He was thus enabled to produce various important memoirs, especially those on certain Ascidians, in which he solved the problem of Appendicularia — an organism whose place in the animal kingdom Johannes Miiller had found himself wholly unable to assign — and on the morphology of the Cephalous Mollusca. Richard Owen, then the leading comparative anatomist in Great Britain, was a disciple of Cuvier, and adopted largely from him the deductive explanation of anatomical fact from idealistic conceptions. He superadded the evolutionary theories of Oken, which were equally idealistic, but were altogether re- pugnant to Cuvier. Huxley would have none of either. Imbued with the methods of von Baer and Johannes Miiller, his methods were purely inductive. He would not hazard any statement beyond what the facts revealed. He retained, however, as has been done by his successors, the use of archetypes, though they no longer represented fundamental " ideas " but generalizations of the essential points of structure common to the individuals of each class. He had not wholly freed himself, however, from archetypal trammels. " The doctrine," he says, " that every natural group is organized after a definite archetype . . . seems to me as important for zoology as the doctrine of definite pro- portions for chemistry." This was in 1853. He further stated: " There is no progression from a lower to a higher type, but merely a more or less complete evolution of one type " (Phil. Trans., 1853, p. 63). As Chalmers Mitchell points out, this state- ment is of great historical interest. Huxley definitely uses the word " evolution," and admits its existence within the great groups. He had not, however, rid himself of the notion that the archetype was a property inherent in the group. Herbert Spencer, whose acquaintance he made in 1852, was unable to convert him to evolution in its widest sense (Life, i. 168). He could not bring himself to acceptance of the theory — owing, no doubt, to his rooted aversion from a priori reasoning — without a mechanical conception of its mode of operation. In his first interview with Darwin, which seems to have been about the same time, he expressed his belief " in the sharpness of the lines of demarca- tion between natural groups," and was received with a humorous smile (Life, i. 169). The naval medical service exists for practical purposes. It is not surprising, therefore, that after his three years' nominal employment Huxley was ordered on active service. Though without private means of any kind, he resigned. The navy, however, retains the credit of having started his scientific career as well as that of Hooker and Darwin. Huxley was now thrown on his own resources, the immediate prospects of which were slender enough. As a matter of fact, he had not to wait many months. His friend, Edward Forbes, was appointed to the chair of natural history in Edinburgh, and in July 1854 he succeeded him as lecturer at the School of Mines and as naturalist to the Geological Survey in the following year. The latter post he hesitated at first to accept, as he " did not care for fossils " (Essays, i. 15). In 1855 he married Miss H. A. Heathorn, whose acquaintance he had made in Sydney. They were engaged when Huxley could offer nothing but the future promise of his ability. The confidence of his devoted helpmate was not mis- placed, and her affection sustained him to the end, after she had seen him the recipient of every honour which English science could bestow. His most important research belonging to this period was the Croonian Lecture delivered before the Royal Society in 1858 on "The Theory of the Vertebrate Skull." In this he completely and finally demolished, by applying as before the inductive method, the idealistic, if in some degree evolutionary, views of its origin which Owen had derived from Goethe and Oken. This finally disposed of the " archetype," and may be said once for all to have liberated the English anatomical school from the deductive method. In 1859 The Origin of Species was published. This was a momentous event' in the history of science, and not least for Huxley. Hitherto he had turned a deaf ear to evolution. " I took my stand," he says, " upon two grounds: firstly, that . . . the evidence in favour of transmutation was wholly insufficient; and secondly, that no suggestion respecting the causes of the transmutation assumed, which had been made, was in any way adequate to explain the phenomena " (Life, i. 168). Huxley had studied Lamarck " attentively," but to no purpose. Sir Charles Lyell " was the chief agent in smoothing the road for Darwin. For consistent uniformitarianism postulates evolution' as much in the organic as in the inorganic world" (I.e.); and Huxley found in Darwin what he had failed to find in Lamarck, an intelligible hypothesis good enough as a working basis. Yet with the transparent candour which was characteristic of him, he never to the end of his life concealed the fact that he thought it wanting in rigorous proof. Darwin, however, was a naturalist; Huxley was not. He says: " I am afraid there is very little of the genuine naturalist in me. I never collected anything, and species- work was always a burden to me; what I cared for was the architectural and engineering part of the business " (Essays, i. 7). But the solution of the problem of organic evolu- tion must work upwards from the initial stages, and it is precisely for the study of these that " species-work " is necessary. Darwin, by observing the peculiarities in the distribution of the plants which he had collected in the Galapagos, was started on the path that led to his theory. Anatomical research had only so far led to transcendental hypothesis, though in Huxley's hands it had cleared the decks of that lumber. He quotes with approval Darwin's remark that " no one has a right to examine the question of species who has not minutely described many " (Essays, ii. 283). The rigorous proof which Huxley demanded was the production of species sterile to one another by selective breeding (Life, i. 193). But this was a misconception of the question. Sterility is a physiological character, and the specific differences which the theory undertook to account for are HUXLEY 19 morphological; there is no necessary nexus between the two. Huxley, however, felt that he had at last a secure grip of evolution. He warned Darwin: " I will stop at no point as long as clear reasoning will carry me further" (Life, i. 172). Owen, who had some evolutionary tendencies, was at first favourably disposed to Darwin's theory, and even claimed that he had to some extent anticipated it in his own writings. But Darwin, though he did not thrust it into the foreground, never flinched from recognizing that man could not be excluded from his theory. " Light will be thrown on the origin of man and his history " (Origin, ed. i. 488). Owen could not face the wrath of fashionable orthodoxy. In his Rede Lecture he endeavoured to save the position by asserting that man was clearly marked off from all other animals by the anatomical structure of his brain. This was actually inconsistent with known facts, and was effectually refuted by Huxley in various papers and lectures, summed up in 1863 in Man's Place in Nature. This " monkey damnification " of mankind was too much even for the " veracity " of Carlyle, who is said to have never forgiven it. Huxley had not the smallest respect for authority as a basis for belief, scientific or other- wise. He held that scientific men were morally bound " to try all things and hold fast to that which is good " (Life, ii. 161). Called upon in 1862, in the absence of the president, to deliver the presi- dential address to the Geological Society, he disposed once for all of one of the principles accepted by geologists, that similar fossils in distinct regions indicated that the strata containing them were contemporary. All that could be concluded, he pointed out, was that the general order of succession was the same. In 1854 Huxley had refused the post of palaeontologist to the Geological Survey; but the fossils for which he then said that he " did not care " soon acquired importance in his eyes, as supplying evidence for the support of the evolutionary theory. The thirty-one years during which he occupied the chair of natural history at the School of Mines were largely occupied with palaeontological research. Numerous memoirs on fossil fishes established many far-reaching morphological facts. The study of fossil reptiles led to his demonstrating, in the course of lectures on birds, delivered at the College of Surgeons in 1867, the fundamental affinity of the two groups which he united under the title of Sauropsida. An incidental result of the same course was his proposed rearrangement of the zoological regions into which P. L. Sclater had divided the world in 1857. Huxley anticipated, to a large extent, the results at which botanists have since arrived: he proposed as primary divisions, Arctogaea — to include the land areas of the northern hemisphere — and Notogaea for the remainder. Successive waves of life originated in and spread from the northern area, the survivors of the more ancient types finding successively a refuge in the south. Though Huxley had accepted the Darwinian theory as a working hypothesis, he never succeeded in firmly grasping it in detail. He thought " evolution might conceivably have taken place without the development of groups possessing the characters of species " (Essays, v. 41). His palaeontological researches ultimately led him to dispense with Darwin. In 1892 he wrote: " The doctrine of evolution is no speculation, but a generalization of certain facts . . . classed by biologists under the heads of Embryology and of Palaeontology " (Essays, v. 42). Earlier in 1 88 1 he had asserted even more emphatically that if the hypothesis of evolution " had not existed, the palaeontologist would have had to invent it " (Essays, iv. 44). From 1870 onwards he was more and more drawn away from scientific research by the claims of public duty. Some men yield the more readily to such demands, as their fulfilment is not unaccompanied by public esteem. But he felt, as he himself said of Joseph Priestley, " that he was a man and a citizen before he was a philosopher, and that the duties of the two former positions are at least as imperative as those of the latter" (Essays, iii. 13). From 1862 to 1884 he served on no less than ten Royal Commissions, dealing in every case with subjects of great importance, and in many with matters of the gravest moment to the community. He held and filled with invariable dignity and distinction more public positions than have perhaps ever fallen to the lot of a scientific man in England. From 1871 to 1880 he was a secretary of the Royal Society. From 1881 to 1885 he was president. For honours he cared little, though they were within . his reach; it is said that he might have received a peerage. He accepted, however, in 1892, a Privy Councillorship, at once the most democratic and the most aristocratic honour accessible to an English citizen. In 1870 he was president of the British Association at Liverpool, and in the same year was elected a member of the newly constituted London School Board. He resigned the latter position in 1872, but in the brief period during which he acted, probably more than any man, he left his mark on the foundations of national elementary education. He made war on the scholastic methods which wearied the mind in merely taxing the memory; the children were to be prepared to take their place worthily in the community. Physical training was the basis; domestic economy, at any rate for girls, was insisted upon, and for all some development of the aesthetic sense by means of drawing and singing. Reading, writing and arithmetic were the in- dispensable tools for acquiring knowledge, and intellectual discipline was to be gained through the rudiments of physical science. He insisted on the teaching of the Bible partly as a great literary heritage, partly because he was " seriously perplexed to know by what practical measures the religious feeling, which is the essential basis of conduct, was to be kept up, in the present utterly chaotic state of opinion in these matters, without its use " (Essays, iii. 397). In 1872 the School of Mines was moved to South Kensington, and Huxley had, for the first time after eighteen years, those appliances, for teaching beyond the lecture room, which to the lasting injury of the interests of biological science in Great Britain had been withheld from him by the short-sightedness of government. Huxley had only been able to bring his influence to bear upon his pupils by oral teaching, and had had no opportunity by personal intercourse in the laboratory of forming a school. He was now able to organize a system of instruction for classes of elementary teachers in the general principles of biology, which indirectly affected the teaching of the subject throughout the country. The first symptoms of physical failure to meet the strain of the scientific and public duties demanded of him made some rest imperative, and he took a long holiday in Egypt. He still continued for some years to occupy himself mainly with verte- brate morphology. But he seemed to find more interest and the necessary mental stimulus to exertion in lectures, public addresses and more or less controversial writings. His health, which had for a time been fairly restored, completely broke down again in 1885. In 1890 he removed from London to East- bourne, where after a painful illness he died on the 29th of June 1895. The latter years of Huxley's life were mainly occupied with con- tributions to periodical literature on subjects connected with philo- sophy and theology. The effect produced by these on popular opinion was profound. This was partly due to his position as a man of science, partly to his obvious earnestness and sincerity, but in the main to his strenuous and attractive method of exposition. Such studies were not wholly new to him, as they had more or less engaged his thoughts from his earliest days. That his views exhibit some process of development and are not wholly consistent was, therefore, to be expected, and for this reason it is not easy to summarize them as a connected body of teaching. They may be found perhaps in their most systematic form in the volume on Hume published in 1879. Huxley's general attitude to the problems of theology and philosophy was technically that of scepticism. " I am," he wrote, ' too much of a sceptic to deny the possibility of anything " (Life, ii. 127). " Doubt is a beneficent demon " (Essays, ix. 56). He was anxious, nevertheless, to avoid the accusation of Pyrrhonism (Life, ii. 280), but the Agnosticism which he defined to express his position in 1869 suggests the Pyrrhonist Aphasia. The only approach to certainty which he admitted lay in the order of nature. "The conception of the constancy of the order of nature has become the dominant idea of modern thought. . . . Whatever may be man's speculative doctrines, it is quite certain that every intelligent person guides his life and risks his fortune upon the belief that the order of nature is constant, and that the chain of natural causation is never broken." He adds, however, that " it by no means necessarily follows that we are justified in expanding this generalization into the infinite past " (Essays, iv. 47, 48). This was little more than a pious 20 HUY reservation, as evolution implies the principle of continuity (I.e. p. 55). Later he stated his belief even more absolutely: " If there is any- thing in the world which I do firmly believe in, it is the universal validity of the law of causation, but that universality cannot be proved by any amount of experience " (Essays, ix. 121). The assertion that " There is only one method by which intellectual truth can be reached, whether the subject-matter of investigation belongs to the world of physics or to the world of consciousness " (Essays, ix. 126) laid him open to the charge of materialism, which he vigorously repelled. His defence, when he rested it on the imperfection of the physical analysis of matter and force (l.c. p. 131), was irrelevant; he was on sounder ground when he contended with Berkeley " that our certain knowledge does not extend beyond our states of conscious- ness " (l.c. p. 130). " Legitimate materialism, that is, the extension of the conceptions and of the methods of physical science to the highest as well as to the lowest phenomena of vitality, is neither more nor less than a sort of shorthand idealism " (Essays, i. 194). While " the substance of matter is a metaphysical unknown quality of the existence of which there is no proof . . . the non-existence of a substance of mind is equally arguable ; . . . the result ... is the reduction of the All to co-existences and sequences of phenomena beneath and beyond which there is nothing cognoscible " (Essays, ix. 66). Hume had denned a miracle as a " violation of the laws of nature." Huxley refused to accept this. While, on the one hand, he insists that " the whole fabric of practical life is built upon our faith in its continuity " (Hume, p. 129), on the other " nobody can presume to say what the order of nature must be " ; this " knocks the bottom out of all a priori objections either to ordinary 'miracles' or to the efficacy of prayer " (Essays, v. 133). " If by the term miracles we mean only extremely wonderful events, there can be no just ground for denying the possibility of their occurrence " (Hume, p. 134). Assuming the chemical elements to be aggregates of uniform primitive matter, he saw no more theoretical difficulty in water being turned into alcohol in the miracle at Cana, than in sugar undergoing a similar conversion (Essays, v. 81). The credibility of miracles with Huxley is a question of evidence. It may be remarked that a scientific explanation is destructive of the supernatural character of a miracle, and that the demand for evidence may be so framed as to preclude the credibility of any historical event. Throughout his life theology had a strong attraction, not without elements of repulsion, for Huxley. The circumstances of his early training, when Paley was the " most interesting Sunday reading allawed him when a boy " (Life, ii. 57), probably had something to do with both. In 1860 his beliefs were apparently theistic : " Science seems to me to teach in the highest and strongest manner the great truth which is embodied in the Christian conception of entire surrender to the will of God " (Life, i. 219). In 1885 he formulates " the perfect ideal of religion " in a passage which has become almost famous: " In the 8th century B.C. in the heart of a world of idolatrous polytheists, the Hebrew prophets put forth a conception of religion which appears to be as wonderful an inspiration of genius as the art of Pheidias or the science of Aristotle. ' And what doth the Lord require of thee, but to do justly, and to love mercy, and to walk humbly with thy God ' " (Essays, iv. 161). Two years later he was writing: " That there is no evidence of the existence of such a being as the God of the theologians is true enough " (Life, ii. 162). He insisted, however, that " atheism is on purely philosophical grounds untenable " (l.c.). His theism never really advanced beyond the recognition of " the passionless impersonality of the unknown and unknowable, which science shows everywhere under- lying the thin veil of phenomena " (Life, i. 239). In other respects his personal creed was a kind of scientific Calvinism. There is an interesting passage in an essay written in 1892, " An Apologetic Eirenicon," which has not been republished, which illustrates this: " It is the secret of the superiority of the best theological teachers to the majority of their opponents that they substantially recognize these realities of things, however strange the forms in which they clothe their conceptions. The doctrines of predestination, of original sin, of the innate depravity of man and the evil fate of the greater part of the race, of the primacy of Satan in this world, of the essential vileness of matter, of a malevolent Demiurgus subordinate to a benevolent Almighty, who has only lately revealed himself, faulty as they are, appear to me to be vastly nearer the truth than the ' liberal ' popular illusions that babies are all born good, and that the example of a corrupt society is responsible for their failure to remain so; that it is given to everybody to reach the ethical ideal if he will only try; that all partial evil is universal good, and other optimistic figments, such as that which represents ' Providence ' under the guise of a paternal philanthropist, and bids us believe that everything will come right (according to our notions) at last." But his " slender definite creed," R. H. Hutton, who was associated with him in the Metaphysical Society, thought — and no doubt rightly — in no respect " represented the cravings of his larger nature. From 1880 onwards till the very end of his life, Huxley was continuously occupied in a controversial campaign against orthodox beliefs. As Professor W. F. R. Weldon justly said of his earlier polemics: "They were certainly among the principal agents in winning a larger measure of toleration for the critical examination of fundamental beliefs, and for the free expression of honest reverent doubt." He threw Christianity overboard bodily and with little appreciation of its historic effect as a civilizing agency. He thought that " the exact nature of the teachings and the convictions of Jesus is extremely uncertain " (Essays, v. 348). " What we are usually pleased to call religion nowadays is, for the most part, Hellenized Judaism " (Essays, iv. 162). His final analysis of what " since the second century, has assumed to itself the title of Orthodox Christianity " is a " varying compound of some of the best and some of the worst elements of Paganism and Judaism, moulded in practice by the innate character of certain people of the Western world " (Essays, v. 142). He concludes " That this Christianity is doomed to fall is, to my mind, beyond a doubt; but its fall will neither be sudden nor speedy " (I.e.). He did not omit, however, to do justice to " the bright side of Christianity," and was deeply impressed with the life of Catherine of Siena. Failing Christianity, he thought that some other " hypostasis of men's hopes " will arise (Essays, v. 254). His latest speculations on ethical problems are perhaps the least satisfactory of his writings. In 1892 he wrote: " The moral sense is a very complex affair — Dependent in part upon associations of pleasure and pain, approbation and disapprobation, formed by education in early youth, but in part also on an innate sense of moral beauty and ugliness (how originated need not be dis- cussed), which is possessed by some people in great strength, while some are totally devoid of it (Life, ii. 305). This is an intuitional theory, and he compares the moral with the aesthetic sense, which he repeatedly declares to be intuitive; thus: "All the understanding in the world will neither increase nor diminish the force of the intuition that this is beautiful and this is ugly " (Essays, ix. 80). In the Romanes Lecture delivered in 1894., in which this passage occurs, he defines " law and morals " to be restraints upon the struggle for existence between men in society." It follows that " the ethical process is in opposition to the cosmic process," to which the struggle for existence belongs (Essays, ix. 31). Apparently he thought that the moral sense in its origin was intuitional and in its development utilitarian. " Morality commenced with society " (Essays, v. 52). The '^ethical process ' is the " gradual strengthening of the social bond " (Essays, i\. 35). " The cosmic process has no sort of relation to moral ends" (l.c. p. 83); "of moral purpose I see no trace in nature. That is an article of exclusive human manufacture " (Life, ii. 268). The cosmic process Huxley identified with evil, and the ethical process with good; the two are in necessary conflict. " The reality at the bottom of the doctrine of original sin " is the " innate tendency to self-assertion " inherited by man from the cosmic order (Essays, ix. 27). " The actions we call sinful are part and parcel of the struggle for existence^" (Life, ii. 282). " The prospect of attaining untroubled happiness " is " an illusion " (Essays, ix. 44), and the cosmic process in the long run will get the best of the contest, and " resume its sway " when evolution enters on its downward course (l.c. p. 45). This approaches pure pessimism, and though in Huxley's view the " pessimism of Schopenhauer is a nightmare " (Essays, ix. 200), his own philosophy of life is not distinguishable, and is often expressed in the same language. The cosmic order is obviously non-moral (Essays, ix. 197)- That it is, as has been said, immoral js really meaningless. Pain and suffering are affections which imply a complex nervous organization, and we are not justified in projecting them into nature external to ourselves. Darwin and A. R. Wallace disagreed with Huxley in seeing rather the joyous than the suffering side of nature. Nor can it be assumed that the descending scale of evolution will reproduce the ascent, or that man will ever be conscious of his doom. As has been said, Huxley never thoroughly grasped the Darwinian principle. He thought transmutation may take place without transition " (Life, i. 173). In other words, that evolution is ac- complished by leaps and not by the accumulation of small variations. He recognized the " struggle for existence " but not the gradual adjustment of the organism to its environment which is implied in " natural selection." In highly civilized societies he thought that the former was at an end (Essays, ix. 36) and had been replaced by the 11 struggle for enjoyment " (l.c. p. 40). But a consideration of the stationary population of France might have shown him that the effect in the one case may be as restrictive as in the other. So far from natural selection being in abeyance under modern social conditions, " it is," as Professor Karl Pearson points out, " some- thing we run up against at once, almost as soon as we examine a mortality table " (Biometrika, i. 76). The inevitable conclusion, whether we like it or not, is that the future evolution of humanity is as much a part of the cosmic process as its past history, and Huxley's attempt to shut the door on it cannot be maintained scientifically. AUTHORITIES. — Life and Letters of Thomas Kenry Huxley, by his son Leonard Huxley (2 vols., 1900); Scientific Memoirs of T. H. Huxley (4 vols., 1898-1901); Collected Essays by T. H. Huxley (9 vols., 1898); Thomas Henry Huxley, a\Sketch of his Life and Work, by P. Chalmers Mitchell, M.A. (Oxon., 1900); a critical study founded on careful research and of great value. (W. T. T.-D.) HUY (Lat. Hoium, and Flem. Hoey), a town of Belgium, on the right bank of the Meuse, at the point where it is joined by the Hoyoux. Pop. (1904), 14,164. It is ig m. E. of Namur and a trifle less west of Liege. Huy certainly dates from the yth century, and, according to some, was founded by the emperor HUYGENS, C. 21 Antoninus in A.D. 148. Its situation is striking, with its grey citadel crowning a grey rock, and the fine collegiate church (with a 13th-century gateway) of Notre Dame built against it. The citadel is now used partly as a depot of military equipment and partly as a prison. The ruins are still shown of the abbey of Neumoustier founded by Peter the Hermit on his return from the first crusade. He was buried there in 1115, and a statue was erected to his memory in the abbey grounds in 1858. Neumoustier was one of seventeen abbeys in this town alone dependent on the bishopric of Liege. Huy is surrounded by vineyards, and the bridge which crosses the Meuse at this point connects the fertile Hesbaye north of the river with the rocky and barren Condroz south of it. HUYGENS, CHRISTIAAN (1620-1695), Dutch mathematician, mechanician, astronomer and physicist, was born at the Hague on the i4th of April 1629. He was the second son of Sir Constantijn Huygens. From his father he received the rudiments of his education, which was continued at Leiden under A. Vinnius and F. van Schooten, and completed in the juridical school of Breda. His mathematical bent, however, soon diverted him from legal studies, and the perusal of some of his earliest theorems enabled Descartes to predict his future greatness. In 1649 he accompanied the mission of Henry, count of Nassau, to Denmark, and in 1651 entered the lists of science as an assailant of the unsound system of quadratures adopted by Gregory of St Vincent. This first essay (Exetasis quadraturae circuit, Leiden, 1651) was quickly succeeded by his Theoremata de quadrature, hyperboles, ellipsis, et circuli; while, in a treatise entitled De circuli magnitudine invenla, he made, three years later, the closest approximation so far obtained to the ratio of the circumference to the diameter of a circle. Another class of subjects was now to engage his attention. The improvement of the telescope was justly regarded as a sine qua non for the advancement of astronomical knowledge.' But the difficulties interposed by spherical and chromatic aberration had arrested progress in that direction until, in 1655, Huygens, working with his brother Constantijn, hit upon a new method of grinding and polishing lenses. The immediate results of the clearer definition obtained were the detection of a satellite to Saturn (the sixth in order of distance from its primary), and the resolution into their true form of the abnormal appendages to that planet. Each discovery in turn was, according to the prevailing custom, announced to the learned world under the veil of an anagram — removed, in the case of the first, by the publication, early in 1656, of the little tract De Saturni luna observalio nova; but retained, as regards the second, until 1659, when in the Sy sterna Saturnium the varying appearances of the so-called " triple planet " were clearly explained as the phases of a ring inclined at an angle of 28° to the ecliptic. Huygens was also in 1656 the first effective observer of the Orion nebula; he delineated the bright region still known by his name, and detected the multiple character of its nuclear star. His applica- tion of the pendulum to regulate the movement of clocks sprang from his experience of the need for an exact measure of time in observing the heavens. The invention dates from 1656; on the i6th of June 1657 Huygens presented his first " pendulum- clock " to the states-general; and the Horologium, containing a description of the requisite mechanism, was published in 1658. His reputation now became cosmopolitan. As early as 1655 the university of Angers had distinguished him with an honorary degree of doctor of laws. In 1663, on the occasion of his second visit to England, he was elected a fellow of the Royal Society, and imparted to that body in January 1669 a clear and concise statement of the laws governing the collision of elastic bodies. Although these conclusions were arrived at independently, and, as it would seem, several years previous to their publication, they were in great measure anticipated by the communications on the same subject of John Wallis and Christopher Wren, made respectively in November and December 1668. Huygens had before this time fixed his abode in France. In 1665 Colbert made to him on behalf of Louis XIV. an offer too tempting to be refused, and between the following year and 1681 his residence in the philosophic seclusion of the Bibliotheque du Roi was only interrupted by two short visits to his native country. His magnum opus dates from this period. The Horologium oscillatorium, published with a dedication to his royal patron in 1673, contained original discoveries sufficient to have furnished materials for half a dozen striking disquisitions. His solution of the celebrated problem of the "centre of oscilla- tion " formed in itself an important event in the history of mechanics. Assuming as an axiom that the centre of gravity of any number of interdependent bodies cannot rise higher than the point from which it fell, he arrived, by anticipating in the particular case the general principle of the conservation of vis viva, at correct although not strictly demonstrated con- clusions. His treatment of the subject was the first successful attempt to deal with the dynamics of a system. The determina- tion of the true relation between the length of a pendulum and the time of its oscillation; the invention of the theory of evolutes; the discovery, hence ensuing, that the cycloid is its own evolute, and is strictly isochronous; the ingenious although practically inoperative idea of correcting the " circular error " of the pendulum by applying cycloidal cheeks to clocks — were all contained in this remarkable treatise. The theorems on the composition of forces in circular motion with which it concluded formed the true prelude to Newton's Principia, and would alone suffice to establish the claim of Huygens to the highest rank among mechanical inventors. In 1 68 1 he finally severed his French connexions, and returned to Holland. The harsher measures which about that time began to be adopted towards his co-religionists in France are usually assigned as the motive of this step. He now devoted himself during six years to the production of lenses of enormous focal distance, which, mounted on high poles, and connected with the eye-piece by means of a cord, formed what were called " aerial telescopes." Three of his object-glasses, of respectively 123, 1 80 and 210 ft. focal length, are in the possession of the Royal Society. He also succeeded in constructing an almost perfectly achromatic eye-piece, still known by his name. But his re- searches in physical optics constitute his chief title-deed to immortality. Although Robert Hooke in 1668 and Ignace Pardies in 1672 had adopted a vibratory hypothesis of light, the conception was a mere floating possibility until Huygens provided it with a sure foundation. His powerful scientific imagination enabled him to realize that all the points of a wave- front originate partial waves, the aggregate effect of which is to reconstitute the primary disturbance at the subsequent stages of its advance, thus accomplishing its propagation; so that each primary undulation is the envelope of an indefinite number of secondary undulations. This resolution of the original wave is the well-known " Principle of Huygens," and by its means he was enabled to prove the fundamental laws of optics, and to assign the correct construction for the direction of the extra- ordinary ray in uniaxial crystals. These investigations, together with his discovery of the " wonderful phenomenon " of polariza- tion, are recorded in his Traite de la lumiere, published at Leiden in 1690, but composed in 1678. In the appended treatise Sur la Cause de la pesanteur, he rejected gravitation as a universal quality of matter, although admitting the Newtonian theory of the planetary revolutions. From his views on centri- fugal force he deduced the oblate figure of the earth, estimating its compression, however, at little more than one-half its actual amount. Huygens never married. He died at the Hague on the 8th of June 1695, bequeathing his manuscripts to the university of Leiden, and his considerable property to the sons of his younger brother. In character he was as estimable as he was brilliant in intellect. Although, like most men of strong originative power, he assimilated with difficulty the ideas of others, his tardiness sprang rather from inability to depart from the track of his own methods than from reluctance to acknowledge the merits of his competitors. In addition to the works already mentioned, his Cosmotheoros — 22 HUYGENS, SIR C.— HUYSMANS a speculation concerning the inhabitants of the planets — was printed posthumously at the Hague in 1698, and appeared almost simultane- ously in an English translation. A volume entitled Opera, posthuma (Leiden, 1703) contained his " Dioptrica," in which the ratio between the respective focal lengths of object-glass and eye-glass is given as the measure of magnifying power, together with the shorter essays De vitris figurandis, De corona et parheliis, &c. An early tract De ratiociniis in ludo aleae, printed in 1657 with Schooten's Exercita- tiones mathematicae, is notable as one of the first formal treatises on the theory of probabilities; nor should his investigations of the properties of the cissoid, logarithmic and catenary curves be left unnoticed. His invention of the spiral watch-spring was explained in the Journal des savants (Feb. 25, 1675). An edition of his works was published by G. J. "s Gravesande, in four quarto volumes entitled Opera varia (Leiden, 1724) and Opera reliqua (Amsterdam, 1728). His scientific correspondence was edited by P. J. Uylenbrpek from manuscripts preserved at Leiden, with the title Christiani Hugenii aliorumque seculi X VII. virorum celebrium exercitationes mathematicae et philosophical (the Hague, 1833). The publication of a monumental edition of the letters and works of Huygens was undertaken at the Hague by the Societe Hollandaise des Sciences, with the heading CEumes de Christian Huygens (1888), &c. Ten quarto volumes, comprising the whole of his correspondence, had already been issued in 1905. A biography of Huygens was prefixed to his Opera varia (1724); his Eloge in the character of a French academician was printed by J. A. N. Condorcet in 1773. Consult further: P. J. Uylenbroek, Oratio de fratribus Christiana atque Constantino Hugenio (Groningen, 1838) ; P. Harting, Christiaan Huygens in zijn Leven en Wvrken geschetzt (Groningen, 1868) ; J. B. J. Delambre, Hist, de I'astronomie moderne (ii. 549) ; J. E. Montucla, Hist, des mathematiques (ii. 84, 412, 549); M. Chasles, Aperc.u histor- ique sur I'origine des methodes en geometric, pp. 101-109; E. Duhring, Kritische Geschichte der allgemeinen Principien der Mechanik, Abschnitt (ii. 120, 163, iii. 227); A. Berry, A Short History oj Astronomy, p. 200; R. Wolf, Geschichte der Astronomie, passim; Houzeau, Bibliographie astronomique (ii. 169) ; F. Kaiser, Astr. Nach. (xxv. 245, 1847); Tijdschrift voor de Wetenschappen (i. 7, 1848); Allgemeine deutsche Biographie (M. B. Cantor) ; J. C. Poggendorff, Biog. lit. Handworterbuch. (A. M. C.) HUYGENS, SIR CONSTANTIJN (1596-1687), Dutch poet and diplomatist, was born at the Hague on the 4th of September 1596. His father, Christiaan Huygens, was secretary to the state council, and a man of great political importance. At the baptism of the child, the city of Breda was one of his sponsors, and the admiral Justinus van Nassau the other. He was trained in every polite accomplishment, and before he was seven could speak French with fluency. He was taught Latin by Johannes Dedelus, and soon became a master of classic versification. He developed not only extraordinary intellectual gifts but great physical beauty and strength, and was one of the most accomplished athletes and gymnasts of his age; his skill in playing the lute and in the arts of painting and engraving attracted general attention before he began to develop his genius as a writer. In 1616 he proceeded, with his elder brother, to the university of Leiden. He stayed there only one year, and in 1618 went to London with the English ambassador Dudley Carleton; he remained in London for some months, and then went to Oxford, where he studied for some time in the Bodleian Library, and to Woodstock, Windsor and Cambridge; he was introduced at the English court, and played the lute before James I. The most interesting feature of this visit was the intimacy which sprang up between the young Dutch poet and Dr Donne, for whose genius Huygens preserved through life an unbounded admiration. He returned to Holland in company with the English contingent of the synod of Dort, and in 1619 he proceeded to Venice in the diplomatic service of his country; on his return he nearly lost his life by a foolhardy exploit, namely, the scaling of the topmost spire of Strassburg cathedral. In 1621 he published one of his most weighty and popular poems, his Balava Tempe, and in the same year he proceeded again to London, as secretary to the ambassador, Wijngaerdan, but returned in three months. His third diplo- matic visit to England lasted longer, from the 5th of December 1621 to the ist of March 1623. During his absence, his volume of satires, 't Costelick Mai, dedicated to Jacob Cats, appeared at the Hague. In the autumn of 1622 he was knighted by James I. He published a large volume of miscellaneous poems in 1625 under the title of Otiorum libri sex; and in the same year he was appointed private secretary to the stadholder. In 1627 Huygens married Susanna van Baerle, and settled at the Hague; four sons and a daughter were born to them. In 1630 Huygens was called to a seat in the privy council, and he continued to exercise political power with wisdom and vigour for many years, under the title of the lord of Zuylichem. In 1634 he is supposed to have completed his long-talked-of version of the poems of Donne, fragments of which exist. In 1637 his wife died, and he immediately began to celebrate the virtues and pleasures of their married life in the remarkable didactic poem called Dagwerck, which was not published till long after- wards. From 1639 to 1641 he occupied himself by building a magnificent house and garden outside the Hague, and by celebrating their beauties in a poem entitled Hofwijck, which was published in 1653. In 1647 he wrote his beautiful poem of Oogentroost or " Eye Consolation," to gratify his blind friend Lucretia van Trollo. He made his solitary effort in the dramatic line in 1657, when he brought out his comedy of Trijntje Cornells Klacht, which deals, in rather broad humour, with the adventures of the wife of a ship's captain at Zaandam. In 1658 he rearranged his poems, and issued them with many additions, under the title of Corn Flowers. He proposed to the government that the present highway from the Hague to the sea at Scheveningen should be constructed, and during his absence on a diplomatic mission to the French court in 1666 the road was made as a compliment to the venerable statesman, who expressed his gratitude in a descriptive poem entitled Zeestraet. Huygens edited his poems for the last time in 1672, and died in his ninety- first year, on the z8th of March 1687. He was buried, with the pomp of a national funeral, in the church of St Jacob, on the 4th of April. His second son, Christiaan, the eminent astronomer, is noticed separately. Constantijn Huygens is the most brilliant figure in Dutch literary history. Other statesmen surpassed him in political influence, and at least two other poets surpassed him in the value and originality of their writings. But his figure was more dignified and splendid, his talents were more varied, and his general accomplishments more remarkable than those of any other person of his age, the greatest age in the history of the Netherlands. Huygens is the grand seigneur of the republic, the type of aristocratic oligarchy, the jewel and ornament of Dutch liberty. When we consider his imposing character and the positive value of his writings, we may well be surprised that he has not found a modern editor. It is a disgrace to Dutch scholar- ship that no complete collection of the writings of Huygens exists. His autobiography, De w'to propria sermonum libri duo, did not see the light until 1817, and his remarkable poem, Cluyswerck, was not printed until 1841. As a poet Huygens shows a finer sense of form than any other early Dutch writer; the language, in his hands, becomes as flexible as Italian. His epistles and lighter pieces, in par- ticular, display his metrical ease and facility to perfection. (E. G.) HUYSMANS, the name of four Flemish painters who matricu- lated in the Antwerp gild in the I7th century. Cornelis the elder, apprenticed in 1633, passed for a mastership in 1636, and remained obscure. Jacob, apprenticed to Frans Wouters in 1650, wandered to England towards the close of the reign of Charles II., and competed with Lely as a fashionable portrait painter. He executed a portrait of the queen, Catherine of Braganza, now in the national portrait gallery, and Horace Walpole assigns to him the likeness of Lady Bellasys, catalogued at Hampton Court as a work of Lely. His portrait of Izaak Walton in the National Gallery shows a disposition to imitate the styles of Rubens and Van Dyke. According to most accounts he died in London in 1696. Jan Baptist Huysmans, born at Antwerp in 1654, matriculated in 1676-1677, and died there in 1715-1716. He was younger brother to Cornelis Huysmans the second, who was born at Antwerp in 1648, and educated by Caspar de Wit and Jacob van Artois. Of Jan Baptist little or nothing has been preserved, except that he registered numerous apprentices at Antwerp, and painted a landscape dated 1697 now in the Brussels museum. Cornelis the second is the only master of the name of Huysmans whose talent was largely acknowledged. He received lessons from two artists, one of whom was familiar with the Roman art of the Poussins, whilst the other inherited the scenic style of the school of Rubens. He combined the two in a rich, highly coloured, and usually effective style, which, however, was not free from monotony. HUYSMANS, J. K.— HWANG HO Seldom attempting anything but woodside views with fancy backgrounds, half Italian, half Flemish, he painted with great facility, and left numerous examples behind. At the outset of his career he practised at Malines, where he married in 1682, and there too he entered into some business connexion with van der Meulen, for whom he painted some backgrounds. In 1706 he withdrew to Antwerp, where he resided till 1717, returning then to Malines, where he died on the ist of June 1727. Though most of his pictures were composed for cabinets rather than churches, he sometimes emulated van Artois in the production of large sacred pieces, and for many years his " Christ on the Road to Emmaus " adorned the choir of Notre Dame of Malines. In the gallery of Nantes, where three of his small landscapes are preserved, there hangs an " Investment of Luxembourg," by van der Meulen, of which he is known to have laid in the background. The national galleries of London and Edinburgh contain each one example of his skill. Blenheim, too, and other private galleries in England, possess one or more of his pictures. But most of his works are on the European continent. HUYSMANS, JORIS KARL (1848-1907), French novelist, was born at Paris on the 5th of February 1848. He belonged to a family of artists of Dutch extraction; he entered the ministry of the interior, and was pensioned after thirty years' service. His earliest venture in literature, Le Drageoir a tpices (1874), contained stories and short prose poems showing the influence of Baudelaire. Marthe (1876), the life of a courtesan, was published in Brussels, and Huysmans contributed a story, " Sac au dos," to Les Soirees de Medan, the collection of stories of the Franco-German war published by Zola. He then pro- duced a series of novels of everyday life, including Les Soeurs Vatard (1879), En Menage (i88i),a.nd A vau-l'eau (1882), in which he outdid Zola in minute and uncompromising realism. He was influenced, however, more directly by Flaubert and the brothers de Goncourt than by Zola. In U Art moderne (1883) he gave a careful study of impressionism and in Certains (1889) a series of studies of contemporary artists. A Rebours (1884), the history of the morbid tastes of a decadent aristocrat, des Esseintes, created a literary sensation, its caricature of literary and artistic symbolism covering much of the real beliefs of the leaders of the aesthetic revolt. In Ld-Bas Huysmans's most characteristic hero, Durtal, makes his appearance. Durtal is occupied in writing the life of Gilles de Rais; the insight he gains into Satanism is supplemented by modern Parisian students of the black art; but already there are signs of a leaning to religion in the sympathetic figures of the religious bell-ringer of Saint Sulpice and his wife. En Route (1895) relates the strange conversion of Durtal to mysticism and Catholicism in his retreat to La Trappe. In La Cathedrale (1898), Huysmans's symbolistic interpretation of the cathedral of Chartres, he develops his enthusiasm for the purity of Catholic ritual. The life of Sainle Lydwine de Schiedam (1901), an exposition of the value of suffering, gives further proof of his conversion; and L'Oblat (1903) describes Durtal's retreat to the Val des Saints, where he is attached as an oblate to a Benedictine monastery. Huysmans was nominated by Edmond de Gon- court as a member of the Academic des Goncourt. He died as a devout Catholic, after a long illness of cancer in the palate on the i3th of May 1907. Before his death he destroyed his unpublished MSS. His last book was Les Foules de Lourdes (1906). See Arthur Symons, Studies in two Literatures (1897) and The Symbolist Movement in Literature (1899); Jean Lionnet in L'&iolu- tion des idces (1903) ; Eugene Gilbert in France et Belgigue (1905) ; J. Sargeret in Les Grands convertis (1906). HUYSUM, JAN VAN (1682-1749), Dutch painter, was born at Amsterdam in 1682, and died in his native city on the 8th of February 1749. He was the son of Justus van Huysum, who is said to have been expeditious in decorating doorways, screens and vases. A picture by this artist is preserved in the gallery of Brunswick, representing Orpheus and the Beasts in a wooded landscape, and here we have some explanation of his son's fondness for landscapes of a conventional and Arcadian kind; for Jan van Huysum, though skilled as a painter of still life, believed himself to possess the genius of a landscape painter. 23 Half his pictures in public galleries are landscapes, views of imaginary lakes and harbours with impossible ruins and classic edifices, and woods of tall and motionless trees — the whole very glossy and smooth, and entirely lifeless. The earliest dated work of this kind is that of 1717, in the Louvre, a grove with maidens culling flowers near a tomb, ruins of a portico, and a distant palace on the shores of a lake bounded by mountains. It is doubtful whether any artist ever surpassed van Huysum in representing fruit and flowers. It has been said that his fruit has no savour and his flowers have no perfume — in other words, that they are hard and artificial — but this is scarcely true. In substance fruit and flower are delicate and finished imitations of nature in its more subtle varieties of matter. The fruit has an incomparable blush of down, the flowers have a perfect delicacy of tissue. Van Huysum, too, shows supreme art in relieving flowers of various colours against each other, and often against a light and transparent background. He is always bright, sometimes even gaudy. Great taste and much grace and elegance are apparent in the arrangement of bouquets and fruit in vases adorned with bas reliefs or in baskets on marble tables. There is exquisite and faultless finish every- where. But what van Huysum has not is the breadth, the bold effectiveness, and the depth of thought of de Heem, from whom he descends through Abraham Mignon. Some of the finest of van Huysum's fruit and flower pieces have been in English private collections: those of 1723 in the earl of Ellesmere's gallery, others of 1730-1732 in the collections of Hope and Ashburton. One of the best examples is now in the National Gallery (1736-1737). No public museum has finer and more numer- ous specimens than the Louvre, which boasts of four landscapes and six panels with still life; then come Berlin and Amsterdam with four fruit and flower pieces; then St Petersburg, Munich, Hanover, Dresden, the Hague, Brunswick, Vienna, Carlsruheand Copenhagen. HWANG HO [HOANG Ho], the second largest river in China. It is known to foreigners as the Yellow river — a name which is a literal translation of the Chinese. It rises among the Kuen- lun mountains in central Asia, its head-waters being in close proximity to those of the Yangtsze-Kiang. It has a total length of about 2400 m. and drains an area of approximately 400,000 sq. m. The main stream has its source in two lakes named Tsaring-nor and Oring-nor, lying about 35° N., 97° E., and after flowing with a south-easterly course it bends sharply to the north-west and north, entering China in the province of Kansuh in lat. 36°. After passing Lanchow-fu, the capital of this province, the river takes an immense sweep to the north and north-east, until it encounters the rugged barrier ranges that here run north and south through the provinces of Shansi and Chihli. By these ranges it is forced due south for 500 m., forming the boundary between the provinces of Shansi and Shensi, until it finds an outlet eastwards at Tung Kwan — a pass which for centuries has been renowned as the gate of Asia, being indeed the sole commercial passage between central China and the West. At Tung Kwan the river is joined by its only considerable affluent in China proper, the Wei (Wei-ho), which drains the large province of Shensi, and the combined volume of water continues its way at first east and then north- east across the great plain to the sea. At low water in the winter season the discharge is only about 36,000 cub. ft. per second, whereas during the summer flood it reaches 116,000 ft. or more. The amount of sediment carried down is very large, though no accurate observations have been made. In the account of Lord Macartney's embassy, which crossed the Yellow river in 1792, it was calculated to be 17,520 million cub. ft. a year, but this is consid3red very much over the mark. Two reasons, however, combine to render it probable that the sedimentary matter is very large in proportion to the volume of water: the first being the great fall, and the consequently rapid current over two-thirds of the river's course; the second that the drainage area is nearly all covered with deposits of loess, which, being very friable, readily gives way before the rainfall and is washed down in large quantity. The ubiquity of this loess or yellow earth, as the Chinese call it, has in fact given its name both to the river which carries it in solution and to the sea (the Yellow Sea) into which it is discharged. It is calculated HWICCE— HYACINTH by Dr Guppy (Journal of China Branch of Royal Asiatic Society, vol. xvi.) that the sediment brought down by the three northern rivers of China, viz., the Yangtsze, the Hwang-ho and the Peiho, is 24,000 million cub. ft. per annum, and is sufficient to fill up the whole of the Yellow Sea and the Gulf of Pechili in the space of about 36,000 years. Unlike the Yangtsze, the Hwang-ho is of no practical value for navigation. The silt and sand form banks and bars at the mouth, the water is too shallow in winter and the current is too strong in summer, and, further, the bed of the river is continually^shifting. It is this last feature which has earned for the river the name " China s sorrow." As the silt-laden waters debouch from the rocky bed of the upper reaches on to the plains, the current slackens, and the coarser detritus settles on th'e bottom. By degrees the bed rises, and the people build embankments to prevent the river from overflowing. As the bed rises the embankments must be raised too, until the stream is flowing many feet above the level of the surrounding country. As time goes on the situation becomes more and more dangerous; finally, a breach occurs, and the whole river pours over the country, carrying destruction and ruin with it. If the breach cannot be re- paired the river leaves its old channel entirely, and finds a new exit to the sea along the line of least resistance. Such in brief has been the story of the river since the dawn of Chinese history. At various times it has discharged its waters alternately on one side or the other of the great mass of mountains forming the promontory of Shantung, and by mouths as far apart from each other as 500 m. At each change it has worked havoc and disaster by covering the cultivated fields with 2 or 3 ft. of sand and mud. A great change in the river's course occurred in 1851, when a breach was made in the north embankment near Kaifengfu in Honan. At this point the river bed was some 25 ft. above the plain; the water consequently forsook the old channel entirely and poured over the level country, finally seizing on the bed of a small river called the Tsing, and thereby finding an exit to the sea. Since that time the new channel thus carved out has remained the proper course of the river, the old or southerly channel being left quite dry. It re- quired some fifteen or more years to repair damages from this out- break, and to confine the stream by new embankments. After that there was for a time comparative immunity from inundations, but in 1882 fresh outbursts again began. The most serious of all took place in 1887, when it appeared probable that there would be again a permanent change in the river's course. By dint of great exertions, however, the government succeeded in closing the breach, though not till January 1889, and not until there had been immense destruc- tion of life and property. The outbreak on this occasion occurred, as all the more serious outbreaks have done, in Honan, a few miles west of the city of Kaifengfu. The stream poured itself over the level and fertile country to the southwards, sweeping whole villages before it, and converting the plain into one vast lake. The area affected was not less than 50,000 sq. m. and the loss of life was computed at over one million. Since 1887 there have been a series of smaller outbreaks, mostly at points lower down and in the neighbourhood of Chinanfu, the capital of Shantung. These perpetually occurring disasters entail a heavy expense on the government; and from the mere pecuniary point of view it would well repay them to call in the best foreign engineering skill available, an expedient, however, which has not commended itself to the Chinese authorities. (G. J.) HWICCE, one of the kingdoms of Anglo-Saxon Britain. Its exact dimensions are unknown; they probably coincided with those of the old diocese of Worcester, the early bishops of which bore the title " Episcopus Hwicciorum." It would there- fore include Worcestershire, Gloucestershire except the Forest of Dean, the southern half of Warwickshire, and the neighbour- hood of Bath. The name Hwicce survives in Wychwood in Oxfordshire and Whichford in Warwickshire. These districts, or at all events the southern portion of them, were according to the Anglo-Saxon Chronicle, s.a. 577, originally conquered by the West Saxons under Ceawlin. In later times, however, the kingdom of the Hwicce appears to have been always subject to Mercian supremacy, and possibly it was separated from Wessex in the time of Edwin. The first kings of whom we read were two brothers, Eanhere and Eanfrith, probably contempor- aries of Wulfhere. They were followed by a king named Osric, a contemporary of jEthelred, and he by a king Oshere. Oshere had three sons who reigned after him, jEthelheard, ^thelweard and jEthelric. The two last named appear to have been reigning in the year 706. At the beginning of Offa's reign we again find the kingdom ruled by three brothers, named Eanberht, Uhtred and Aldred, the two latter of whom lived until about 780. After them the title of king seems to have been given up. Their successor ..Ethelmund, who was killed in a campaign against Wessex in 802, is described only as an earl. The district re- mained in possession of the rulers of Mercia until the fall of that kingdom. Together with the rest of English Mercia it submitted to King Alfred about 877-883 under Earl yEthelred, who possibly himself belonged to the Hwicce. No genealogy or list of kings has been preserved, and we do not know whether the dynasty was connected with that of Wessex or Mercia. See Bede, Historia eccles. (edited by C. Plummer) iv. 13 (Oxford, .,, „, , „ „._». „_..,..,_... 76,85,116,11; (F. G. M. B.) 1896); W. deG. Birch, CartulariumSaxonicum,^, 51, 76,85, 116, 117, 122, 163, 187, 232, 233, 238 (Oxford, 1885-1889). HYACINTH (Gr. UaafOot), also called JACINTH (through ItaL giacinto), one of the most popular of spring garden flowers. It was in cultivation prior to 1597, at which date it is mentioned by Gerard. Rea in 1665 mentions several single and double varieties as being then in English gardens, and Justice in 1754 describes upwards of fifty single-flowered varieties, and nearly one hundred double-flowered ones, as a selection of the best from the catalogues of two then celebrated Dutch growers. One of the Dutch sorts, called La Reine de Femmes, a single white, is said to have produced from thirty-four to thirty-eight flowers in a spike, and on its first appearance to have sold for 50 guilders a bulb; while one called Overwinnaar, or Conqueror, a double blue, sold at first for 100 guilders, Gloria Mundi for 500 guilders, and Koning Saloman for 600 guilders. Several sorts are at that date mentioned as blooming well in water-glasses. Justice relates that he himself raised several very valuable double- flowered kinds from seeds, which many of the sorts he describes are noted for producing freely. The original of the cultivated hyacinth, Hyacinlhus orientalis, a native of Greece and Asia Minor, is by comparison an insignifi- cant plant, bearing on a spike only a few small, narrow-lobed, washy blue flowers, resembling in form those of our common bluebell. So great has been the improvement effected by the florists, and chiefly by the Dutch, that the modern hyacinth would scarcely be recognized as the descendant of the type above referred to, the spikes being long and dense, composed of a large number of flowers; the spikes produced by strong bulbs not unfrequently measure 6 to 9 in. in length and from 7 to 9 in. in circumference, with the flowers closely set on from bottom to top. Of late years much improvement has been effected in the size of the individual flowers and the breadth of their recurving lobes, as well as in securing increased brilliancy and depth of colour. The peculiarities of the soil and climate of Holland are so very favourable to their production that Dutch florists have made a specialty of the growth of those and other bulbous-rooted flowers. Hundreds of acres are devoted to the growth of hyacinths in the vicinity of Haarlem, and bring in a revenue of several hundreds of thousands of pounds. Some notion of the vast number imported into England annually may be formed from the fact that, for the supply of flowering plants to Covent Garden, one market grower alone produces from 60,000 to 70,000 in pots under glass, their blooming period being accelerated by artificial heat, and extending from Christmas onwards until they bloom naturally in the open ground. In the spring flower garden few plants make a more effective display than the hyacinth. Dotted in clumps in the flower borders, and arranged in masses of well-contrasted colours in beds in the flower garden, there are no flowers which impart during their season — March and April — a gayer tone to the par- terre. The bulbs are rarely grown a second time, either for indoor or outdoor culture, though with care they might be utilized for the latter purpose; and hence the enormous numbers which are procured each recurring year from Holland. The first hyacinths were single-flowered, but towards the close of the 1 7th century double-flowered ones began to appear, and till a recent period these bulbs were the most esteemed. At the present time, however, the single-flowered sorts are in the ascendant, as they produce more regular and symmetrical spikes of blossom, the flowers being closely set and more or less horizontal in direction, while most of the double sorts have the bells distant and dependent, so that the spike is loose and by comparison HYACINTH— HYACINTHUS ineffective. For pot culture, and for growth in water-glasses especially, the single-flowered sorts are greatly to be preferred. Few if any of the original kinds are now in cultivation, a succes- sion of new and improved varieties having been raised, the demand for which is regulated in some respects by fashion. The hyacinth delights in a rich light sandy soil. The Dutch in- corporate freely with their naturally light soil a compost consisting of one-third coarse sea or river sand, one-third rotten cow dung without litter and one-third leaf-mould. The soil thus renovated retains its qualities for six or seven years, but hyacinths are not planted upon the same place for two years successively, intermediary crops of narcissus, crocus or tulips being taken. A good compost for hyacinths is sandy loam, decayed leaf-mould, rotten cow dung and sharp sand in equal parts, the whole being collected and laid up in a heap and turned over occasionally. Well-drained beds made up of this soil, and refreshed with a portion of new compost annually, would grow the hyacinth to perfection. The best time to plant the bulbs is towards the end of September and during October; they should be arranged in rows, 6 to 8 in. asunder, there being four rows in each bed. The bulbs should be sunk about 4 to 6 in. deep, with a small quantity of clean sand placed below and around each of them. The beds should be covered with decayed tan-bark, coco-nut fibre or half-rotten dung litter. As the flower-stems appear, they are tied to rigid but slender stakes to preserve them from accident. If the bulbs are at all prized, the stems should be broken off as soon as the flower- ing is over, so as not to exhaust the bulbs; the leaves, however, must be allowed to grow on till matured, but as soon as they assume a yellow colour, the bulbs are taken up, the leaves cut off near their base, and the bulbs laid out in a dry, airy, shady place to ripen, after which they are cleaned of loose earth and skin, ready for storing. It is the practice in Holland, about a month after the bloom, or when the tips of the leaves assume a withered appearance, to take up the bulbs, and to lay them sideways on the ground, covering them with an inch or two of earth. About three weeks later they are again taken up and cleaned. In the store-room they should be kept dry, well-aired and apart from each other. Few plants are better adapted than the hyacinth for pot culture as greenhouse decorative plants; and by the aid of forcing they may be had in bloom as early as Christmas. They flower fairly well in 5-in. pots, the stronger bulbs in 6-in. pots. To bloom at Christmas, they should be potted early in September, in a compost resembling that already recommended for the open-air beds; and, to keep up a succession of bloom, others should be potted at intervals of a few weeks till the middle or end of November. The tops of the bulbs should be about level with the soil, and if a little sand is put im- mediately around them so much the better. The pots should be set in an open place on a dry hard bed of ashes, and be covered over to a depth of 6 or 8 in. with the same material or with fibre or soil ; and when the roots are well developed, which will take from six to eight weeks, they may be removed to a frame, and gradually exposed to light, and then placed in a forcing pit in a heat of from 60 to 70°. When the flowers are fairly open, they may be removed to the green- house or conservatory. The hyacinth may be very successfully grown in glasses for orna- ment in dwelling-houses. The glasses are filled to the neck with rain or even tap water, a few lumps of charcoal being dropped into them. The bulbs are placed in the hollow provided for them, so that their base just touches the water. This may be done in September or October. They are then set in a dark cupboard for a few weeks till roots are freely produced, and then gradually exposed to light. The early-flowering single white Roman hyacinth, a small-growing pure white variety, remarkable for its fragrance, is well adapted for forcing, as it can be had in bloom if required by November. For windows it grows well in the small glasses commonly used for crocuses; and for decorative purposes should be planted about five bulbs in a 5-in. pot, or in pans holding a dozen each. If grown for cut flowers it can be planted thickly in boxes of any convenient size. It is highly esteemed during the winter months by florists. The Spanish hyacinth (H. amethystinus) and H. azureus are charming little bulbs for growing in masses in the rock garden or front of the flower border. The older botanists included in the genus Hyacinthus species of Muscari, Scilla and other genera of bulbous Liliaceae, and the name of hyacinth is still popularly applied to several other bulbous plants. Thus Muscari botryoides is the grape hyacinth, 6 in., blue or white, the handsomest; M. moschatum, the musk hyacinth, 10 in., has peculiar livid greenish-yellow flowers and a strong musky odour; M. comosum var. monstrosum, the feather hyacinth, bears sterile flowers broken up into a featherlike mass; M. racemosum, the starch hyacinth, is a native with deep blue plum- scented flowers. The Cape hyacinth is Galtonia candicans, a magnifi- cent border plant, 3-4 ft. high, with large drooping white bell-shaped flowers; the star hyacinth, Scilla amoena; the Peruvian hyacinth or Cuban lily, 5. peruviana, a native of the Mediterranean region, to which Linnaeus gave the species name peruviana on a mistaken assumption of its origin; the wild hyacinth or blue-bell, known variously as Endymion nonscriptum, Hyacinthus nonscriptus or Scilla nutans; the wild hyacinth of western North Amercia, Camassia esculenta. They all flourish in good garden soil of a gritty nature. HYACINTH, or JACINTH, in mineralogy, a variety of zircon (q.v.) of yellowish red colour, used as a gem-stone. The hyacinthus of ancient writers must have been our sapphire, or blue corundum, while the hyacinth of modern mineralogists may have been the stone known as lyncurium (\vjKoiipiov). The Hebrew word leshem, translated ligure in the Authorized Version (Ex. xxviii. 19), from the \ijvpiov of the Septuagint, appears in the Revised Version as jacinth, but with a marginal alternative of amber. Both jacinth and amber may be reddish yellow, but their identification is doubtful. As our jacinth (zircon) is not known in ancient Egyptian work, Professor Flinders Petrie has suggested that the leshem may have been a yellow quartz, or perhaps agate. Some old English writers describe the jacinth as yellow, whilst others refer to it as a blue stone, and the hyacinthus of some authorities seems undoubtedly to have been our sapphire. In Rev. xx. 20 the Revised Version retains the word jacinth, but gives sapphire as an alternative. Most of the gems known in trade as hyacinth are only garnets — generally the deep orange-brown hessonite or cinnamon-stone — and many of the antique engraved stones reputed to be hyacinth are probably garnets. The difference may be detected optically, since the garnet is singly and the hyacinth doubly refracting; moreover the specific gravity affords a simple means of diagnosis, that of garnet being only about 3-7, whilst hyacinth may have a density as high as 4-7. Again, it was shown many years ago by Sir A. H. Church that most hyacinths, when examined by the spectroscope, show a series of dark absorption bands, due perhaps to the presence of some rare element such as uranium or erbium. Hyacinth is not a common mineral. It occurs, with other zircons, in the gem-gravels of Ceylon, and very fine stones have been found as pebbles at Mudgee in New South Wales. Crystals of zircon, with all the typical characters of hyacinth, occur at Expailly, Le Puy-en-Velay, in Central France, but they are not large enough for cutting. The stones which have been called Compostella hyacinths are simply ferruginous quartz from Santiago de Compostella in Spain. (F. W. R.*) HYACINTHUS,1 in Greek mythology, the youngest son of the Spartan king Amyclas, who reigned at Amyclae (so Pausanias iii. i. 3, iii. 19. 5; and Apollodorus i. 3. 3, iii. 10. 3). Other stories make him son of Oebalus, of Eurotas, or of Pierus and the nymph Clio (see Hyginus, Fabulae, 271; Lucian, De saltatione, 45, and Dial. dear. 14). According to the general story, which is probably late and composite, his great beauty attracted the love of Apollo, who killed him accidentally when teaching- him to throw the discus (quoit); others say that Zephyrus (or Boreas) out of jealousy deflected the quoit so that it hit Hyacinthus on the head and killed him. According to the representation on the tomb at Amyclae (Pausanias, loc. cit.) Hyacinthus was translated into heaven with his virgin sister Polyboea. Out of his blood there grew the flower known as the hyacinth, the petals of which were marked with the mournful exclamation AI, AI, " alas " (cf. " that sanguine flower inscribed with woe ")• This Greek hyacinth cannot have been the flower which now bears the name; it has been identified with a species of iris and with the larkspur (delphinium Aiacis), which appear to have the markings described. The Greek hyacinth was also said to have sprung from the blood of Ajax. Evidently the Greek authorities confused both the flowers and the traditions. The death of Hyacinthus was celebrated at Amyclae by the second most important of Spartan festivals, the Hyacinthia, which took place in the Spartan month Hecatombeus. What month this was is not certain. Arguing from Xenophon (Hell. iv. 5) we get May; assuming that the Spartan Hecatombeus is the Attic Hecatombaion, we get July; or again it may be the Attic Scirophorion, June. At all events the Hyacinthia was an early summer festival. It lasted three days, and the rites gradually passed from mourning for Hyacinthus to rejoicings 1 The word is probably derived from an Indo-European root, meaning " youthful," found in Latin, Greek, English and Sanskrit. Some have suggested that the first two letters are from iJeiv. to rain, (cf. Hyades). HYADES— HYBRIDISM in the majesty of Apollo, the god of light and warmth, and giver of the ripe fruits of the earth (see a passage from Polycrates, Laconica, quoted by Athenaeus 139 D; criticized by L. R. Farnell, Cults of the Greek States, iv. 266 foil.). This festival is dearly connected with vegetation, and marks the passage from the youthful verdure of spring to the dry heat of summer and the ripening of the corn. The precise relation which Apollo bears to Hyacinthus is obscure. The fact that at Tarentum a Hyacinthus tomb is ascribed by Polybius to Apollo Hyacinthus (not Hyacinthius) has led some to think that the personalities are one, and that the hero is merely an emanation from the god; confirmation is sought in the Apolline appellation Tfrpa.-x.dp, alleged by Hesychius to have been used in Laconia, and assumed to describe a composite figure of Apollo-Hyacinthus. Against this theory is the essential difference between the two figures. Hyacinthus is a chthonian vegetation god whose worshippers are afflicted and sorrowful; Apollo, though interested in vegetation, is never regarded as inhabiting the lower world, his death is not celebrated in any ritual, his worship is joyous and triumphant, and finally the Amyclean Apollo is specifically the god of war and s6ng. Moreover, Pausanias describes the monument at Amyclae as consisting of a rude figure of Apollo standing on an altar-shaped base which formed the tomb of Hyacinthus. Into the latter offerings were put for the hero before gifts were made to the god. On the whole it is probable that Hyacinthus belongs originally to the pre-Dorian period, and that his story was appropriated and woven into their own Apollo myth by the conquering Dorians. Possibly he may be the apotheosis of a pre-Dorian king of Amyclae. J. G. Frazer further suggests that he may have been regarded as spending the winter months in the under- world and returning to earth in the spring when the " hyacinth " blooms. In this case his festival represents perhaps both the Dorian conquest of Amyclae and the death of spring before the ardent heat of the summer sun, typified as usual by the discus (quoit) with which Apollo is said to have slain him. With the growth of the hyacinth from his blood should be compared the oriental stories of violets springing from the blood of Attis, and roses and anemones from that of Adonis. As a youthful vegeta- tion god, Hyacinthus may be compared with Linus and Scephrus, both of whom are connected with Apollo Agyieus. See L. R. Farnell, Cults of the Greek States, vol. iy. (1907), pp. 125 foil., 264 foil.; J. G. Frazer, Adonis, Attis, Osiris (1906), bk. ii. ch. 7; S. Wide, Lakonische Kulte, p. 290; E. Rhode, Psyche, 3rd ed. L 137 foil.; Roscher, Lexikon d. griech. u. rdm. Myth., s.v. ' Hyakinthos " (Greve); L. Preller, Griechische Mythol. 4th ed. i. 248 foil. (J. M. M.) HYADES ("the rainy ones"), in Greek mythology, the daughters of Atlas and Aethra; their number varies between two and seven. As a reward for having brought up Zeus at Dodona and taken care of the infant Dionysus Hyes, whom they conveyed to Ino (sister of his mother Semele) at Thebes when his life was threatened by Lycurgus, they were translated to heaven and placed among the stars (Hyginus, Poet, astron. ii. 21). Another form of the story combines them with the Pleiades. According to this they were twelve (or fifteen) sisters, whose brother Hyas was killed by a snake while hunting in Libya (Ovid, Fasti, v. 165; Hyginus, Fab. 192). They lamented him so bitterly that Zeus, out of compassion, changed them into stars — five into the Hyades, at the head of the constellation of the Bull, the remainder into the Pleiades. Their name is derived from the fact that the rainy season commenced when they rose at the same time as the sun (May 7-21); the original conception of them is that of the fertilizing principle of moisture. The Romans derived the name from 5$ (pig), and translated it by Suculae (Cicero, De nat. deorum, ii. 43). HYATT, ALPHEUS (1838-1902), American naturalist, was born at Washington, D.C., on the sth of April 1838. From 1858 to 1862 he studied at Harvard, where he had Louis Agassiz for his master, and in 1863 he served as a volunteer in the Civil War, attaining the rank of captain. In 1867 he was appointed curator of the Essex Institute at Salem, and in 1870 became professor of zoology and palaeontology at the Massachusetts Institute of Technology (resigned 1888), and custodian of the Boston Society of Natural History (curator in 1881). In 1886 he was appointed assistant for palaeontology in the Cambridge museum of comparative anatomy, and in 1889 was attached to the United States Geological Survey as palaeontologist for the Trias and Jura. He was the chief founder of the American Society of Naturalists, of which he acted as first president in 1883, and he also took a leading part in establishing the marine biological laboratories at Annisquam and Woods Hole, Mass. He died at Cambridge on the isth of January 1902. His works include Observations on Fresh-water Polyzoa (1866); Fossil Cephalopods of the Museum of Comparative Zoology (1872); Revision of North American Porifera (1875—1877); Genera of Fossil Cephalopoda (1883); Larval Theory of the Origin of Cellular Tissue (1884); Genesis of the Arietidae (1889); and Phytogeny of an ac- quired characteristic (1894). He wrote the section on Cephalopoda in Karl von Zittel's Paldontologie (1900), and his well-known study on the fossil pond snails of Steinheim (" The Genesis of the Tertiary Species of Planorbis at Steinheim ") appeared in the Memoirs of the Boston Natural History Society in 1880. He was one of the founders and editors of the American Naturalist. HYBLA, the name of several cities in Sicily. The best known historically, though its exact site is uncertain, is Hybla Major, near (or by some supposed to be identical with) Megara Hyblaea (q.v.): another Hybla, known as Hybla Minor or Galeatis, is represented by the modern Paterno; while the site of Hybla Heraea is to be sought near Ragusa. HYBRIDISM. The Latin word hybrida, hibrida or ibrida has been assumed to be derived from the Greek u/3p«, an insult or outrage, and a hybrid or mongrel has been supposed to be an outrage on nature, an unnatural product. As a general rule animals and plants belonging to distinct species do not produce offspring when crossed with each other, and the term hybrid has been employed for the result of a fertile cross between individuals of different species, the word mongrel for the more common result of the crossing of distinct varieties. A closer scrutiny of the facts, however, makes the term hybridism less isolated and more vague. The words species and genus, and still more subspecies and variety, do not correspond with clearly marked and sharply defined zoological categories, and no exact line can be drawn between the various kinds of crossings from those between individuals apparently identical to those belonging to genera universally recognized as distinct. Hybridism therefore grades into mongrelism, mongrelism into cross-breeding, and cross- breeding into normal pairing, and we can say little more than that the success of the union is the more unlikely or more un- natural the further apart the parents are in natural affinity. The interest in hybridism was for a long time chiefly of a practical nature, and was due to the fact that hybrids are often found to present characters somewhat different from those of either parent. The leading facts have been known in the case of the horse and ass from time immemorial. The earliest recorded observation of a hybrid plant is by J. G. Gmelin towards the end of the 1 7th century; the next is that of Thomas Fairchild, who in the second decade of the i8th century, produced the cross which is still grown in gardens under the name of " Fairchild's Sweet William." Linnaeus made many experiments in the cross-fertilization of plants and produced several hybrids, but Joseph Gottlieb Kolreuter (1733-1806) laid the first real founda- tion of our scientific knowledge of the subject. Later on Thomas Andrew Knight, a celebrated English horticulturist, devoted much successful labour to the improvement of fruit trees and vegetables by crossing. In the second quarter of the igth century C. F. Gartner made and published the results of a number of experiments that had not been equalled by any earlier worker. Next came Charles Darwin, who first in the Origin of Species, and later in Cross and Self-Fertilizalion of Plants, subjected the whole question to a critical examination, reviewed the known facts and added many to them. Darwin's conclusions were summed up by G. J. Romanes in the 9th edition of this Encyclopaedia as follows : — • 1. The laws governing the production of hybrids are identical, or nearly identical, in the animal and vegetable kingdoms. 2. The sterility which so generally attends the crossing of two specific forms is to be distinguished as of two kinds, which, although HYBRIDISM often confounded by naturalists, are in reality quite distinct. For the sterility may obtain between the two parent species when first crossed, or it may first assert itself in their hybrid progeny. In the latter case the hybrids, although possibly produced without any appearance of infertility on the part of their parent species, neverthe- less prove more or less infertile among themselves, and also with members of either parent species. 3. The degree of both kinds of infertility varies in the case of different species, and in that of their hybrid progeny, from absolute sterility up to complete fertility. Thus, to take the case of plants, " when pollen from a plant of one family is placed on the stigma of a plant of a distinct family, it exerts no more influence than so much inorganic dust. From this absolute zero of fertility, the pollen of different species, applied to the stigma of some one species of the same genus, yields a perfect gradation in the number of seeds produced, up to nearly complete, or even quite complete, fertility ; so, in hybrids themselves, there are some which never have produced, and probably never would produce, even with the pollen of the pure parents, a single fertile seed ; but in some of these cases a first trace of fertility may be detected, by the pollen of one of the pure parent species causing the flower of the hybrid to wither earlier than it otherwise would have done; and the early withering of the flower is well known to be a sign of incipient fertilization. From this extreme degree of sterility we have self-fertilized hybrids producing a greater and greater number of seeds up to perfect fertility." 4. Although there is, as a rule, a certain parallelism, there is no fixed relation between the degree of sterility manifested by the parent species when crossed and that which is manifested by their hybrid progeny. There are many cases in which two pure species can be crossed with unusual facility, while the resulting hybrids are remarkably sterile; and, contrariwise, there are species which can only be crossed with extreme difficulty, though the hybrids, when produced, are very fertile. Even within the limits of the same genus, these two opposite cases may occur. 5. When two species are reciprocally crossed, i.e. male A with female B, and male B with female A, the degree of sterility often differs greatly in the two cases. The sterility of the resulting hybrids may differ likewise. 6. The degree of sterility of first crosses and of hybrids runs, to a certain extent, parallel with the systematic affinity of the forms which are united. " For species belonging to distinct genera can rarely, and those belonging to distinct families can never, be crossed. The parallelism, however, is far from complete; for a multitude of closely allied species will not unite, or unite with extreme difficulty, whilst other species, widely different from each other, can be crossed with perfect facility. Nor does the difficulty depend on ordinary constitutional differences; for annual and perennial plants, decidu- ous and evergreen trees, plants flowering at different seasons, in- habiting different stations, and naturally living under the most opposite climates, can often be crossed with ease. The difficulty or facility apparently depends exclusively on the sexual constitution of the species which are crossed, or on their sexual elective affinity." There are many new records as to the production of hybrids. Horticulturists have been extremely active and successful in their attempts to produce new flowers or new varieties of vege- tables by seminal or graft-hybrids, and any florist's catalogue or the account of any special plant, such as is to be found in Foster- Melliar's Book of the Rose, is in great part a history of successful hybridization. Much special experimental work has been done by botanists, notably by de Vries, to the results of whose experi- ments we shall recur. Experiments show clearly that the obtaining of hybrids is in many cases merely a matter of taking sufficient trouble, and the successful crossing of genera is not infrequent. Focke, for instance, cites cases where hybrids were obtained between Brassica and Raphanus, Galium and Asperula, Campanula and Phyteuma, Verbascum and Celsia. Among animals, new records and new experiments are almost equally numerous. Boveri has crossed Echinus microtuberculatus_ with Sphaerechinus granularis. Thomas Hunt Morgan even obtained hybrids between Asterias, a starfish, and Arbacia, a sea-urchin, a cross as remote as would be that between a fish and a mammal. Vernon got many hybrids by fertilizing the eggs of Strongylocentrotus lividus with the sperm of Sphaerechinus granularis. Standfuss has carried on an enormous series of experiments with Lepidopterous insects, and has obtained a very large series of hybrids, of which he has kept careful record. Lepidopterists generally begin to suspect that many curious forms offered by dealers as new species are products got by crossing known species. Apello has succeeded with Teleostean fish; Gebhardt and others with Amphibia. Elliot and Suchetet have studied carefully the question of hybridization occurring normally among birds, and have got together a very large body of evidence. Among the cases cited by Elliot the most striking are that of the hybrid between Colaptes cafer and C. auratus, which occurs over a very wide area of North America and is known as C. hybridus, and the hybrid between Euplocamus lineatus and E. horsfieldi, which appears to be common in Assam. St M. Podmore has produced successful crosses between the wood-pigeon (Columba palumbus) and a domesticated variety of the rock pigeon (C. livia). Among mammals noteworthy results have been obtained by Professor Cossar Ewart, who has bred nine zebra hybrids by crossing mares of various sizes with a zebra stallion, and who has studied in addition three hybrids out of zebra mares, one sired by a donkey, the others by ponies. Crosses have been made between the common rabbit (Lepus cuniculus) and the guinea-pig (Cavia cobaya), and examples of the results have been exhibited in the Zoological Gardens of Sydney, New South Wales. The Carnivora generally are very easy to hybridize, and many successful experiments have been made with animals in captivity. Karl Hagenbeck of Hamburg has produced crosses between the lion (Felis leo) and the tiger (F. tigris). What was probably a " tri-hybrid " in which lion, leopard and jaguar were mingled was exhibited by a London show- man in 1908. Crosses between various species of the smaller cats have been fertile on many occasions. The black bear ( Ursus ameri- canus) and the European brown bear (U. arctos) bred in the London Zoological Gardens in 1 859, but the three cubs did not reach maturity. Hybrids between the brown bear and the grizzly-bear ( U. horribilis) have been produced in Cologne, whilst at Halle since 1874 a series of successful matings of polar (U. maritimus) and brown bears have been made. Examples of these hybrid bears have been exhibited by the London Zoological Society. The London Zoological Society has also successfully mated several species of antelopes, for instance, the water-bucks Kobus ettipsiprymnus and K. unctuosus, and Selous's antelope Limnotragus selousi with L. grains. The causes militating against the production of hybrids have also received considerable attention. Delage, discussing the question, states that there is a general proportion between sexual attraction and zoological affinity, and in many cases hybrids are not naturally produced simply from absence of the stimulus to sexual mating, or .because of preferential mating within the species or variety. In addition to differences of habit, temperament, time of maturity, and so forth, gross structural differences may make mating impossible. Thus Escherick contends that among insects the peculiar structure of the genital appendages makes cross-impregnation impossible, and there is reason to believe that the specific peculiarities of the modified sexual palps in male spiders have a similar result. The difficulties, however, may not exist, or may be overcome by experiment, and frequently it is only careful management that is required to produce crossing. Thus it has been found that when the pollen of one species does not succeed in fertilizing the ovules of another species, yet the reciprocal cross may be successful ; that is to say, the pollen of the second species may fertilize the ovules of the first. H. M. Vernon, working with sea-urchins, found that the obtaining of hybrids depended on the relative maturity of the sexual products. The difficulties in crossing apparently may ex- tend to the chemiotaxic processes of the actual sexual cells. Thus when the spermatozoa of an urchin were placed in a drop of sea- water containing ripe eggs of an urchin and of a starfish, the former eggs became surrounded by clusters of the male cells, while the latter appeared to exert little attraction for the alien germ-cells. Finally, when the actual impregnation of the egg is possible naturally, or has been secured by artificial means, the development of the hybrid may stop at an early stage. Thus hybrids between the urchin and the starfish, animals belonging to different classes, reached only the stage of the pluteus larva. A. D. Apello, experimenting with Teleostean fish, found that very often impregnation and segmenta- tion occurred, but that the development broke down immediately afterwards. W. Gebhardt, crossing Rana esculenta with R. arvalis, found that the cleavage of the ovum was normal, but that ab- normality began with the gastrula, and that development soon stopped. In a very general fashion there appears to be a parallel between the zoological affinity and the extent to which the incomplete development of the hybrid proceeds. As to the sterility of hybrids inter se, or with either of the parent forms, information is still wanted. Delage, summing up the evidence in a general way, states that mongrels are more fertile and stronger than their parents, while hybrids are at least equally hardy but less fertile. While many of the hybrid products of horticulturists are certainly infertile, others appear to be indefinitely fertile. Focke, it is true, states that the hybrids between Primula auricula and P. hirsuta are fertile for many generations, but not indefinitely so; but, while this may be true for the particular case, there seems no reason to doubt that many plant hybrids are quite fertile. In the case of animals the evidence is rather against fertility. Standfuss, who has made experiments lasting over many years, and who has dealt with many genera of Lepidoptera, obtained no fertile hybrid females, although he found that hybrid males paired readily and successfully with pure-bred females of the parent races. Elliot, 28 HYBRIDISM dealing with birds, concluded that no hybrids were fertile with one another beyond the second generation, but thought that they were fertile with members of the parent races. Wallace, on the other hand, cites from Quatrefages the case of hybrids between the moths Bombyx cynthia and B. arrindia, which were stated to be fertile inter se for eight generations. He also states that hybrids between the sheep and goat have a limited fertility inter se. Charles Darwin, however, had evidence that some hybrid pheasants were completely fertile, and he himself interbred the progeny of crosses between the common and Chinese geese, whilst there appears to be no doubt as to the complete fertility of the crosses between many species of ducks, J. L. Bonhote having interbred in various crosses for several genera- tions the mallard (Anas boschas), the Indian spot-bill duck (A. poecilorhyncha), the New Zealand grey duck (A. superciliosa) and the pin-tail (Dafila acuta). Podmore's pigeon hybrids were fertile inter se, a specimen having been exhibited at the London Zoological Gardens. The hybrids between the brown and polar bears bred at Halle proved to be fertile, both with one of the parent species and with one another. Cornevin and Lesbre state that in 1873 an Arab mule was fertilized in Africa by a stallion, and gave birth to female offspring which she suckled. All three were brought to the Jardin d'Acclimatation in Paris, and there the mule had a second female colt to the same father, and subsequently two male colts in succession to an ass and to a stallion. The female progeny were fertilized, but their offspring were feeble and died at birth. Cossar Ewart gives an account of a recent Indian case in which a female mule gave birth to a male colt. He points out, however, that many mistakes have been made about the breeding of hybrids, and is not altogether inclined to accept this supposed case. Very little has been published with regard to the most important question, as to the actual condition of the sexual organs and cells in hybrids. There does not appear to be gross anatomical defect to account for the infertility of hybrids, but microscopical examination in a large number of cases is wanted. Cossar Ewart, to whom indeed much of the most interesting recent work on hybrids is due, states that in male zebra-hybrids the sexual cells were immature, the tails of the spermatozoa being much shorter than those of the similar cells in stallions and zebras.' He adds, however, that the male hybrids he examined were young, and might not have been sexually mature. He examined microscopically the ovary of a female zebra-hybrid and found one large and several small Graafian follicles, in all respects similar to those in a normal mare or female zebra. A careful study of the sexual organs in animal and plant hybrids is very much to be desired, but it may be said that so far as our present knowledge goes there is not to be expected any obvious microscopical cause of the relative infertility of hybrids. The relative variability of hybrids has received considerable attention from many writers. Horticulturists, as Bateson has written, are " aware of the great and striking variations which occur in so many orders of plants when hybridization is effected." The phrase has been used " breaking the constitution of a plant " to indicate the effect produced in the offspring of a hybrid union, and the device is frequently used by those who are seeking for novelties to introduce on the market. It may be said generally that hybrids are variable, and that the products of hybrids are still more variable. J. L. Bonhote found extreme variations amongst his hybrid ducks. Y. Delage states that in reciprocal crosses there is always a marked tendency for the offspring to resemble the male parents; he quotes from Huxley that the mule, whose male parent is an ass, is more b'ke the ass, and that the hinny, whose male parent is a horse, is more like the horse. Standfuss found among Lepidoptera that males were produced much more often than females, and that these males paired readily. The freshly hatched larvae closely resembled the larvae of the female parent, but in the course of growth the resemblance to the male increased, the extent of the final approximation to the male depending on the relative phylogenetic age of the two parents, the parent of the older species being prepotent. In reciprocal pairing, he found that the male was able to transmit the characters of the parents in a higher degree. Cossar Ewart, in relation to zebra hybrids, has discussed the matter of resemblance to parents in very great detail, and fuller information must be sought in his writings. He shows that the wild parent is not necessarily prepotent, although many writers have urged that view. He described three hybrids bred out of a zebra mare by different horses, and found in all cases that the resemblance to the male or horse parent was more profound. Similarly, zebra-donkey hybrids out of zebra mares bred in France and in Australia were in characters and disposition far more like the donkey parents. The results which he obtained in the hybrids which he bred from a zebra stallion and different mothers were more variable, but there was rather a balance in favour of zebra disposition and against zebra shape and marking. " Of the nine zebra-horse hybrids I have bred," he says, " only two in their make and disposition take decidedly after the wild parent. As explained fully below, all the hybrids differ profoundly in the plan of their markings from the zebra, while in their ground colour they take after their respective dams or the ancestors of their dams far more than after the zebra — the hybrid out of the yellow and white Iceland pony, e.g. instead of being light in colour, as I anticipated, is for the most part of a dark dun colour, with but indistinct stripes. The hoofs, mane and tail of the hybrids are at the most intermediate, but this is perhaps partly owing to reversion towards the ancestors of these respective dams. In their disposition and habits they all undoubtedly agree more with the wild sire." Ewart's experiments and his discussion of them also throw important light on the general relation of hybrids to their parents. He found that the coloration and pattern of his zebra hybrids resembled far more those of the Somali or Grevy's zebra than those of their sire — a Burchell's zebra. In a general discussion of the stripings of horses, asses and zebras, he came to the conclusion that the Somali zebra represented the older type, and that therefore his zebra hybrids furnished important evidence of the effect of crossing in producing reversion to ancestral type. The same subject has of course been discussed at length by Darwin, in relation to the cross-breeding of varieties of pigeons; but the modern experimentalists who are following the work of Mendel interpret reversion differently (see MENDELISM). Graft-Hybridism. — It is well known that, when two varieties or allied species are grafted together, each retains its distinctive characters. But to this general, if not universal, rule there are on record several alleged exceptions, in which either the scion is said to have partaken of the qualities of the stock, the stock of the scion, or each to have affected the other. Supposing any of these influences to have been exerted, the resulting product would deserve to be called a graft-hybrid. It is clearly a matter of great interest to ascertain whether such formation of hybrids by grafting is really possible; for, if even one instance of such formation could be unequivocally proved, it would show that sexual and asexual reproduction are essentially identical. The cases of alleged graft-hybridism are exceedingly few, con- sidering the enormous number of grafts that are made every year by horticulturists, and have been so made for centuries. Of these cases the most celebrated are those of Adam's laburnum (Cytisus Adami) and the bizzarria orange. Adam's laburnum is now flourishing in numerous places throughout Europe, all the trees having been raised as cuttings from the original graft, which was made by inserting a bud of the purple laburnum into a stock of the yellow. M. Adam, who made the graft, has left on record that from it there sprang the existing hybrid. There can be no question as to the truly hybrid character of the latter — all the peculiarities of both parent species being often blended in the same raceme, flower or even petal; but until the experiment shall have been successfully repeated there must always remain a strong suspicion that, notwithstanding the assertion and doubt- less the belief of M. Adam, the hybrid arose as a cross in the ordinary way of seminal reproduction. Similarly, the bizzarria orange, which is unquestionably a hybrid between the bitter orange and the citron — since it presents the remarkable spectacle of these two different fruits blended into one — is stated by the gardener who first succeeded in producing it to have arisen as a graft-hybrid; but here again a similar doubt, similarly due to the need of corroboration, attaches to the statement. And the same remark applies to the still more wonderful case of the so-called trifacial orange, which blends three distinct kinds of fruit in one, and which is said to have been produced by artificially splitting and uniting the seeds taken from the three distinct species, the fruits of which now occur blended in the triple hybrid. The other instances of alleged graft-hybridism are too numer- ous to be here noticed in detail; they refer to jessamine, ash, hazel, vine, hyacinth, potato, beet and rose. Of these the cases of the vine, beet and rose are the strongest as evidence of graft- hybridization, from the fact that some of them were produced HYDANTOIN 29 as the result of careful experiments made by very competent experimentalists. On the whole, the results of some of these experiments, although so few in number, must be regarded as making out a strong case in favour of the possibility of graft- hybridism. For it must always be remembered that, in experi- ments of this kind, negative evidence, however great in amount, may be logically dissipated by a single positive result. Theory of Hybridism. — Charles Darwin was interested in hybridism as an experimental side of biology, but still more from the bearing of the facts on the theory of the origin of species. It is obvious that although hybridism is occasionally possible as an exception to the general infertility of species inter se, the exception is still more minimized when it is re- membered that the hybrid progeny usually display some degree of sterility. The main facts of hybridism appear to lend support to the old doctrine that there are placed between all species the barriers of mutual sterility. The argument for the fixity of species appears still stronger when the general infertility of species crossing is contrasted with the general fertility of the crossing of natural and artificial varieties. Darwin himself, and afterwards G. J. Romanes, showed, however, that the theory of natural selection did not require the possibility of the commingling of specific types, and that there was no reason to suppose that the mutation of species should depend upon their mutual crossing. There existed more than enough evidence, and this has been added to since, to show that infertility with other species is no criterion of a species, and that there is no exact parallel between the degree of affinity between forms and their readiness to cross. The problem of hybridism is no more than the explanation of the generally reduced fertility of remoter crosses as compared with the generally increased fertility of crosses between organisms slightly different. Darwin considered and rejected the view that the inter-sterility of species could have been the result of natural selection. " At one time it appeared to me probable," he wrote (Origin of Species, 6th ed. p. 247), " as it has to others, that the sterility of first crosses and of hybrids might have been slowly acquired through the natural selection of slightly lessened degrees of fertility, which, like any other variation, spontaneously appeared in certain indi- viduals of one variety when crossed with those of another variety. For it would clearly be advantageous to two varieties or incipient species if they could be kept from blending, on the same principle that, when man is selecting at the same time two varieties, it is necessary that he should keep them separate. In the first place, it may be remarked that species inhabiting distinct regions are often sterile when crossed ; now it could clearly have been of no advantage to such separated species to have been rendered mutually sterile and, consequently, this could not have been effected through natural selection; but it may perhaps be argued that, if a species were rendered sterile with some one compatriot, sterility with other species would follow as a necessary contingency. In the second place, it is almost as much opposed to the theory of natural selection as to that of special creation, that in reciprocal crosses the male element of one form should have been rendered utterly impotent on a second form, whilst at the same time the male element of this second form is enabled freely to fertilize the first form; for this peculiar state of the reproductive system could hardly have been advantage- ous to either species." Darwin came to the conclusion that the sterility of crossed species must be due to some principle quite independent of natural selection. In his search for such a principle he brought together much evidence as to the instability of the reproductive system, pointing out in particular how frequently wild animals in captivity fail to breed, whereas some domesticated races have been so modified by confinement as to be fertile together although they are descended from species probably mutually infertile. He was disposed to regard the phenomena of differential sterility as, so to speak, by-products of the process of evolution. G. J. Romanes afterwards developed his theory of physiological selection, in which he supposed that the appearance of differential fertility within a species was the starting-point of new species; certain individuals by becoming fertile only inter se proceeded along lines of modification diverging from the lines followed by other members of the species. Physiological selection in fact would operate in the same fashion as geographical isolation; if a portion of a species separated on an island tends to become a new species, so also a portion separated by infertility with the others would tend to form a new species. According to Romanes, therefore, mutual infertility was the starting-point, not the result, of specific modification. Romanes, however, did not associate his interesting theory with a sufficient number of facts, and it has left little mark on the history of the subject. A. R. Wallace, on the other hand, has argued that sterility between incipient species may have been increased by natural selection in the same fashion as other favourable variations are supposed to have been accumulated. He thought that " some slight degree of infertility was a not infrequent accompaniment of the external differences which always arise in a state of nature between varieties and incipient species." Weismann concluded, from an examination of a series of plant hybrids, that from the same cross hybrids of different character may be obtained, but that the characters are determined at the moment of fertilization; for he found that all the flowers, on the same hybrid plant resembled one another in the minutest details of colour and pattern. Darwin already had pointed to the act of fertilization as the determining point, and it is in this direction that the theory of hybridism has made the greatest advance. The starting-point of the modern views comes from the experiments and conclusions on plant hybrids made by Gregor Mendel and published in 1865. It is uncertain if Darwin had paid attention to this work; Romanes, writing in the pth edition of this Encyclopaedia, cited it without comment. First H. de Vries, then W. Bateson and a series of observers returned to the work of Mendel (see MENDELISM), and made it the foundation of much experimental work and still more theory. It is still too soon to decide if the confident predictions of the Mendelians are justified, but it seems clear that a combination of Mendel's numerical results with Weismann's (see HEREDITY) conception of the paniculate character of the germ-plasm, or hereditary material, is at the root of the phenomena of hybridism, and that Darwin was justified in supposing it to lie outside the sphere of natural selection and to be a fundamental fact of living matter. AUTHORITIES. — Apello, " tJber einige Resultate der Kreuz- befruchtung bei Knochenfischen," Bergens mus. aarbog (1894) ; Bateson, " Hybridization and Cross-breeding," Journal of the Royal Horticultural Society (1900) ; J. L. Bonhote, " Hybrid Ducks," Proc. Zool. Soc. of London (1905), p. 147; Boveri, article " Befruchtung," in Ergebnisse der Anatomic und Entwickelungsgeschichte von Merkel und Bonnet, i. 385-485; Cornevin et Lesbre, " Etude sur un hybride issu d'une mule fficonde et d'un cheval," Rev. Sci. li. 144; Charles Darwin, Origin of Species (1859), The Effects of Cross and Self- Fertilization in the Vegetable Kingdom (1878); Delage, La Structure du protoplasma et les theories sur I'heredite (1895, with a literature); de Vries, " The Law of Disjunction of Hybrids," Comptes rendus (1900), p. 845; Elliot, Hybridism; Escherick, " Die biologische Bedeutung der Genitalabhange der Insecten," Verh. z. B. Wien, xlii. 225; Ewart, The Ptnycuik Experiments (1899); Focke, Die Pflanzen-Mischlinge (1881); Foster-Melliar, The Book of the Rose (1894); C. F. Gaertner, various papers in Flora, 1828, 183,1, 1832, 1833, 1836, 1847, on " Bastard-Pflanzen " ; Gebhardt, " Uber die Bastardirung von Rana esculenta mit R. arvalis," Inaug. Dissert. (Breslau, 1894); G. Mendel, " Versuche tiber Pflanzen-Hybriden," Verh. Natur. Vereins in Briinn (1865), pp. 1-52; Morgan, " Experi- mental Studies," Anal. Am. (1893), p. 141; id. p. 803; G. J. Romanes, " Physiological Selection," Jour. Linn. Soc. xix. 337; H. Scherren, Notes on Hybrid Bears," Proc. Zool. Soc. of London (1907), p. 431; Saunders, Proc. Roy. Soc. (1897), Ixii. n; Standfuss, " Etudes de zoologie expeYimentale," Arch. Sci. Nat. vi. 495; Suchetet, "Les Oiseaux hybrides rencontre's a I'Stat sauvage," Mem. Soc. Zool. v. 253-525, and vi. 26-45; Vernon, " The Relation between the Hybrid and Parent Forms of Echinoid Larvae," Proc. Roy. Soc. Ixv. 350; Wallace, Darwinism (1889); Weismann, The Germ-Plasm (1893). (P. C. M.) HYDANTOIN (glycolyl urea), C3H4N202 or the ureide of glycollic acid, may be obtained by heating allantoin or alloxan with hydriodic acid, or by heating bromacetyl urea with alcoholic ammonia. It crystallizes in needles, melting at 216° C. When hydrolysed with baryta water yields hydantoic HYDE (FAMILY)— HYDE 3° (glycoluric) acid,H2N-CO-NH-CH2-CO2H, which is readily soluble in hot water, and on heating with hydriodic acid decomposes into ammonia, carbon dioxide and glycocoll, CHj-NHj-COrH. Many substituted hydantoins are known; the a-alkyl hydantoins are formed on fusion of aldehyde- or ketone-cyanhydrins with urea, the |8-alkyl hydantoins from the fusion of mono-alkyl glycocolls with urea, and the -y-alkyl hydantoins from the action of alkalis and alkyl iodides on the a-compounds. 7-Methyl hydantoin has been obtained as a splitting product of caffeine (E. Fischer, Ann., 1882, 215, p. 253). HYDE, the name of an English family distinguished in the 1 7th century. Robert Hyde of Norbury, Cheshire, had several sons, of whom the third was Lawrence Hyde of Gussage St Michael, Dorsetshire. Lawrence's son Henry was father of Edward Hyde, earl of Clarendon (q.v.), whose second son by his second wife was Lawrence, earl of Rochester (q.v.) ; another son was Sir Lawrence Hyde, attorney-general to Anne of Denmark, James I.'s consort; and a third son was Sir Nicholas Hyde (d. 1631), chief-justice of England. Sir Nicholas entered parlia- ment in 1601 and soon became prominent as an opponent of the court, though he does not appear to have distinguished himself in the law. Before long, however, he deserted the popular party, and in 1626 he was employed by the duke of Buckingham in his defence to impeachment by the Commons; and in the following year he was appointed chief-justice of the king's bench, in which office it fell to him to give judgment in the celebrated case of Sir Thomas Darnell and others who had been committed to prison on warrants signed by members of the privy council, which contained no statement of the nature of the charge against the prisoners. In answer to the writ of habeas corpus the attorney- general relied on the prerogative of the crown, supported by a precedent of Queen. Elizabeth's reign. Hyde, three other judges concurring, decided in favour of the crown, but without going so far as to declare the right of the crown to refuse in- definitely to show cause against the discharge of the prisoners. In 1629 Hyde was one of the judges who condemned Eliot, Holies and Valentine for conspiracy in parliament to resist the king's orders; refusing to admit their plea that they could not be called upon to answer out of parliament for acts done in parliament. Sir Nicholas Hyde died in August 1631. Sir Lawrence Hyde, attorney-general to Anne of Denmark, had eleven sons, four of whom were men of some mark. Henry was an ardent royalist who accompanied Charles II. to the continent, and returning to England was beheaded in 1650; Alexander (1598-1667) became bishop of Salisbury in 1665; Edward (1607-1659) was a royalist divine who was nominated dean of Windsor in 1658, but died before taking up the appoint- ment, and who was the author of many controversial works in Anglican theology; and Robert (1595-1665) became recorder of Salisbury and represented that borough in the Long Parliament, in which he professed royalist principles, voting against the attainder of Strafford. Having been imprisoned and deprived of his 'recordership by the parliament in 1645/6, Robert Hyde gave refuge to Charles II. on his flight from Worcester in 1651 and on the Restoration he was knighted and made a judge oi the common pleas. He died in 1665. Henry Hyde (1672-1753) only son of Lawrence, earl of Rochester, became 4th earl ol Clarendon and 2nd earl of Rochester, both of which titles became extinct at his death. He was in no way distinguished, but his wife Jane Hyde, countess of Clarendon and Rochester (d. 1725) was a famous beauty celebrated by the homage of Swift, Prior anc Pope, and by the groundless scandal of Lady Mary Wortley Montagu. Two of her daughters, Jane, countess of Essex, anc Catherine, duchess of Queensberry, were also famous beauties of the reign of Queen Anne. Her son, Henry Hyde (1710-1753) known as Viscount Cornbury, was a Tory and Jacobite membei of parliament, and an intimate friend of Bolingbroke, who addressed to him his Letters on the Study and Use of History, anc On the Spirit of Patriotism. In 1750 Lord Cornbury was created Baron Hyde of Hindon, but, as he predeceased his father, thi title reverted to the latter and became extinct at his death Lord Cornbury was celebrated as a wit and a conversationalist. By his will he bequeathed the papers of his great-grandfather, ,ord Clarendon, the historian, to the Bodleian Library at Oxford. See Lord Clarendon, The Life of Edward, Earl of Clarendon (3 vols., Oxford, 1827); Edward Foss, The Judges of England (London, 848-1864); Anthony a Wood, Athenae oxonienses (London, 1813- .820); Samuel Pepys, Diary and Correspondence, edited by Lord Braybrooke (4 vols., London, 1854). HYDE, THOMAS (1636-1703), English Orientalist, was born at Billingsley, near Bridgnorth, in Shropshire, on the 29th of une 1636. He inherited his taste for linguistic studies, and received his first lessons in some of the Eastern tongues, from lis father, who was rector of the parish. In his sixteenth year lyde entered King's College, Cambridge, where, under Wheelock, >rofessor of Arabic, he made rapid progress in Oriental languages, >o that, after only one year of residence, he was invited to London .o assist Brian Walton in his edition of the Polyglott Bible. Besides correcting the Arabic, Persic and Syriac texts for that work, Hyde transcribed into Persic characters the Persian translation of the Pentateuch, which had been printed in Hebrew etters at Constantinople in 1546. To this work, which Arch- aishop Ussher had thought well-nigh impossible even for a native of Persia, Hyde appended the Latin version which accom- panies it in the Polyglolt. In 1658 he was chosen Hebrew reader at Queen's College, Oxford, and in 1659, in consideration of his erudition in Oriental tongues, he was admitted to the degree of M.A. In the same year he was appointed under-keeper of the Bodleian Library, and in 1665 librarian-in-chief. Next year he was collated to a prebend at Salisbury, and in 1673 to the arch- deaconry of Gloucester, receiving the degree of D.D. shortly afterwards. In 1691 the death of Edward Pococke opened up to Hyde the Laudian professorship of Arabic; and in 1697, on the deprivation of Roger Altham, he succeeded to the regius chair of Hebrew and a canonry of Christ Church. Under Charles II., James II. and William III. Hyde discharged the duties of Eastern interpreter to the court. Worn out by his unremitting labours, he resigned his librarianship in 1701, and died at Oxford on the i8th of February 1703. Hyde, who was one of the first to direct attention to the vast treasures of Oriental antiquity, was an excellent classical scholar, and there was hardly an Eastern tongue accessible to foreigners with which he was not familiar. He had even acquired Chinese, while his writings are the best testimony to his mastery of Turkish, Arabic, Syriac, Persian, Hebrew and Malay. In his chief work, Historia religionis veterum Persarum (1700), he made the first attempt to correct from Oriental sources the errors of the Greek and Roman historians who had described the religion of the ancient Persians. His other writings and transla- tions comprise Tabulae longitudinum el latitudinum stellarum fixarum ex obseroatione principis Ulugh Beighi (1665), to which his notes have given additional value; Quatuor evangelia el acta apostolorum lingua Malaica, caracteribus Europaeis (1677); Epistola de mensuris el ponderibus serum sive sinensium (1688), appended to Bernard's De mensuris el ponderibus antiquis; Abraham Peritsol itinera mundi (1691); and De ludis orienlalibus libri II. (1694). With the exception of the Historia religionis, which was repub- lished by Hunt and Costard in 1760, the writings of Hyde, including some unpublished MSS., were collected and printed by Dr Gregory Sharpe in 1767 under the title Syntagma dissertationum quas olim. . . Thomas Hyde separatim edidit. There is a life of the author pre- fixed. Hyde also published a catalogue of the Bodleian Library in 1674. HYDE, a market town and municipal borough in the Hyde parliamentary division of Cheshire, England, 7! m. E. of Man- chester, by the Great Central railway. Pop. (1901) 32.?66. It lies in the densely populated district in the north-east of the county, on the river Tame, which here forms the boundary of Cheshire with Lancashire. To the east the outlying hills of the Peak district of Derbyshire rise abruptly. The town has cotton weaving factories, spinning mills, print-works, iron foundries and machine works; also manufactures of hats and margarine. , There are extensive coal mines in the vicinity. Hyde is wholly 1 of modern growth, though it contains a few ancient houses, such HYDE DE NEUVILLE— HYDERABAD as Newton Hall, in the part of the town so called. The old family of Hyde held possession of the manor as early as the reign of John. The borough, incorporated in 1881, is under a mayor, 6 aldermen and 18 councillors. Area, 3081 acres. HYDE DE NEUVILLE, JEAN GUILLAUME, BARON (1776- 1857), French politician, was born at La Charite-sur-Loire (Nievre) on the 24th of January 1776, the son of Guillaume Hyde, who belonged to an English family which had emigrated with the Stuarts after the rebellion of 1745. He was only seven- teen when he successfully defended a man denounced by Fouche before the revolutionary tribunal of Nevers. From 1 793 onwards he was an active agent of the exiled princes; he took part in the Royalist rising in Berry in 1796, and after the coup d'etat of the 1 8th Brumaire (November 9, 1799) tried to persuade Bonaparte to recall the Bourbons. An accusation of complicity in the infernal machine conspiracy of 1800-1801 was speedily retracted, but Hyde de Neuville retired to the United States, only to return after the Restoration. He was sent by Louis XVIII. to London to endeavour to persuade the British government to transfer Napoleon to a remoter and safer place of exile than the isle of Elba, but the negotiations were cut short by the emperor's return to France in March 1815. In January 1816 de Neuville became French ambassador at Washington, where he negotiated a commercial treaty. On his return in 1821 he declined the Constantinople embassy, and in November 1822 was elected deputy for Cosne. Shortly afterwards he was appointed French ambassador at Lisbon, where his efforts to oust British influence culminated, in connexion with the coup d'etat of Dom Miguel (April 30, 1824), in his suggestion to the Portuguese minister to invite the armed intervention of Great Britain. It was assumed that this would be refused, in view of the loudly proclaimed British principle of non-intervention, and that France would then be in a position to undertake a duty that Great Britain had declined. The scheme broke down, however, owing to the atti- tude of the reactionary party in the government of Paris, which disapproved of the Portuguese constitution. This destroyed his influence at Lisbon, and he returned to Paris to take his seat in the Chamber of Deputies. In spite of his pronounced Royalism, he now showed Liberal tendencies, opposed the policy of Villele's cabinet, and in 1828 became a member of the moderate administration of Martignac as minister of marine. In this capacity he showed active sympathy with the cause of Greek independence. During the Polignac ministry (1829- 1830) he was again in opposition, being a firm upholder of the charter; but after the revolution of July 1830 he entered an all but solitary protest against the exclusion of the legitimate line of the Bourbons from the throne, and resigned his seat. He died in Paris on the 28th of May 1857. His Memoires el souvenirs (3 vols., 1888), compiled from his notes by his nieces, the vicomtesse de Bardonnet and the baronne Lauren- ceau, are of great interest for the Revolution and the Restoration. HYDE PARK, a small township of Norfolk county, Massa- chusetts, U.S.A., about 8 m. S.W. of the business centre of Boston. Pop. (1890) 10,193; (1900) 13,244, of whom 3805 were foreign-born; (1910 census) 15,507. Its area is about 4j sq. m. It is traversed by the New York, New Haven & Hartford railway, which has large repair shops here, and by the Neponset river and smaller streams. The township contains the villages of Hyde Park, Readville (in which there is the famous " Weil " trotting-track), Fairmount, Hazelwood and Clarendon Hills. Until about 1856 Hyde Park was a farmstead. The value of the total factory product increased from $4,383,959 in 1900 to $6,739,307 in 1905, or 53-7%. In 1868 Hyde Park was incorporated as a township, being formed of territory taken from Dorchester, Dedham and Milton. HYDERABAD, or HAIDARABAD, a city and district of British India, in the Sind province of Bombay. The city stands on a hill about 3 m. from the left bank of the Indus, and had a popula- tion in 1901 of 69,378. Upon the site of the present fort is supposed to have stood the ancient town of Nerankot, which in the 8th century submitted to Mahommed bin Kasim. In 1768 the present city was founded by Ghulam Shah Kalhora; and it remained the capital of Sind until 1843, when, after the battle of Meeanee, it was surrendered to the British, and the capital transferred to Karachi. The city is built on the most northerly hills of the Ganga range, a site of great natural strength. In the fort, which covers an area of 36 acres, is the arsenal of the province, transferred thither from Karachi in 1861, and the palaces of the ex-mirs of Sind. An excellent water supply is derived from the Indus. In addition to manufactures of silk, gold and silver embroidery, lacquered ware and pottery, there are three factories for ginning cotton. There are three high schools, training colleges for masters and mistresses, a medical school, an agricultural school for village officials, and a technical school. The city suffered from plague in 1896-1897. The DISTRICT OF HYDERABAD has an area of 8291 sq. m., with a population in 1901 of 989,030, showing an increase of 15% in the decade. It consists of a vast alluvial plain, on the left bank of the Indus, 216 m. long and 48 broad. Fertile along the course of the river, it degenerates towards the east into sandy wastes, sparsely populated, and defying cultivation. The monotony is relieved by the fringe of forest which marks the course of the river, and by the avenues of trees that line the irrigation channels branching eastward from this stream. The south of the district has a special feature in its large natural water-courses (called dhoras) and basin-like shallows (chhaus), which retain the rains for a long time. A limestone range called the Ganga and the pleasant frequency of garden lands break the monotonous landscape. The principal crops are millets, rice, oil-seeds, cotton and wheat, which are dependent on irrigation, mostly from government canals. There is a special manufacture at Hala of glazed pottery and striped cotton cloth. Three railways traverse the district: (i) one of the main lines of the North-Western system, following the Indus valley and crossing the river near Hyderabad; (2) a broad-gauge branch running south to Badin, which will ultimately be extended to Bombay; and (3) a metre-gauge line from Hyderabad city into Rajputana. HYDERABAD, HAIDARABAD, also known as the Nizam's Dominions, the principal native state of India in extent, popula- tion and political importance; area, 82,698 sq. m.; pop. (1901) 11,141,142, showing a decrease of 3-4% in the decade; estimated revenue 4j crores of Hyderabad rupees (£2,500,000). The state occupies a large portion of the eastern plateau of the Deccan. It is bounded on the north and north-east by Berar, on the south and south-east by Madras, and on the west by Bombay. The country presents much variety of surface and feature; but it may be broadly divided into two tracts, dis- tinguished from one another geologically and ethnically, which are locally known from the languages spoken as Telingana and Marathwara. In some parts it is mountainous, wooded and picturesque, in others flat and undulating. The open country includes lands of all descriptions, including many rich and fertile plains, much good land not yet brought under cultivation, and numerous tracts too sterile ever to be cultivated. In the north- west the geological formations are volcanic, consisting principally of trap, but in some parts of basalt; in the middle, southern and south-western parts the country is overlaid with gneissic formations. The territory is well watered, rivers being numerous, and tanks or artificial pieces of water abundant, especially in Telingana. The principal rivers are the Godavari, with its tributaries the Dudna, Manjira and Pranhita; the Wardha, with its tributary the Penganga; and the Kistna, with its tributary the Tungabhadra. The climate may be considered in general good; and as there are no arid bare deserts, hot winds are little felt. More than half the revenue of the state is derived from the land, and the development of the country by irrigation and railways has caused considerable expansion in this revenue, though the rate of increase in the decade 1891-1901 was retarded by a succession of unfavourable seasons. The soil is generally fertile, though in some parts it consists of chilka, a red and gritty mould little fitted for purposes of agriculture. The principal crops are millets of various kinds, rice, wheat, oil-seeds, cotton. HYDERABAD— HYDER ALI tobacco, sugar-cane, and fruits and garden produce in great variety. Silk, known as tussur, the produce of a wild species •of worm, is utilized on a large scale. Lac, suitable for use as a resin or dye, gums and oils are found in great quantities. Hides, raw and tanned, are articles of some importance in commerce. The principal exports are cotton, oil-seeds, country-clothes and hides; the imports are salt, grain, timber, European piece- goods and hardware. The mineral wealth of the state consists of coal, copper, iron, diamonds and gold; but the development of these resources has not hitherto been very successful. The only coal mine now worked is the large one at Singareni, with an annual out-turn of nearly half a million tons. This coal has enabled the nizam's guaranteed state railway to be worked so cheaply that it now returns a handsome profit to the state. It also gives encouragement to much-needed schemes of railway extension, and to the erection of cotton presses and of spinning and weaving mills. The Hyderabad-Godavari railway (opened in 1901) traverses a rich cotton country, and cotton presses have been erected along the line. The currency of the state is based on the kali sikka, which contains approximately the same weight of silver as the British rupee, but its exchange value fell heavily after 1893, when free coinage ceased in the mint. In 1904, however, a new coin (the Mahbubia rupee) was minted; the supply was regulated, and the rate of exchange became about 115 = 100 British rupees. The state suffered from famine during 1000, the total number of persons in receipt of relief rising to nearly 50x3,000 in June of that year. The nizam met the demands for relief with great liberality. The nizam of Hyderabad is the principal Mahommedan ruler in India. The family was founded by Asaf Jah, a distinguished Turkoman soldier of the emperor Aurangzeb, who in 1713 was appointed subahdar of the Deccan, with the title of nizam- ul-mulk (regulator of the state), but eventually threw off the control of the Delhi court. Azaf Jah's death in 1 748 was followed by an internecine struggle for the throne among his descendants, in which the British and the French took part. At one time the French nominee, Salabat Jang, established himself with the help of Bussy. But finally, in 1761, when the British had secured their predominance throughout southern India, Nizam Ali took his place and ruled till 1803. It was he who confirmed the grant of the Northern Circars in 1766, and joined in the two wars against Tippoo Sultan in 1792 and 1799. The additions of territory which he acquired by these wars was afterwards (1800) ceded to the British, as payment for the subsidiary force •which he had undertaken to maintain. By a later treaty in 1853, the districts known as Berar were " assigned " to defray the cost of the Hyderabad contingent. In 1857 when the Mutiny broke out, the attitude of Hyderabad as the premier native state and the cynosure of the Mahommedans in India became a matter of extreme importance; but Afzul-ud-Dowla, the father of the present ruler, and his famous minister, Sir Salar Jang, remained loyal to the British. An attack on the residency was repulsed, and the Hyderabad contingent displayed their loyalty in the field against the rebels. In 1902 by a treaty made by Lord Curzon, Berar was leased in perpetuity to the British government, and the Hyderabad contingent was merged in the Indian army. The nizam Mir Mahbub Ali Khan Bahadur, Asaf Jah, a direct descendant of the famous nizam-ul-mulk, was born on the i8th of August 1866. On the death of his father in 1869 he succeeded to the throne as a minor, and was invested with full powers in 1884. He is notable as the originator of the Imperial Service Troops, which now form the contribution of the native chiefs to the defence of India. On the occasion of the Panjdeh incident in 1885 he made an offer of money and men, and subsequently on the occasion of Queen Victoria's Jubilee in 1887 he offered 20 lakhs (£130,000) annually for three years for the purpose of frontier defence. It was finally decided that the native chiefs should maintain small but well-equipped bodies of infantry and cavalry for imperial defence. For many years past the Hyderabad finances were in a very unhealthy condition; the expenditure consistently outran the revenue, and the nobles, who held their tenure under an obsolete feudal system, vied with each other in ostentatious extravagance. But in 1902, on the revision of the Berar agreement, the nizam received 25 lakhs (£167,000) a year for the rent of Berar, thus substituting a fixed for a fluctuating source of income, and a British financial adviser was appointed for the purpose of reorganizing the resources of the state. See S. H. Bilgrami and C. Willmott, Historical and Descriptive Sketch of the Nizam's Dominions (Bombay, 1883-1884). HYDERABAD or HAIDARABAD, capital of the above state, is situated on the right bank of the river Musi, a tributary of the Kistna, with Golconda to the west, and the residency and its bazaars and the British cantonment of Secunderabad to the north-east. It is the fourth largest city in India; pop. (1901) 448,466, including suburbs and cantonment. The city itself is in shape a parallelogram, with an area of more than 2 sq. m. It was founded in 1589 by Mahommed Kuli, fifth of the Kutb Shahi kings, of whose period several important buildings remain as monuments. The principal of these is the Char Minar or Four Minarets (1591). The minarets rise from arches facing the cardinal points, and stand in the centre of the city, with four roads radiating from their base. The Ashur Khana (1594), a ceremonial building, the hospital, the Gosha Mahal palace and the Mecca mosque, a sombre building designed after a mosque at Mecca, surrounding a paved quadrangle 360 ft. square, were the other principal buildings of the Kutb Shahi period, though the mosque was only completed in the time of Aurangzeb. The city proper is surrounded by a stone wall with thirteen gates, completed in the time of the first nizam, who made Hyderabad his capital. The suburbs, of which the most important is Chadarghat, extend over an additional area of 9 sq. m. There are several fine palaces built by various nizams, and the British residency is an imposing building in a large park on the left bank of the Musi, N.E. of the city. The bazaars surrounding it, and under its jurisdiction, are extremely picturesque and are thronged with natives from all parts of India. Four bridges crossed the Musi, the most notable of which was the Purana Pul, of 23 arches, built in 1593. On the 27th and -28th of September 1908, however, the Musi, swollen by torrential rainfall (during which 15 in. fell in 36 hours), rose in flood to a height of 12 ft. above the bridges and swept them away. The damage done was widespread; several important buildings were involved, including the palace of Salar Jang and the Victoria zenana hospital, while the beautiful grounds of the residency were destroyed. A large and densely populated part of the city was wrecked, and thousands of lives were lost. The principal educational establishments are the Nizam college (first grade), engineering, law, medical, normal, industrial and Sanskrit schools, and a number of schools for Europeans and Eurasians. Hyderabad is an important centre of general trade, and there is a cotton mill in its vicinity. The city is supplied with water from two notable works, the Husain Sagar and the Mir Alam, both large lakes retained by great dams. Secunderabad, the British military cantonment, is situated s| m. N. of the residency; it includes Bolaram, the former headquarters of the Hyderabad contingent. HYDER ALI, or HAIDAR 'ALI (c. 1722-1782), Indian ruler and commander. This Mahommedan soldier-adventurer, who, followed by his son Tippoo, became the most formidable Asiatic rival the British ever encountered in India, was the great-grandson of & fakir or wandering ascetic of Islam, who had found his way from the Punjab to Gulljurga in the Deccan, and the second son of a naik or chief constable at Budikota, near Kolar in Mysore. He was born in 1722, or according to other authorities 1717. An elder brother, who like himself was early turned out into the world to seek his own fortune, rose to command a brigade in the Mysore army, while Hyder, who never learned to read or write, passed the first years of his life aimlessly in sport and sensuality, sometimes, however, acting as the agent of his brother, and meanwhile acquiring a useful familiarity with the tactics of the French when at the height of their reputation under Dupleix. He is said to have induced his brother to employ a Parsee to purchase artillery and small arms from the Bombay HYDRA 33 government, and to enrol some thirty sailors of different European nations as gunners, and is thus credited with having been " the first Indian who formed a corps of sepoys armed with fire- locks and bayonets, and who had a train of artillery served by Europeans." At the siege of Devanhalli (1749) Hyder's services attracted the attention of Nanjiraj, the minister of the raja of Mysore, and he at once received an independent command; within the next twelve years his energy and ability had made him completely master of minister and raja alike, and in every- thing but in name he was ruler of the kingdom. In 1763 the conquest of Kanara gave him possession of the treasures of Bednor, which he resolved to make the most splendid capital in India, under his own name, thenceforth changed from Hyder Naik into Hyder Ali Khan Bahadur; and in 1765 he retrieved previous defeat at the hands of the Mahrattas by the destruction of the Nairs or military caste of the Malabar coast, and the conquest of Calicut. Hyder Ali now began to occupy the serious attention of the Madras government, which in 1766 entered into an agreement with the nizam to furnish him with troops to be used against the common foe. But hardly had this alliance been formed when a secret arrangement was come to between the two Indian powers, the result of which was that Colonel Smith's small force was met with a united army of 80,000 men and 100 guns. British dash and sepoy fidelity, however, prevailed, first in the battle of Chengam (September 3rd, 1767), and again still more remarkably in that of Tiruvannamalai (Trinomalai) . On the loss of his recently made fleet and forts on the western coast, Hyder Ali now offered overtures for peace; on the rejection of these, bringing all his resources and strategy into play, he forced Colonel Smith to raise the siege of Bangalore, and brought his army within 5 m. of Madras. The result was the treaty of April 1769, providing for the mutual restitution of all conquests, and for mutual aid and alliance in defensive war; it was followed by a commercial treaty in 1770 with the authorities of Bombay. Under these arrangements Hyder Ali, when defeated by the Mahrattas in 1772, claimed British assist- ance, but in vain; this breach of faith stung him to fury, and thenceforward he and his son did not cease to thirst for vengeance. His time came when in 1778 the British, on the declaration of war with France, resolved to drive the French out of India. The capture of Mahe on the coast of Malabar in 1779, followed by the annexation of lands belonging to a dependent of his own, gave him the needed pretext. Again master of all that the Mahrattas had taken from him, and with empire extended to the Kistna, he descended through the passes of the Ghats amid burning villages, reaching Conjeeveram, only 45 m. from Madras, unopposed. Not till the smoke was seen from St Thomas's Mount, where Sir Hector Munro commanded some 5200 troops, was any movement made; then, however, the British general sought to effect a junction with a smaller body under Colonel Baillie recalled from Guntur. The incapacity of these officers, notwithstanding the splendid courage of their men, resulted in the total destruction of Baillie's force of 2800 (September the xoth, 1780). Warren Hastings sent from Bengal Sir Eyre Coote, who, though repulsed at Chidambaram, defeated Hyder thrice successively in the battles of Porto Novo, Pollilur and Sholingarh, while Tippoo was forced to raise the siege of Wandi- wash, and Vellore was provisioned. On the arrival of Lord Macartney as governor of Madras, the British fleet captured Negapatam, and forced Hyder Ali to confess that he could never ruin a power which had command of the sea. He had sent his son Tippoo to the west coast, to seek the assistance of the French fleet, when his death took place suddenly at Chittur in December 1782. See L. B. Bowring, Haidar Ali and Tipu Sultan, " Rujers of India " series (1893). For the personal character and administration of Hyder Ali see the History of Hyder Naik, written by Mir Hussein Ali Khan Kirmani (translated from the Persian by Colonel Miles, and published by the Oriental Translation Fund), and the curious work written by M. Le Maitre de La Tour, commandant of his artillery (Histoire d'Hayder-Ali Khan, Paris, 1783). For the whole life and times see Wilks, Historical Sketches of the South of India (1810-1817) I Aitchison's Treaties, vol. v. (2nd ed., 1876^; and Pearson, Memoirs of Schwartz (1834). XIV. 2 HYDRA (or SIDRA, NIDRA, IDERO, &c.; anc. Hydrea), an island of Greece, lying about 4 m. off the S.E. coast of Argolis in the Peloponnesus, and forming along with the neighbouring island of Dokos (Dhoko) the Bay of Hydra. Pop. about 6200. The greatest length from south-west to north-east is about n m., and the area is about 21 sq. m.; but it is little better than a rocky and treeless ridge with hardly a patch or two of arable soil. Hence the epigram of Antonios Kriezes to the queen of Greece: " The island produces prickly pears in abundance, splendid sea captains and excellent prime ministers." The highest point, Mount Ere, so called (according to Miaoules) from the Albanian word for wind, is 1958 ft. high. The next in importance is known as the Prophet Elias, from the large convent of that name on its summit. It was there that the patriot Theodoras Kolokotrones was imprisoned, and a large pine tree is still called after him. The fact that in former times the island was richly clad with woods is indicated by the name still employed by the Turks, Tchamliza, the place of pines; but it is only in some favoured spots that a few trees are now to be found. Tradition also has it that it was once a well-watered island (hence the designation Hydrea), but the inhabitants are now wholly dependent on the rain supply, and they have sometimes had to bring water from the mainland. This lack of fountains is probably to be ascribed in part to the effect of earthquakes, which are not infrequent; that of 1769 continued for six whole days. Hydra, the chief town, is built near the middle of the northern coast, on a very irregular site, consisting of three hills and the intervening ravines. From the sea its white and hand- some houses present a picturesque appearance, and its streets though narrow are clean and attractive. Besides the principal harbour, round which the town is built, there are three other ports on the north coast — Mandraki, Molo, Panagia, but none of them is sufficiently sheltered. Almost all the population of the island is collected in the chief town, which is the seat of a bishop, and has a local court, numerous churches and a high school. Cotton and silk weaving, tanning and shipbuilding are carried on, and there is a fairly active trade. Hydra was of no importance in ancient times. The only fact in its history is that the people of Hermione (a city on the neighbouring mainland now known by the common name of Kastri) surrendered it to Samian refugees, and that from these the people of Troezen received it in trust. It appears to be com- pletely ignored by the Byzantine chroniclers. In 1580 it was chosen as a refuge by a body of Albanians from Kokkinyas in Troezenia; and other emigrants followed in 1590, 1628, 1635, 1640, &c. At the close of the I7th century the Hydriotes took part in the reviving commerce of the Peloponnesus; and in course of time they extended their range. About 1716 they began to build sakturia (of from 10 to 15 tons burden), and to visit the islands of the Aegean; not long after they introduced the latinadika (40-50 tons), and sailed as far as Alexandria, Constantinople, Trieste and Venice; and by and by they ventured to France and even America. From the grain trade of south Russia more especially they derived great wealth. In 1813 there were about 22,000 people in the island, and of these 10,000 were seafarers. At the time of the outbreak of the war of Greek independence the total population was 28,190, of whom 16,460 were natives and the rest foreigners. One of their chief families, the Konduriotti, was worth £2,000,000. Into the struggle the Hydriotes flung themselves with rare enthusiasm and devotion, and the final deliverance of Greece was mainly due to the service rendered by their fleets. See Pouqueville, Voy. de la Grkce, vol. vi. ; Antonios Miaoules, 'TiroM>T)Ma T«pi ™js vijaov "TSpas (Munich, 1834) ; Id. SWOJTTUCIJ iaropia TWV KauMiX'"" 4io T&V ir\oiuv TUV rpiuv vi\ausv, "TSpas, IleTffwucai fyap£it> (Nauplia, 1833); Id. 'laropia. TTJJ vi\aov "TSpas (Athens, 1874); G. D. Kriezes, 'laropia TTJS vrfaov "TSpas (Patras, 1860). HYDRA (watersnake), in Greek legend, the offspring of Typhon and Echidna, a gigantic monster with nine heads (the number is variously given), the centre one being immortal. Its haunt was a hill beneath a plane tree near the river Amymone, in the marshes of Lerna by Argos. The destruction of this Lernaean 34 HYDRA— HYDRATE hydra was one of the twelve " labours " of Heracles, which he accomplished with the assistance of lolaus. Finding that as soon as one head was cut off two grew up in its place, they burnt out the roots with firebrands, and at last severed the immortal head from the body, and buried it under a mighty block of rock. The arrows dipped by Heracles in the poisonous blood or gall of the monster ever afterwards inflicted fatal wounds. The generally accepted interpretation of the legend is that " the hydra denotes the damp, swampy ground of Lerna with its numerous springs (jce^aXai, heads) ; its poison the miasmic vapours rising from the stagnant water; its death at the hands of Heracles the introduction of the culture and consequent purification of the soil " (Preller). A euhemeristic explanation is given by Palaephatus (39). An ancient king named Lernus occupied a small citadel named Hydra, which was defended by 50 bowmen. Heracles besieged the citadel and hurled firebrands at the garrison. As often as one of the defenders fell, two others at once stepped into his place. The citadel was finally taken with the assistance of the army of lolaus and the garrison slain. See Hesiod, Theog., 313; Euripides, Hercules furens, 419; Pausanias ii. 37; Apollodorus ii. 5, 2; Diod. Sic. iv. II ; Roscher's Lexikon der Mythologie. In the article GREEK ART, fig. 20 represents the slaying of the Lernaean hydra by Heracles. HYDRA, in astronomy, a constellation of the southern hemisphere, mentioned by Eudoxus (4th century B.C.) and Aratus (3rd century B.C.), and catalogued by Ptolemy (27 stars), Tycho Brahe (19) and Hevelius (31). Interesting objects are: the nebula H. IV. 27 Hydrae, a planetary nebula, gaseous and whose light is about equal to an 8th magnitude star; € Hydrae, a beautiful triple star, composed of two yellow stars of the 4th and 6th magnitudes, and a blue star of the 7th magnitude; R. Hydrae, a long period (425 days) variable, the range in magnitude being from 4 to 9-7; and U. Hydrae, an irregularly variable, the range in magnitude being 4-5 to 6. HYDRACRYLIC ACID (ethylene lactic acid), CH2OH-CH2- CO2H, an organic oxyacid prepared by acting with silver oxide and water on |3-iodopropionic acid, or from ethylene by the addition of hypochlorous acid, the addition product being then treated with potassium cyanide and hydrolysed by an acid. It may also be prepared by oxidizing the trimethylene glycol obtained by the action of hydrobromic acid on allylbromide. It is a syrupy liquid, which on distillation is resolved into water and the unsaturated acrylic acid, CH2: CH-CO2H. Chromic and nitric acids oxidize it to oxalic acid and carbon dioxide. Hydracrylic aldehyde, CH2OH-CH2-CHO, was obtained in 1904 by J. U. Nef (Ann. 335, p. 219) as a colourless oil by heating acrolein with water. Dilute alkalis convert it into crotonalde- hyde, CH3-CH : CH-CHO. HYDRANGEA, a popular flower, the plant to which the name is most commonly applied being Hydrangea Horlensia, a low deciduous shrub, producing rather large oval strongly-veined leaves in opposite pairs along the stem. It is terminated by a massive globular corymbose head of flowers, which remain a long period in an ornamental condition. The normal colour of the flowers, the majority of which have neither stamens nor pistil, is pink; but by the influence of sundry agents in the soil, such as alum or iron, they become changed to blue. There are numerous varieties, one of the most noteworthy being " Thomas Hogg " with pure white flowers. The part of the inflorescence which appears to be the flower is an exaggerated expansion of the sepals, the other parts being generally abortive. The perfect flowers are small, rarely produced in the species above referred to, but well illustrated by others, in which they occupy the inner parts of the corymb, the larger showy neuter flowers being produced at the circumference. There are upwards of thirty species, found chiefly in Japan, in the mountains of India, and in North America, and many of them are familiar in gardens. H. Horlensia (a species long known in cultivation in China and Japan) is the most useful for decoration, as the head of flowers lasts long in a fresh state, and by the aid of forcing can be had for a considerable period for the ornamentation of the greenhouse and conservatory. Their natural flowering season is towards the end of the summer, but they may be had earlier by means of forcing. H. japonica is another fine conservatory plant, with foliage and habit much resembling the last named, but this has flat corymbs of flowers, the central ones small and perfect, and the outer ones only enlarged and neuter. This also produces pink or blue flowers under the influence of different soils. The Japanese species of hydrangea are sufficiently hardy to grow in any tolerably favourable situation, but except in the most sheltered localities they seldom blossom to any degree of perfection in the open air, the head of blossom depending on the uninjured development of a well-ripened terminal bud, and this growth being frequently affected by late spring frosts. They are much more useful for pot-culture indoors, and should be reared from cuttings of shoots having the terminal bud plump and prominent, put in during summer, these developing a single head of flowers the succeeding summer. Somewhat larger plants may be had by nipping out the terminal bud and inducing three or four shoots to start in its place, and these, being steadily developed and well ripened, should each yield its inflorescence in the following summer, that is, when two years old. Large plants grown in tubs and vases are fine subjects for large con- servatories, and useful for decorating terrace walks and similar places during summer, being housed in winter, and started under glass in spring. Hydrangea paniculata var. grandiflora is a very handsome plant; the branched inflorescence under favourable circum- stances is a yard or more in length, and consists of large spreading masses of crowded white neuter flowers which completely conceal the few inconspicuous fertile ones. The plant attains a height of 8 to 10 ft. and when in flower late in summer and in autumn is a very attractive object in the shrubbery. The Indian and American species, especially the latter, are quite hardy, and some of them are extremely effective. HYDRASTINE, C2iH2iNO6, an alkaloid found with berberine in the root of golden seal, Hydraslis canadensis, a plant indigenous to North America. It was discovered by Durand in 1851, and its chemistry formed the subject of numerous communications by E. Schmidt and M. Freund (see Ann., 1892, 271, p. 311) who, aided by P. Fritsch (Ann., 1895, 286, p. i), established its constitution. It is related to narcotine, which is methoxy hydrastine. The root of golden seal is used in medicine under the name hydrastis rhizome, as a stomachic and nervine stimulant. HYDRATE, in chemistry, a compound containing the elements of water in combination; more specifically, a compound contain- ing the monovalent hydroxyl or OH group. The first and more general definition includes substances containing water of crystallization; such salts are said to be hydrated, and when deprived of their water to be dehydrated or anhydrous. Com- pounds embraced by the second definition are more usually termed hydroxides, since at one time they were regarded as com- binations of an oxide with water, for example, calcium oxide or lime when slaked with water yielded calcium hydroxide, written formerly as CaO-H2O. The general formulae of hydroxides are: M'-OH, Mii(OH)2,Miii(OH)3,Miv(OH)4,&c., corresponding to the oxides M2'O, Mi!O, M2iiiO3, MivO2, &c., the Roman index denoting the valency of the element. There is an important difference between non-metallic and metallic hydroxides; the former are invariably acids (oxyacids), the latter are more usually basic, although acidic metallic oxides yield acidic hydroxides. Elements exhibiting strong basigenic or oxygenic characters yield the most stable hydroxides; in other words, stable hydroxides are associated with elements belonging to the extreme groups of the periodic system, and unstable hydroxides with the central members. The most stable basic hydroxides are those of the alkali metals, viz. lithium, sodium, potassium, rubidium and caesium, and of the alkaline earth metals, viz. calcium, barium and strontium; the most stable acidic hydroxides are those of the elements placed in groups VB, VIB and VIIB of the periodic table. HYDRAULICS 35 HYDRAULICS (Gr. vSup, water, and ai>X6s, a pipe), the branch of engineering science which deals with the practical applications of the laws of hydromechanics. I. THE DATA OF HYDRAULICS » § i. Properties of Fluids. — The fluids to which the laws of practical hydraulics relate are substances the parts of which possess very great mobility, or which offer a very small resistance to distortion independently of inertia. Under the general heading Hydromechanics a fluid is defined to be a substance which yields continually to the slightest tangential stress, and hence in a fluid at rest there can be no tangential stress. But, further, in fluids such as water, air, steam, &c., to which the present division of the article relates, the tangential stresses that are called into action between contiguous portions during distortion or change of figure are always small compared with the weight, inertia, pressure, &c., which produce the visible motions it is the object of hydraulics to estimate. On the other hand, while a fluid passes easily from one form to another, it opposes considerable resistance to change of volume. It is easily deduced from the absence or smallness of the tangential stress that contiguous portions of fluid act on each other with a pressure which is exactly or very nearly normal to the interface which separates them. The stress must be a pressure, not a tension, or the parts would separate. Further, at any point in a fluid the pressure in all directions must be the same; or, in other words, the pressure on any small element of surface is independent of the orientation of the surface. § 2. Fluids are divided into liquids, or incompressible fluids, and gases, or compressible fluids. Very great changes of pressure change the volume of liquids only by a small amount, and if the pressure on them is reduced to zero they do not sensibly dilate. In gases or compressible fluids the volume alters sensibly for small changes of pressure, and if the pressure is indefinitely diminished they dilate without limit. In ordinary hydraulics, liquids are treated as absolutely incompressible. In dealing with gases the changes of volume which accompany changes of pressure must be taken into account. § 3. Viscous fluids are those in which change of form under a continued stress proceeds gradually and increases indefinitely. A very viscous fluid opposes great resistance to change of form in a short time, and yet may be deformed considerably by a small stress acting for a long period. A block of pitch is more easily splintered than indented by a hammer, but under the action of the mere weight of its parts acting for a long enough time it flattens out and flows like a liquid. All actual fluids are viscous. They oppose a resistance to the relative motion of their parts. This resistance diminishes with the velocity of the relative motion, and becomes zero in a fluid the parts of which are relatively at rest. When the relative motion of different parts of a fluid is small, the viscosity may be neglected without introducing important errors. On the other hand, where there is considerable relative motion, the viscosity may be ex- t I i I : •.;/ . pected to have an influence too great to be neglected. 'd FIG. i. Measurement of Viscosity. Coefficient of Viscosity. — • Suppose the plane ab, fig. : of area . Cent. Fahr. Cent. Fahr. O 32-0 -999884 62-417 2O 68-0 •998272 62-316 I 33-8 •999941 62-420 22 7I-6 •997839 62-289 2 35-6 •999982 62-423 24 75-2 •997380 62-26I 3 37-4 1-000004 62-424 26 78-8 •996879 62-229 4 39-2 I-OOOOI3 62-425 28 82-4 •996344 62-196 5 41-0 I-OOOOO3 62-424 30 86 •995778 62-l6l 6 42-8 •999983 62-423 35 95 •99469 62-093 7 44-6 -999946 62-421 40 104 •99236 61-947 8 46-4 •999899 62-418 45 "3 •99038 61-823 9 48-2 •999837 62-414 50 122 •98821 61-688 10 50-0 •999760 62-409 55 131 •98583 6I-540 ii Si-8 •999668 62-403 60 140 •98339 6I-387 12 53-6 •999562 62-397 65 149 •98075 61-222 13 55-4 •999443 62-389 70 158 •97795 61-048 H 57-2 •999312 62-381 75 I67 •97499 60-863 IS 59-o •999173 62-373 80 I76 •97195 60-674 16 60-8 •999015 62-363 85 '85 •96880 60-477 17 62-6 •998854 62-353 90 194 •96557 60-275 18 64-4 •998667 62-341 100 212 •95866 59-844 >9 66-2 •998473 62-329 The weight per cubic foot has been calculated from the values of P, on the assumption that I cub. ft. of water at 39-2° Fahr. 1362-425 ft. For ordinary calculations in hydraulics, the density of water (which will in future be designated by the symbol G) will be taken at 62-4 ft per cub. ft., which is its density at 53° Fahr. It may be noted also that ice at 32° Fahr. contains 57-3 ft per cub. ft. The values of p are the densities in grammes per cubic centimetre. § 8. Pressure Column. Free Surface Level. — Suppose a small vertical pipe introduced into a liquid at any point P (fig. 3). Then the liquid will rise in the pipe to a level OO, such that the pressure due to the column in the pipe exactly balances the pressure on its mouth. If the fluid is in motion the mouth of the pipe must be supposed accurately parallel to the direction of motion, or the impact of the liquid at the mouth of the pipe will have an influence on the height of the column. If this condition is complied with, the height h of the column is a measure of the pressure at the point P. Let a be the area of section of the pipe, h the height of the pressure column, p the intensity of pressure at P; then pw = G/iwft, PlG=h; that is, h is the height due to the pressure at p. The level OO will be termed the free surface level corresponding to the pressure at P. RELATION OF PRESSURE, TEMPERATURE, AND DENSITY OF GASES § 9. Relation of Pressure, Volume, Temperature and Density in Compressible Fluids. — Certain problems on the flow of air and steam are so similar to those relating to the flow of water that they are conveniently treated together. It is neces- sary, therefore, to state as briefly as possible the properties ot compres- sible fluids so far as know- ledge of them is requisite in the solution of these problems. Air may be taken as a type of these fluids, and the numerical data here given will relate to air. Relation of Pressure FIG. 3. and Volume at Constant Temperature. — At constant temperature the product of the pressure p and volume V of a given quantity of air is a constant (Boyle's law). Let pa be mean atmospheric pressure (2116-8 Ib per sq. ft.), Vo the volume of I Ib of air at 32° Fahr. under the pressure po. Then £0Vo = 262l4. (i) If Go is the weight per cubic foot of air in the same conditions, Go=i/Vo=2ii6-8/262i4 = -o8o75. (2) For any other pressure p, at which the volume of I ft is V and the weight per cubic foot is G, the temperature being 32° Fahr., pV= pIG =26214; or G=/>/262i4. (3) Change of Pressure or Volume by Change of Temperature. — Let pt, Vo, Go, as before be the pressure, the volume of a pound in cubic feet, and the weight of a cubic foot in pounds, at 32° Fahr. Let p, V, G be the same quantities at a temperature t (measured strictly by the air thermometer, the degrees of which differ a little from those of a mercurial thermometer). Then, by experiment, pV =£0Vo(46o-6+0/(4°o-6+32) =poV0T/r0, (4) where T, TO are the temperatures / and 32° reckoned from the absolute zero, which is —460-6 Fahr.; G=pToGo/poT. (5) If £0 = 2116-8, Go = -o8o75, TO = 460-6+32 =492-6, then P/G = 53-2T. (50) Or quite generally p/G = TX.r for all gases, if R is a constant varying inversely as the density of the gas at 32° F. For steam R = 85'5. II. KINEMATICS OF FLUIDS § 10. Moving fluids as commonly observed are conveniently classified thus: (1) Streams are moving masses of indefinite length, completely or incompletely bounded laterally by solid boundaries. When the solid boundaries are complete, the flow is said to take place in a pipe. When the solid boundary is incomplete and leaves the upper surface of the fluid free, it is termed a stream bed or channel or canal. (2) A stream bounded laterally by differently moving fluid of the same kind is termed a current. (3) A jet is a stream bounded by fluid of a different kind. (4) An tidy, vortex or whirlpool is a mass of fluid the particles of which ars moving circularly or spirally. (5) In a stream we may often regard the particles as flowing along defini'e paths in space. A chain of particles following each other along such a constant path may be termed a fluid filament or ehmentary stream. § ii. Steady and Unsteady, Uniform and Varying, Motion. — There are two quite distinct ways of treating hydrodynamical questions. We may eithe • fix attention on a given mass of fluid and consider its changes of position and energy under the action of the stresses to which it is subjected, or we may have regard to a given fixed portion of spa':e, and consider the volume and energy of the fluid entering and Ii aving that space. KINEMATICS OF FLUIDS] HYDRAULICS 37 If, in following a given path ab (fig. 4), a mass of water o has a constant velocity, the motion is said to be uniform. The kinetic energy of the mass a remains unchanged. If the velocity varies from point to point of the path, the motion is called varying motion. If at a given point a in space, the particles of water always arrive with the same velocity and in the same direction, during any given time, then the motion is termed steady motion. On the contrary, if at the point a the velocity or direction varies from moment to moment the motion is termed unsteady. A river which ex- cavates its own bed is in unsteady motion so long as the slope and form of the bed changing. It, however, FIG. 4. a tends always towards a condition in which the bed ceases to change, and it is then said to have reached a condition of permanent regime. No river probably is in absolutely permanent regime, except perhaps in rocky channels. In other cases the bed is scoured more or less during the rise of a flood, and silted again during the subsidence of the flood. But while many streams of a torrential character change the condition of their bed often and to a large extent, in others the changes are comparatively small and not easily observed. As a streaiji approaches a condition of steady motion, its regime becomes permanent. Hence steady motion and permanent regime are sometimes used as meaning the same thing. The one, however, is a definite term applicable to the motion of the water, the other a less definite term applicable in strictness only to the condition of the stream bed. § 12. Theoretical Notions on the Motion of Water. — The actual motion of the particles of water is in most cases very complex. To simplify hydrodynamic problems, simpler modes of motion are assumed, and the results of theory so obtained are compared ex- perimentally with the actual motions. Motion in Plane Layers. — The simplest kind of motion in a stream is one in which the particles initially situated in any plane cross section of the stream con- tinue to be found in plane cross sections during the subsequent motion. Thus, if the particles in a thin plane layer ab (fig. 5) are found again in a thin plane P t layer a'b' after any interval 5- of time, the motion is said to be motion in plane layers. In such motion the internal work in deforming the layer may usually be disregarded, and the resist- ance to the motion is confined to the circumference. Laminar Motion. — In the case of streams having solid boundaries, it is observed that the central parts move faster than the lateral parts. To take account of these differences of velocity, the stream may be conceived to be divided into thin laminae, having cross sections somewhat similar to the solid boundary of the stream, and sliding on each other. The different laminae can then be treated as having differing velocities according to any law either observed or deduced from their mutual friction. A much closer approxima- tion to the real motion of ordinary streams is thus obtained. Stream Line Motion. — In the preceding hypothesis, all the particles in each lamina have the same velocity at any given cross section of the stream. If this assumption is abandoned, the cross section of the stream must be supposed divided into indefinitely small areas, each representing the section of a fluid filament. Then these fila- ments may have any law of variation of velocity assigned to them. If the motion is steady motion these fluid filaments (or as they are then termed stream lines) will have fixed positions in space. Periodic Unsteady Motion. — In ordinary streams with rough boundaries, it is observed that at any given point the velocity varies from moment to moment in magnitude and direction, but that the average velocity for a sensible period (say for 5 or 10 minutes) varies very little either in magnitude or velocity. It has hence 6' \A' FIG. 6. been conceived that the variations of. direction and magnitude of the velocity are periodic, and that, if for each point of the stream the mean velocity and direction of motion were substituted for the actual more or less varying motions, the motion of the stream might be treated as steady stream line or steady laminar motion. § 13. Volume of Flow.— Let A (fig. 6) be any ideal plane surface, of area a, in a stream, normal to the direction of motion, and let V be the velocity of the fluid. Then the volume flowing through the surface A in unit time is Q = «V. (I) Thus, if the motion is rectilinear, all the particles at any instant in the surface A will be found after one second in a similar surface A', at a distance V, and as each particle is followed by a continuous thread of other particles, the volume of flow is the right prism AA' having a base o> and length V. If the direction of motion makes an angle 6 with the normal to the surface, the volume of flow is represented by an oblique prism AA' (fig. 7), and in that case Q = wVcos9. If the velocity varies at different points of the surface, let the sur- face be divided into very small portions, for each of which the A' FIG. 7. velocity may be regarded as constant. If du> is the area and v, or v cos 6, the normal velocity for this element of the surface, the volume of flow is Q =fvda, or/o cos 9 dw, as the case may be. § 14. Principle of Continuity. — If we consider any completely bounded fixed space in a moving liquid initially and finally filled continuously with liquid, the inflow must be equal to the outflow. Expressing the inflow with a positive and the outflow with a negative sign, and estimating the volume of flow Q for all the boundaries, SQ = o. In general the space will remain filled with fluid if the pressure at every point remains positive. There will be a break of continuity, if at any point the pressure becomes negative, indicating that the stress at that point is tensile. In the case of ordinary water this statement requires modification. Water contains a variable amount of air in solution, often about one-twentieth of its volume. This air is disengaged and breaks the continuity of the liquid, if the pressure falls below a point corresponding to its tension. It is for this reason that pumps will not draw water to the full height due to atmospheric pressure. Application of the Principle of Continuity to the case of a Stream. — If Ai, Az are the areas of two normal cross sections of a stream, and Vi, V2 are the velocities of the stream at those sections, then from the principle of continuity, that is, the normal velocities are inversely as the areas of the cross sections. This is true of the mean velocities, if at each section the velocity of the stream varies. In a river of varying slope the velocity varies with the slope. It is easy therefore to see that in parts of large cross section the slope is smaller than in parts of small cross section. If we conceive a space in a liquid bounded by normal sections at Ai, As and between AI, A2 by stream lines (fig. 8), then, as there is no flow across the stream lines, Vj/V^Aj/A,, as in a stream with rigid boundaries. In the case of compressible fluids the variation of volume due to the difference of pressure at the two sections must be taken into FIG. 8. account. If the motion is steady the weight of fluid between two cross sections of a stream must remain constant. Hence the weight flowing in must be the same as the weight flowing out. Let pi, pi be the pressures, Vi, uj the velocities, Gi, G2 the weight per cubic foot of fluid, at cross sections of a stream of areas AI, A2. The volumes of inflow and outflow are AI»I and AjUj, and, if the weights of these are the same, (3) and hence, from (50) § 9, if the temperature is constant, HYDRAULICS [DISCHARGE OF LIQUIDS § 15. Stream Lines. — The characteristic of a perfect fluid, that is, a fluid free from viscosity, is that the pressure between any two parts into which it is divided by a plane must be normal to the plane. One consequence of this is that the particles can have no rotation impressed upon them, and the motion of such a fluid is irrotational. A stream line is the line, straight or curved, traced by a particle in a current of fluid in irrotational movement. In a steady current FIG. 9. each stream line preserves its figure and position unchanged, and marks the track of a stream of particles forming a fluid filament or elementary stream. A current in steady irrotational movement may be conceived to be divided by insensibly thin partitions follow- ing .the course of the stream lines into a number of elementary streams. If the positions of these partitions are so adjusted that the volumes of flow in all the elementary streams are equal, they represent to the mind the velocity as well as the direction of motion of the particles in different parts of the current, for the velocities FIG. 10. FIG. 11. FIG. 12. are inversely proportional to the cross sections of the elementary streams. No actual fluid is devoid of viscosity, and the effect of viscosity is to render the motion of a fluid sinuous, or rotational or eddying under most ordinary conditions. At very low velocities in a tube of moderate size the motion of water may be nearly pure stream line motion. But at some velocity, smaller as the diameter of the tube is greater, the motion suddenly becomes tumultuous. The laws of simple stream line motion have hitherto been investi- gated theoretically, and from mathematical difficulties have only been determined for certain simple cases. Professor H. S. Hele Shaw has found means of exhibiting stream line motion in a number of very interesting cases experimentally. Generally in these ex- periments a thin sheet of fluid is caused to flow between two parallel plates of glass. In the earlier experiments streams of very small air bubbles introduced into the water current rendered visible the motions of the water. By the use of a lantern the image of a portion of the current can be shown on a screen or photo- graphed. In later experiments streams of coloured liquid at regular distances were intro- duced into the sheet and these much more clearly marked out the forms of the stream lines. With a fluid sheet 0-02 in. thick, the stream lines were found to be stable at almost any required velocity. For certain simple cases Professor Hele Shaw has shown that the experimental stream lines of a viscous fluid are so far as can be measured identical with the calculated stream lines of a perfect fluid. Sir G. G. Stokes pointed out that in this case, either from the thinness of the stream between its glass walls, or the slowness of the motion, or the high viscosity of the liquid, or from a combination of all these, the now is regular, and the effects_of inertia disappear, the viscosity dominating everything. Glycerine gives the stream lines very satisfactorily. FIG. 9 shows the stream lines of a sheet of fluid passing a fairly FIG. 13. shipshape body such as a screwshaft strut. The arrow shows the direction of motion of the fluid. Fig. 10 shows the stream lines for a very thin glycerine sheet passing a non-shipshape body, the stream lines being practically perfect. Fig. n shows one of the earlier air-bubble experiments with a thicker sheet of water. In this case the stream lines break up behind the obstruction, forming an eddying wake. Fig. 12 shows the stream lines of a fluid passing a sudden contraction or sudden enlargement of a pipe. Lastly, fig. 13 shows the stream lines of a current passing an oblique plane. . S. Hele Shaw, " Experiments on the Nature of the Surface Re- sistance in Pipes and on Ships," Trans. Inst. Naval Arch. (1897). " Investigation of Stream Line Motion under certain Experimental Conditions," Trans. Inst. Naval Arch. (1898) ; " Stream Line Motion of a Viscous Fluid," Report of British Association (1898). III. PHENOMENA OF THE DISCHARGE OF LIQUIDS FROM ORIFICES AS ASCERTAINABLE BY EXPERIMENTS § 16. When a liquid issues vertically from a small orifice, it forms a jet which rises nearly to the level of the free surface of the liquid in the vessel from which it flows. The difference of level h, (fig. 14) is so small that it may be at once suspected to be due either to air resistance on the surface of the jet or to the viscosity of the liquid or to friction against the sides of the orifice. Neglecting for the moment this small quantity, we may infer, from the eleva- tion of the jet, that each molecule on leaving the orifice possessed the velo- city required to lift it against gravity to the height h. From ordinary dynamics, the relation between the velocity and height of projection is given by the equation As this velocity is nearly reached in the flow from well-formed orifices, it is FIG. 14. sometimes called the theoretical velocity of discharge. This relation was first obtained by Torricelli. If the orifice is of a suitable conoidal form, the water issues in filaments normal to the plane of the orifice. Let u be the area of the orifice, then the discharge per second must be, from eq. (l), Q = wt> = wV~2«A nearly. (2) This is sometimes quite improperly called the theoretical dis- charge for any kind of orifice. Except for a well-formed conoidal orifice the result is not approximate even, so that if it is supposed to be based on a theory the theory is a false one. Use of the term Head in Hydraulics. — The term head is an old millwright's term, and meant primarily the height through which a mass of water descended in actuating a hydraulic machine. Since the water in fig. 14 descends through a height h to the orifice, we may say there are h ft. of head above the orifice. Still more generally any mass of liquid h ft. above a horizontal plane may be said to have h ft. of elevation head relatively to that datum plane. Further, since the pressure p at the orifice which produces outflow is connected with h by the relation p/G = h, the quantity p/G may be termed the pressure head at the orifice. Lastly, the velocity v is connected with h by the relation f2/2g = fc, so that f2/2g may be termed the head due to the velocity v. § 17. Coefficients of Velocityand Resistance. — As the actual velocity of discharge differs from V~2jpt by a small quantity, let the actual velocity = Vt> to a stream, it is assumed that the filaments have a common velocity v normal to the section a. But if the jet contracts, it is at the con- tracted section of the jet that the direction of motion is normal to a transverse section of the jet. Hence the actual discharge when contraction occurs is Qa = CaV X Ccw = CcCpwV (2gA), or simply, if c = c,cc, the orifice, and / the time in which a particle moves from O to A, then x=vat = f- Eliminating t, »« Then In the case of large orifices such as weirs, the velocity can be directly determined by using a Pitot tube (§ 144). The coefficient of discharge, which for practical purposes is the most important of the three coefficients, is best determined by tank measurement of the flow from the given orifice in a suitable time. If Q is the discharge measured in the tank per second, then Measurements ofi this kind though simple in principle are not free from some practical difficulties, and require much care. In fig. 1 8 is shown an arrangement of measuring tank. The orifice is fixed in the wall of the cistern A and discharges either into the waste channel BB, or into the measuring tank. There is a short trough on rollers C which when run under the jet directs the discharge into the tank, and when run back again allows the discharge to drop FIG. 17. FIG. 16. where c is called the coefficient of discharge. Thus for a sharp- edged plane orifice c = o-97X 0-64 = 0-62. § 1 8. Experimental Determina- tion of c,, cc, and c. — The co- efficient of contraction cc is directly determined by measur- ing the dimensions of the jet. For this purpose fixed screws of fine pitch (fig. 16) are convenient. These are set to touch the jet, and then the distance between them can be measured at leisure. The coefficient of velocity is determined directly by measuring the parabolic path of a horizontal jet. Let OX, OY (fig. 17) be horizontal and vertical axes, the origin being at the orifice. Let h be the head, and x, y the coordinates of a point A on the parabolic path of the jet. If va is the velocity at FIG. 18. into the waste channel. D is a stilling screen to prevent agitation of the surface at the measuring point, E, and F is a discharge valve for emptying the measuring tank. The rise of level in the tank, the time of the flow and the head over the orifice at that time must be exactly observed. For well made sharp-edged orifices, small relatively to the water surface in the supply reservoir, the coefficients under different conditions of head are pretty exactly known. Suppose the same quantity of water is made to flow in succession through such an orifice and through another orifice of which the coefficient is re- quired, and when the rate of flow is constant the heads over each orifice are noted. Let hi, h? be the heads, on, (02 the areas of the orifices, ci, d the coefficients. Then since the flow through each orifice is the same Q =CiWiV (2gW =CSUjV (2g*s). ej=ei («!/<•*) V (ii/ii). § 19. Coefficients for Bellmouths and Bellmouthed Orifices. — If an orifice is furnished with a mouthpiece exactly of the form of the •*- ---D-l-zsd---- * contracted vein, then the whole of the contraction occurs within the mouthpiece, and if the area of the orifice is measured at the smaller end, c, must be put = i. It is often desirable to bellmouth the ends of pipes, to avoid the loss of head which occurs if this is HYDRAULICS [DISCHARGE OF LIQUIDS not done ; and such a bellmouth may also have the form of the con- tracted jet. Fig. 19 shows the proportions of such a bellmouth or bellmouthed orifice, which approximates to the form of the con- tracted jet sufficiently for any practical purpose. For such an orifice L. J. Weisbach found the following values of the coefficients with different heads. Head over orifice, in ft. = h •66 1-64 11-48 5577 337-93 Coefficient of velocity = c, . Coefficient of resistance =c. •959 •087 •967 •069 •975 •052 •994 •012 •994 •OI2 As there is no contraction after the jet issues from the orifice, ce = i , c = c, ; and therefore Q =C,«V (2gk) =«V [2gh/(l +Cr)\. § 20. Coefficients for Sharp-edged or virtually Sharp-edged Orifices. — There are a very large number of measurements of discharge from sharp-edged orifices under different conditions of head. An account of these and a very careful tabulation of the average values of the coefficients will be found in the Hydraulics of the late Hamilton Smith (Wiley & Sons, New York, 1886). The following short table abstracted from a larger one will give a fair notion of how the co- efficient varies according to the most trustworthy of the experiments. Coefficient of Discharge for Vertical Circular Orifices, Sharp-edged, •with free Discharge into the Air. @=cW (2gh). Head measured to Centre of Orifice. Diameters of Orifice. •02 •04 •10 •20 •40 •60 I-O Values of C. o-3 0-4 0-6 0-8 I-O 2-O 4-0 8-0 20-0 •655 •648 •644 •632 •623 •614 •601 •637 •630 •626 •623 •614 •609 •605 •599 •621 •618 •613 •610 •608 •604 •602 •600 •596 •601 •601 •600 •599 •599 •598 •596 •596 •597 •598 •599 •598 •597 •596 •588 •594 •595 •597 •597 •596 •596 •583 •591 •595 •596 •596 •594 At the same time it must be observed that differences of sharpness in the edge of the orifice and some other circumstances affect the results, so that the values found by different careful experimenters are not a little discrepant. When exact measurement of flow has to be made by a sharp-edged orifice it is desirable that the coefficient for the particular orifice should be directly determined. The following results were obtained by Dr H. T. Bovey in the laboratory of McGill University. Coefficient of Discharge for Sharp-edged Orifices. Form of Orifice. Square. Rectangular Ratio of Sides 4: i. Rectangular Ratio of Sides ifc i . ft. Cir- cular. Sides vertical. Dia- gonal vertical. Long Sides vertical. Long Sides hori- zontal. Long Sides vertical. Long Sides hori- zontal. Tri- angular. I •620 •627 •628 •642 •643 •663 •664 •636 2 •613 •620 •628 •634 •636 •650 •6SI •628 4 ' •608 •616 •618 •628 •629 •641 •642 •623 6 •607 •614 •616 •626 •627 •637 •637 •62O 8 •606 •613 •614 •623 •625 •634 •635 •619 10 •605 •612 •613 •622 •624 •632 •618 12 •604 •611 •612 •622 •623 •631 •631 •618 H •604 •610 •612 •621 •622 •630 •630 •618 16 •603 •610 •6n •620 •622 •630 •630 •617 18 •603 •610 •611 •62O •621 •630 •629 •616 20 •603 •609 •6n •62O •621 •629 •628 •616 The orifice was 0-196 sq. in. area and the reductions were made with 2 = 32-176 the value for Montreal. The value of the coefficient appears to increase as (perimeter) / (area) increases. It decreases as the head increases. It decreases a little as the size of the orifice is greater. • Very careful experiments by J. G. Mair (Proc. Inst. Civ. Eng. Ixxxiv.) on the discharge from circular orifices gave the results shown on top of next column. The edges of the orifices were got up with scrapers to a sharp square edge. The coefficients generally fall as the head increases and as the diameter increases. Professor W. C. Unwin found that the results agree with the formula c =0-6075 +o-oo98/VA-o-o<>37d, where h is in feet and d in inches. Coefficients of Discharge from Circular Orifices. Temperature 51° to 55°. Head in feet h. Diameters of Orifices in Inches (d). I ii ii if 2 at 2* 2f 3 •75 I-O 1-25 i-5« i-75 2-OO Coefficients (c). •616 •613 •613 •610 •612 •609 •614 •612 •614 •612 •611 •613 •616 •612 •610 •611 •611 •609 •610 •611 •608 •606 •605 •606 •616 •612 •612 •610 •611 •609 •612 •611 •608 •607 •605 •606 •607 •604 •605 •603 •604 •604 •607 •608 •605 •607 •607 •604 •609 •609 •606 •605 •605 •605 The following table, compiled by J. T. Fanning (Treatise on Water Supply Engineering), gives values for rectangular orifices in ver- tical plane surfaces, the head being measured, not immediately over the orifice, where the surface is depressed, but to the still- water surface at some distance from the orifice. The values were obtained by graphic interpolation, all the most reliable ex- periments being plotted and curves drawn so as to average the discrepancies. Coefficients of Discharge for Rectangular Orifices, Sharp-edged, in Vertical Plane Surfaces. Head to Centre of Ratio of Height to Width. Orifice. 4 2 ii i i i i 1 J3 • .c « J3 « W o fta wIS 3:2 4j I* 33 '•23 «"^ Feet. •= s X £ . & 3 S ^ • ~ z 4i £ ti'S *j *- «J *J •*• *; *- — *o .j 10 *j «« ~~ rt ~t 6 M 6 w 6 i- 6 M 0-2 •6333 •3 •620^ •4 •6140 7O •6306 •6334 •6050 •6150 •6313 •6333 •6 •5984 •6063 •6156 •6317 •6332 •7 •5994 •6074 •6l62 •6319 •6328 •8 •6130 •6000 •6082 •6l65 •6322 •6326 •9 •6134 •6006 •6086 •6168 •6323 •6324 1*0 •6135 •6010 •6090 •6172 •6320 •6320 1-25 •6188 •6140 •6018 •6095 •6173 •6317 •6312 1-50 •6187 •6144 •6026 •6100 •6172 •6313 •6303 i-75 •6186 •6145 •6033 •6103 •6168 •6307 •6296 2 •6183 •6144 •6036 •6104 •6l66 •6302 •6291 2-25 •6180 •6143 •6029 •6103 •6l63 •6293 •6286 2-50 •6290 •6176 •6139 •6043 •6102 •6157 •6282 •6278 2-75 •6280 •6173 •6136 •6046 •6101 •6155 •6274 •6273 3 •6273 •6170 •6132 •6048 •6100 •6153 •6267 •6267 3'5 •6250 •6160 •6123 •6050 •6094 •6146 •6254 •6254 4 •6245 •6150 •6110 •6047 •6085 •6136 •6236 •6236 4'5 •6226 •6138 •6100 •6044 •6074 •6125 •6222 •6222 5 •6208 •6124 •6088 •6038 •6063 •6114 •6202 •6202 6 •6158 •6094 •6063 •6020 •6044 •6087 •6154 •6154 7 •6124 •6064 •6038 •6011 •6032 •6058 •6110 •6114 8 •6090 •6036 •6022 •6010 •6022 •6033 •6073 •6087 9 •6060 •6020 •6014 •6010 •6015 •6O2O •6045 •6070 10 •6035 •6015 •6010 •6010 •6010 •6OIO •6030 •6060 15 •6040 •6018 •6010 •6011 •6012 •6013 •6033 •6066 20 •6045 •6024 •6012 •6012 •6014 •6018 •6036 •6074 25 •6048 •6028 •6014 •6012 •6016 •6O22 •6040 •6083 30 •6054 •6034 •6017 •6013 •6018 •6027 •6044 •6092 35 •6060 •6039 •6021 •6014 •6022 •6032 •6049 •6103 40 •6066 •6045 •6025 •6015 •6026 •6037 •6055 •6114 45 •6054 •6052 •6029 •6016 •6030 •6043 •6062 •6125 50 •6086 •6060 •6034 •6018 •6035 •6050 •6070 •6140 § 21. Orifices with Edges of Sensible Thickness. — When the edges of the orifice are not bevelled outwards, but have a sensible thickness, the coefficient of discharge is somewhat altered. The following table gives values of the coefficient of discharge for the arrangements of the orifice shown in vertical section at P, Q, R (fig. 26). The plan of all the orifices is shown at S. The planks forming the orifice and sluice were each 2 in. thick, and the orifices were all 24 in. wide. The heads were measured immediately over the orifice. In this case, § 22. Partially Suppressed Contraction. — Since the contraction of the jet is due to the convergence towards the orifice of the issuing streams, it will be diminished if for any portion of the edge of the orifice the convergence is prevented. Thus, if an internal rim or border is applied to part of the edge of the orifice (fig. 21), the con- vergence for so much of the edge is suppressed. For such cases G. Bidone found the following empirical formulae applicable: — DISCHARGE OF LIQUIDS] HYDRAULICS Table of Coefficients of Discharge for Rectangular Vertical Orifices in Fig. 20. Head A above Height of Orifice, H-h, in feet. upper edge of i-3i 0-66 0-16 O-IO Orifice in feet. P Q R . P Q R P . Q R P Q R 0-328 0-598 0-644 0-648 0-634 0-665 0-668 0-691 0-664 0-666 0-710 0-694 0-696 •656 0-609 0-653 0-657 0-640 0-672 0-675 0-685 0-687 0-688 0-696 0-704 0-706 •787 0-612 0-655 0-659 0-641 0-674 0-677 0-684 0-690 0-692 0-694 0-706 0-708 .984 0-616 0-656 0-660 0-641 0-675 0-678 0-683 0-693 0-695 0-692 0-709 0-711 1-968 0-618 0-649 0-653 0-640 0-676 0-679 0-678 0-695 0-697 0-688 0-710 0-712 3-28 0-608 0-632 0-634 0-638 0-674 0-676 0-673 0-694 0-695 0-680 0-704 0-705 4-27 0-602 0-624 0-626 0-637 0-673 0-675 0-672 0-693 0-694 0-678 0-701 0-702 4-92 0-598 0-620 0-622 0-637 0-673 0-674 0-672 0-692 0-693 0-676 0-699 0-699 5-58 0-596 0-618 0-620 0-637 0-672 0-673 0-672 0-692 0-693 0-676 0-098 0-698 6-56 0-595 0-615 0-617 0-636 0-671 0-672 0-671 0-691 0-692 0-675 0-696 0-696 9-84 0-592 0-611 0-612 0-634 0-669 0-670 0-668 0-689 0-690 0-672 0-693 0-693 ' For rectangular orifices, cc = and for circular orifices, cc = when n is the length of the edge of the orifice over which the border extends, and p is the whole length of edge or perimeter of the orifice. The following are the values of ce, when the border extends over i, i or j of the whole perimeter : — n/p Ce Rectangular Orifices. c, Circular Orifices. 0-25 0-50 o-75 0-643 0-667 0-691 •640 •660 •680 For larger values of nip the formulae are not applicable. C. R. Bornemann has shown, however, that these for- mulae for suppressed con- traction are not reliable. § 23. Imperfect Con- traction.— If the sides of the vessel approach near to the edge ot the orifice, they interfere with the convergence of the streams ' to which the contraction is due, and the contraction is then modified. It is generally stated that the influence of the sides begins to be felt if their distance from the edge of the orifice is less than 2-7 times the corresponding FIG. 20. FIG. 21. width of the orifice. The coefficients of contraction for this case are imperfectly known. § 24. Orifices Furnished with Channels of Discharge. — These ex- ternal borders to an orifice also modify the contraction. The following coefficients of discharge were obtained with open- ings 8 in. wide, and small in proportion to the channel of approach (fig. 22, A. B, C). hr—ki in li, in feet. '0656 •164 •328 •656 I'64O 3-28 4-92 6-56 9-84 A) •480 •5" •542 •574 •599 •601 •601 •601 •601 B } 0-656 •480 •510 •538 •506 •592 •600 •602 •602 •601 c) •527 •553 •574 •592 •607 •610 •610 •609 •608 A) B [• 0-164 •488 •487 •577 •571 •624 •606 •631 -617 •625 •626 •624 •628 •619 •627 •613 •623 •606 •618 C) •585 •614 •633 •645 -652 •651 •650 •650 -649 § 25. Inversion of the Jet. — When a jet issues from a horizontal orifice, or is of small size compared with the head, it presents no a. A Y FIG. 23. marked peculiarity of form. But if the orifice is in a vertical sur- face, and if its dimensions are not small compared with the head, T *• _L \ - FIG. 22. ope 1 in iO j* .«.'- ^ HYDRAULICS [STEADY MOTION OF FLUIDS FIG. 24. it undergoes a series of singular changes of form after leaving the orifice. These were first investigated by G. Bidpne (1781-1839); subsequently H. G. Magnus (1802-1870) measured jets from different orifices; and later Lord Rayleigh (Proc. Roy. Soc. xxix. 71) in- vestigated them anew. Fig. 23 shows some forms, the upper figure giving the shape of the orifices, and the others sections of the jet. The jet first contracts as described above, in consequence of the convergence, of the fluid streams within the vessel, retaining, however, a form similar to that of the orifice. Afterwards it expands into sheets in planes per- pendicular to the sides of the orifice. Thus the jet from a triangular orifice expands into three sheets, in planes bisecting at right angles the three sides of the triangle. Generally a jet from an orifice, in the form, of a regular polygon of n sides, forms n sheets in planes perpendicular to the -sides of the polygon. Bidone explains this by reference to the simpler case of meeting streams. If two equal streams having the same axis, but moving in opposite directions, meet, they spread out into a thin disk normal to the common axis of the streams. If the directions of two streams intersect obliquely they spread into a symmetrical sheet perpendicular to the plane of the streams. Let 01, a* (fig. 24) be two points in an orifice at depths %, fa from the free surface. The filaments issuing at 01, O2 will have the different velocities V 2ghi and V 2gh2. Consequently they will tend to describe parabolic paths aicbi and aicbi of different horizontal range, and intersecting in the point c. But since two filaments cannot simul- taneously flow through the same point, they must exercise mutual pressure, and will be deflected out of the paths they tend to describe. It is this mutual pressure which causes the expansion of the jet into sheets. Lord Rayleigh pointed out that, when the orifices are small and the head is not great, the expansion of the sheets in directions per- pendicular to the direction of flow reaches a limit. Sections taken at greater distance from the orifice show a contraction of the sheets until a compact form is reached similar to that at the first contrac- tion. Beyond this point, if the jet retains its coherence, sheets are thrown out again, but in directions bisecting the angles between the previous sheets. Lord Rayleigh accepts an explanation of this con- traction first suggested by H. Buff (1805-1878), namely, that it is due to surface tension. § 26. Influence of Temperature on Discharge of Orifices. — Professor W. C. Unwin found (Phil. Mag., October 1878, p. 281) that for sharp-edged orifices temperature has a very small influence on the discharge. For an orifice I cm. in diameter with heads of about I to ii ft. the coefficients were: — Temperature F C. 205° . ..... -594 62° -598 For a conoidal or bell-mouthed orifice I cm. diameter the effect of temperature was greater: — Temperature F C. 190° 0-987 130° 0-974 6p° 0-942 an increase in velocity of discharge of 4% when the temperature increased 130°. J. G. Mair repeated these experiments on a much larger scale (Proc. Inst. Civ. Eng. Ixxxiv.). For a sharp-edged orifice 2j in. diameter, with a head of 1-75 ft., the coefficient was 0-604 at 57° and 0-607 at 179° F., a very small difference. With a conoidal orifice the coefficient was 0-961 at 55° and 0-981 at 170° F. The corresponding coefficients of resistance are 0-0828 and 0-0391, showing that the resistance decreases to about half at the higher temperature. § 27. Fire Hose Nozzles. — Experiments have been made by J. R. Freeman on the coefficient of discharge from smooth cone nozzles used for fire purposes. The coefficient was found to be 0-983 for J-in. nozzle; 0-982 for J in.; 0-972 for I in.; 0-976 for ii in.; and 0-971 for ii in. The nozzles were fixed on a taper play-pipe, and the coefficient includes the resistance of this pipe (Amer. Soc. Civ. Eng. xxi., 1889). Other forms of nozzle were tried such as ring nozzles for which the coefficient was smaller. IV. THEORY OF THE STEADY MOTION OF FLUIDS. § 28. The general equation of the steady motion of a fluid given under Hydrodynamics furnishes immediately three results as to the distribution of pressure in a stream which may here be assumed. (a) If the motion is rectilinear and uniform, the variation of pressure is the same as in a fluid at rest. In a stream flowing in an open channel, for instance, when the effect of eddies produced by the roughness of the sides is neglected, the pressure at each point is simply the hydrostatic pressure due to the depth below the free surface. (6) If the velocity of the fluid is very small, the distribution of pressure is approximately the same as in a fluid at rest. (c) If the fluid molecules take precisely the accelerations which they would have if independent and submitted only to the external forces, the pressure is uniform. Thus in a jet falling freely in the air the pressure throughout any cross section is uniform and equal to the atmospheric pressure. (d) In any bounded plane section traversed normally by streams which are rectilinear for a certain distance on either side of the section, the distribution of pressure is the same as in a fluid at rest. DISTRIBUTION OF ENERGY IN INCOMPRESSIBLE FLUIDS. § 29. Application of the Principle of the Conservation of Energy to Cases of Stream Line Motion. — The external and internal work done on a mass is equal to the change of kinetic energy produced. In many hydraulic questions this principle is difficult to apply, be- cause from the complicated nature of the motion produced it is difficult to estimate the total kinetic energy generated, and because in some cases the internal work done in overcoming frictional or viscous resistances cannot be ascertained ; but in the case of stream line motion it furnishes a simple and important result known as Bernoulli's theorem. Let AB (fig. 25) be any one elementary stream, in a steadily moving fluid mass. Then, from the steadiness of the motion, AB is a fixed path in space through which a stream of fluid is constantly flowing. Let OO be the free surface and XX any horizontal datum line. Let o o FIG. 25. u be the area of a normal cross section, v the velocity, p the intensity of pressure, and z the elevation above XX, of the elementary stream AB at A, and ui, pi, Vi, Zi the same quantities at B. Suppose that in a short time t the mass of fluid initially occupying AB comes to A'B'. Then AA', BB' are equal to vt, v\t, and the volumes of fluid AA', BB' are the equal inflow and outflow = Qt=avt = wiVit, in the given time. If we suppose the filament AB surrounded by other filaments moving with not very different velocities, the frictional or viscous resistance on its surface will be small enough to be neglected, and if the fluid is incompressible no internal work is done in change of volume. Then the work done by external forces will be equal to the kinetic energy produced in the time considered. The normal pressures on the surface of the mass (excluding the ends A, B) are at each point normal to the direction of motion, and do no work. Hence the only external forces to be reckoned are gravity and the pressures on the ends of the stream. The work of gravity when AB falls to A'B' is the same as that of transferring AA' to BB'; that is, GQt (z— Zi). The work of the pressures on the ends, reckoning that at B negative, because it is opposite to the direction of motion, is (puXvt) — (piwiXvit) = Qt(p — pi). The change of kinetic energy in the time t is the differ- ence of the kinetic energy originally possessed by AA' and that finally acquired by BB', for in the intermediate part A'B there is no change of kinetic energy, in consequence of the steadiness of the motion. But the mass of AA' and BB' is GQt/g, and the change of kinetic energy is therefore (GQt/g) (i>i2/2 — i*2/2)- Equating this to the work done on the mass AB, Dividing by GQt and rearranging the terms, . or, as A and B are any two points, Ppg+ffG +z = constant = H, Now r2/2g is the head due to the velocity v , p/G is the head equivalent to the pressure, and z is the elevation above the datum (see § 16). Hence the terms on the left are the total head due to velocity, pressure, and elevation at a given cross section of the filament, z is easily seen to be the work in foot-pounds which would be done by I ft of fluid falling to the datum line, and similarly p/G and t>2/2g are the quantities of work which would be done by i ft of fluid due to the pressure p and velocity v. The expression on the left of the equation is, therefore, the total energy of the stream at the section considered, per ft of fluid, estimated with reference to the STEADY MOTION OF FLUIDS] HYDRAULICS 43 datum line XX. Hence we see that in stream line motion, under the restrictions named above, the total energy per Ib of fluid is uniformly distributed along the stream line. If the free surface of the fluid OO is taken as the datum, and —h, —hi are the depths of A and B measured down from the free surface, the equation takes the form */2g+p/G-h=vi'/2g+p1IG-h1; (3) or generally W2g+P/G— A = constant. (30) § 30. Second Form of the Theorem of Bernoulli. — Suppose at the two sections A, B (fig. 26) of an elementary stream small vertical pipes are introduced, which may be termed pressure columns A" B" "^ * f~ a 1 A I T---^ ~~--_ 5* I — 6 B' — ^ .j_ i H ~_ 1 1 IT i 6' ^==± -• l ±= — • B I-7 i c P~~ i i_ J, i X projected surface as HI, and the pressures parallel to the axis of the pipe, normal to these projected surfaces, balance each other. Similarly the pressures on BC, CD balance those on GH, EG. In the same way, in any combination of enlargements and contrac- tions, a balance of pressures, due to the flow of liquid parallel to the FIG. 26. (§8), having their lower ends accurately parallel to the direction of flow. In such tubes the water will rise to heights corresponding to the pressures at A and B. Hence b = p/G, and b'=p That is, the fall of free surface level between two sections is equal to the difference of the heights due to the velocities at the sections. The line A'B' is sometimes called the line of hydraulic gradient, though this term is also used in cases where friction needs to be taken into account. It is the line the height of which above datum is the sum of the elevation and pressure head at that point, and it falls below a horizontal line A"B" drawn at H ft. above XX by the quantities a=v'/2g and a' = vi*/2g, when friction is absent. §31. Illustrations of the Theorem of Bernoulli. In a lecture to the mechanical section of the British Association in 1875, W. Froude gave some experimental illustrations of the principle of Bernoulli. He remarked that it was a common but erroneous impression that a fluid exercises in a contracting pipe A (fig. 27) an excess of pressure against the entire converging surface which it meets, and that, conversely, as it enters an enlargement B, a relief of pressure is experienced by the entire diverging surface of the pipe. Further it is commonly assumed that when passing through a contraction C, there is in the narrow neck an excess of pressure due to the squeezing together of the liquid at that point. These impressions are in no respect correct; the pressure is smaller as the section of the pipe is smaller and conversely. Fig. 28 shows a pipe so formed that a contraction is followed by an enlargement, and fig. 29 one in which an enlargement is followed by a contraction. The A B _ vertical pressure columns show the decrease of pressure at the contrac- tion and increase of pressure at the enlarge- ment. The line abc in both figures shows the variation of free surface level, supposing the pipe frictionless. In actual pipes, however, work is expended in friction against the pipe; the axis of the pipe, will be found, provided the sectional area and direction of the ends are the same. The following experiment is interesting. Two cisterns provided with converging pipes were placed so that the jet from one was ex- actly opposite the entrance to the other. The cisterns being filled FIG. 29. very nearly to the same level, the jet from the left-hand cistern A entered the right-hand cistern B (fig. 31), shooting across the free space between them without any waste, except that due to indirect- ness of aim and want of exact correspondence in the form of the orifices. In the actual experiment there was 1 8 in. of head in the right and 20$ in. of head in the left-hand cistern, so that about FIG. 27. total head diminishes in proceeding along the pipe, and the free surface level is a line such as abiCi, falling below abc. Froude further pointed out that, if a pipe contracts and enlarges again to the same size, the resultant pressure on the converging part exactly balances the resultant pressure on the diverging part so that there is no tendency to move the pipe bodily when water flows through it. Thus the conical part AB (fig. 30) presents the same FIG. 30. * 2$ in. were wasted in friction. It will be seen that in the open space between the orifices there was no pressure, except the atmospheric pressure acting uniformly throughout the system. § 32. Venturi Meter. — An ingenious application of the variation of pressure and velocity in a converging and diverging pipe has been B FIG. 31. made by Clemens Herschel in the construction of what he terms a Venturi Meter for measuring the flow in water mains. Suppose that, as in fig. 32, a contraction is made in a water main, the change of section being gradual to avoid the production of eddies. The ratio p 44 HYDRAULICS [STEADY MOTION OF FLUIDS of the cross sections at A and B, that is at inlet and throat, is in actual meters 5 to I to 20 to I , and is very carefully determined by the maker of the meter. Then, if v and u are the velocities at A and B, -u = pv. Let pressure pipes be introduced at A, B and C, IG. 32. and let Hi, H, Hs be the pressure heads at those points. Since the velocity at B is greater than at A the pressure will be less. Neglect- » -- ing friction Let & = Hi-H be termed the Venturi head, then from which the velocity through the throat and the discharge of the main can be calculated if the areas at A and B are known and h observed. Thus if the diameters at A and B are 4 and 12 in., the areas are 12-57 and 113'1 SQ- in-i and p=9, « = V 8i/8oV (2gh) = I-007V (2gh). If the observed Venturi head is 12 ft., «=28 ft. per sec., and the discharge of the main is 28X12-57=351 cub. ft. per sec. Hence by a simple observation of pressure difference, the flow in the main at any moment can be determined. Notice that the pressure height at C will be the same as at A except for a small loss »/ due to friction and eddying between A and B. To get the pressure at the throat very exactly Herschel surrounds it by an annular passage communicating with the throat by several small holes, sometimes formed in vulcanite to prevent corrosion. Though con- structed to prevent eddying as much as possible there is some eddy loss. The main effect of this is to cause a loss of head between A and C which may vary from a fraction of a foot to perhaps 5 ft. at the highest velocities at which a meter can be used. The eddying also affects a little the Venturi head h. Consequently an experi- mental coefficient must be determined for each meter by tank measure- ment. The range of this coefficient is, however, surprisingly small. If to allow for friction, w=feV(pI/(A>-i)|V(2£A), then Herschel found values of k from 0-97 to i -o for throat velocities varying from 8 to 28 ft. per sec. The meter is extremely con- venient. At Staines reser- voirs there are two meters of this type on mains 04 in. in diameter. Herschel con- trived a recording arrange- ment which records the variation of flow from hour to hour and also the total flow in any given time. In Great Britain the meter is constructed by G. Kent, who has made improvements Inlet in the recording arrange- "i— «• ment. In the Deacon Waste Water Meter (fig. 33) a different principle is used. A disk D, partly counter- balanced by a weight, is suspended in the water flow- ing through the main in a conical chamber. The un- balanced weight of the disk is supported by the impact of the water. If the discharge of the main increases the disk rises, but as it rises its position in the chamber is such that in consequence^of the larger area the velocity is less. It finds, therefore, a new position of equilibrium. A pencil P records on a drum moved by clockwork the position of the disk, and from this the variation of flow is in- ferred. § 33. Pressure, Velocity and Energy in Different Stream Lines. — The equation of Bernoulli gives the variation of pressure and velocity Outlet from point to point along a stream line, and shows that the total energy of the flow across any two sections is the same. Two other directions may be defined, one normal to the stream line and in the plane containing its radius of curvature at any point, the other normal to the stream line and the radius of curvature. For the problems most practically useful it will be sufficient to consider Jhe stream lines as parallel to a vertical or horizontal plane. If the motion is in a vertical plane, the action of gravity must be taken into the reckoning ; if the motion is in a horizontal plane, the terms expressing variation of elevation of the filament will disappear.1 Let AB, CD (fig. 34) be two consecutive stream lines, at present assumed to be in a vertical plane, and PQ a normal to these lines FIG. 34. making an angle 4> with the vertical. Let P, Q be two particles moving along these lines at a distance PQ = ds, and let z be the height of Q above the horizontal plane with reference to which the energy is measured, v its velocity, and p its pressure. Then, if H is the total energy at Q per unit of weight of fluid, (i) Differentiating, we get dH=dz+dp/G+vdv/g, for the increment of energy between Q and P. But dz = PQ cos $=ds cos ; .'.dH=dp/G-\-vdv/g-\-dscos, where the last term disappears if the motion is in a horizontal plane. Now imagine a small cylinder of section w described round PQ as an axis. This will be in equilibrium under the action of its centrifugal force, its weight and the pressure on its ends. But its volume is wds and its weight Gwds. Hence, taking the components of the forces parallel to PQ — udp — GiPwds/gp-Gw cos ds, where p is the radius of curvature of the stream line at Q. Conse- quently, introducing these values in (i), (2) CURRENTS § 34. Rectilinear Current. — Suppose the motion is in parallel straight stream lines (fig. 35) in a vertical plane. Then p is infinite, and from eq. (2), § 33, dH=vdvlg. Comparing this with (i) we see that dz+dp/G"0; .'. z+£/G=constant; (3) or the pressure varies hydrostatically as in a fluid at rest. For two stream lines in a horizontal *> plane, z is constant, and there- fore p is constant. Radiating Current. — Suppose water flowing radially between horizontal parallel planes, at a distance apart = 5. Conceive two cylindrical sections of the FIG. 35. current at radii ri and rt, where the velocities are »i and rj, and the pressures pi and p2. Since the flow across each cylindrical section of the current is the same, Q = 2 uTiSDi = 2irrt&vi riVi = r&t ri/ri=»j/»i. (4) a i T I dz i i r1! J, 1 The following theorem is taken from a paper by J. H. Cotterill, " On the Distribution of Energy in a Mass of Fluid in Steady Motion," Phil. Mag., February 1876. STEADY MOTION OF FLUIDS] HYDRAULICS The velocity would be infinite at radius o, if the current could be conceived to extend to the axis. Now, if the motion is steady, = t>,IC, -\-r-tvflrf2g; 22)/2g; (5) 222g- (6) Hence the pressure increases from the interior outwards, in a way indicated by the pressure columns in fig. 36, the curve through the free surfaces of the pressure columns being, in a radial section, the quasi-hyperbola of the form ry2 = c3. This curve is asymptotic to a horizontal line, H ft. above the line from which the pressures are measured, and to the axis of the current. Free Circular Vortex. — A free circular vortex is a revolving mass of water, in which the stream lines are concentric circles, and in which FIG. 36. the total head for each stream line is the same. Hence, if by any slow radial motion portions of the water strayed from one stream line to another, they would take freely the velocities propel to their new positions under the action of the existing fluid pressures only. For such a current, the motion being horizontal, we have for all the circular elementary streams H = p/G +i?t2g = constant; Consider two stream lines at radii r and r+dr (fig. 36). Then in (*), § 33. P = r and ds = dr, v*dr/gr +vdv/g = o, dv/v=-dr/r, » - i/r, (8) precisely as in a radiating current; and hence the distribution of pressure is the same, and formulae 5 and 6 are applicable to this case. Free Spiral Vortex. — As in a radiating and circular current the equations of motion are the same, they will also apply to a vortex in which the motion is compounded of these motions in any pro- portions, provided the radial component of the motion vanes, in- versely as the radius as in a radial current, and the tangential component varies inversely as the radius as in a free vortex. Then the whole velocity at any point will be inversely proportional to the radius of the point, and the fluid will describe stream lines having a constant inclination to the radius drawn to the axis of the current. That is, the stream lines will be logarithmic spirals. When water is delivered from the circumference of a centrifugal pump or turbine into a chamber, it forms a free vortex of this kind. The water flows spirally outwards, its velocity diminishing and its pressure increasing according to the law stated above, and the head along each spiral stream line is constant. § 35- Forced Vortex. — If the law of motion in a rotating current is different from that in a free vortex, some force must be applied to cause the variation of velocity. The simplest case is that of a rotating current in which all the particles have equal angular velocity, as for instance when they are driven round by radiating paddles revolving uniformly. Then in equation (2), § 33, considering two circular stream lines of radii r and r-^-dr (fig. 37), we have p = r, ds — dr. If the angular velocity is o, then v = or and dv — adr. Hence dH = a?rdr/g+a?rdr/g = 2a?rdrjg. Comparing this with (i), § 33, and putting dz = o, because the motion is horizontal, dp/G + a?rd r/g = 2 ctrdrfg, dp/G = ofrdr/g, p/G = aV2/2g -(-constant. (9) Let pi, n, vi be the pressure, radius and velocity of one cylindrical section, pi, r2, fj those of another; then (Pr-pi)IG = a?(rf-rf)/2g = (*s*-r12)/2g. (10) That is, the pressure increases from within outwards in a curve FIG. 37. which in radial sections is a parabola, and surfaces of equal pressure are paraboloids of revolution (fig. 37). DISSIPATION OF HEAD IN SHOCK § 36. Relation of Pressure and Velocity in a Stream in Steady Motion when the Changes of Section of the Stream are Abrupt. — When a stream changes section abruptly, rotating eddies are formed which dissipate energy. The energy absorbed in producing rotation is at once abstracted from that effective in causing the flow, and sooner or later it is wasted by frictional resistances due to the rapid relative motion of the eddying parts of the fluid. In such cases the work thus expended internally in the fluid is too important to be neglected, and the energy thus lost is commonly termed energy lost in shock. Suppose fig. 38 to represent a stream haying such an abrupt change of section. Let AB, CD be normal sections at points where ordinary stream line motion has not been disturbed and where it has been re-established. Let a, p, v be the area of section, pressure and velocity at AB, and ui, pit vt corresponding quantities at CD. Then if no work were expended internally, and assuming the stream horizontal, we should have (i) 46 HYDRAULICS [DISCHARGE FROM ORIFICES But if work is expended in producing irregular eddying motion, the head at the section CD will be diminished. Suppose the mass ABCD comes in a short time t to A'B'C'D'. The resultant force parallel to the axis of the stream is where p*, is put for the unknown pressure on the annular space between AB and EF. The impulse of that force is The horizontal change of momentum in the same time is the differ- ence of the momenta of iCDC'D' and ABA'B', because the amount of momentum be- tween A'B' and CD remains unchanged if the motion is steady. The volume — ofABA'B'orCDC'D', being the inflow and outflow in the time and the momentum of these masses is (G/g)Qf/and(G/g)Qf,/. The change of mo- Equating this to the impulse, DDf FIG. 38. mentum is therefore (G/g)Q<(»i-fl). Assume that po = P , the pressure at AB extending unchanged through the portions of fluid in contact with AE, BF which lie out of the path of the stream. Then (since Q=UI»I) ' (2) p/G+v'/zg =pi/G+vS/2g+(wl)*l2g. (3) This differs from the expression (i), § 29, obtained for cases where no sensible internal work is done, by the last term on the right. That is, (f-Fi)*/2g has to be added to the total head at CD, which is pi/G+Vi'/2g, to make it equal to the total head at AB, or (tn/i)J/2g is the head lost in shock at the abrupt change of section. But v-vi is the relative velocity of the two parts of the stream. Hence, when an abrupt change of section occurs, the head due to the relative velocity is lost in shock, or (f-»:)!/2g foot-pounds of energy is wasted for each pound of fluid. Experiment verifies this result, so that the assumption that po = p appears to be admissible. If there is no shock, If there is shock, pilG Hence the pressure head at CD in the second case is less than in the former by the quantity (v-^iYfrg, or, putting o>it>i=«D, by the quantity M*. (4) o' V. THEORY OF THE DISCHARGE FROM ORIFICES AND MOUTHPIECES § 37. Minimum Coefficient of Contraction. Re-entrant Mouth- piece of Borda. — In one special case the coefficient of contraction can be determined theoretically, and, as it is the case where the convergence of the streams approaching the orifice takes place through the greatest possible angle, the co- efficient thus deter- mined is the minimum coefficient. Let fig. 39 represent a vessel with vertical sides, OO being the free water surface, at which the pressure is pa. Suppose the liquid issues by a horizontal mouthpiece, which is re-entrant and of the greatest length which permits the jet to spring clear from the in^ner end of the orifice, without adher- ing to its sides. With such an orifice the FIG. 39. velocity near the points CD is negligible, and the pressure at those points may be taken equal to the hydro- static pressure due to the depth from the free surface. Let fi be the area of the mouthpiece AB, a that of the contracted jet aa. Suppose that in a short time /, the mass OOoa comes to the position O'O a' a' ; the impulse of the horizontal external forces acting on the mass during that time is equal to the horizontal change of momentum. The pressure on the side OC of the mass will be balanced by the pressure on the opposite side OE, and so for all other portions of the vertical surfaces of the mass, excepting the portion EF opposite the mouthpiece and the surface AoaB of the jet. On EF the pressure is simply the hydrostatic pressure due to the depth, that is, (*0+GA)Q. On the surface and section AoaB of the jet, the horizontal resultant of the pressure is equal to the atmospheric pressure pa acting on the vertical projection AB of the jet; that is, the resultant pressure is -pM. Hence the resultant horizontal force for the wnole mass OOoa is (pa+Gh)n-pM = Ghtt. Its impulse in the time / is Ghn t. Since the motion is steady there is no change of momentum between O'O' and aa. The change of horizontal momentum is, therefore, the difference of the horizontal momentum lost in the space OOO'O' and gained in the space aaa'a'. In the former space there is no horizontal momentum. The volume of the space aaa'a' is uvt; the mass of liquid in that space is (Gjg)avt; its momentum is (G/g)u»2/. Equating impulse to momentum gained, But . 2 = 2gh, and w/12 = cc a result confirmed by experiment with mouthpieces of this kind. A similar theoretical investigation is not possible for orifices in plane surfaces, because the velocity along the sides of the vessel in the neighbourhood of the orifice is not so small that it can be neglected. The resultant horizontal pressure is therefore greater than GhQ, and the contraction is less. The experimental values of the coefficient of discharge for a re-entrant mouthpiece are 0-5149 (Borda), 0-5547 (Bidone), 0-5324 (Weisbach), values which differ little from the theoretical value, 0-5, given above. § 38. Velocity of Filaments issuing in a Jet. — A jet is composed of fluid filaments or elementary streams, which start into motion at some point in the interior of the vessel from which the fluid is discharged, and gradually acquire the velocity of the jet. Let Mm, fig. 40 be such a fila- ment, the point M being taken where the velocity is in- sensibly small, and m at the most con- tracted section of the jet, where the filaments have be- come parallel and pIG_ exercise uniform mutual pressure. Take the free surface AB for datum line, and let pi, »i, hi, be the pressure, velocity and depth below datum at M; p, v, h, the corresponding quantities at m. Then § 29, eq. (30), t>iV2g+£i/G-fci.=t>V2g+/>/G-&. (i) But at M, since the velocity is insensible, the pressure is the hydro- static pressure due to the depth; that is, 1*1=0, pi=pa+Ghi. At m, p = pa, the atmospheric pressure round the jet. Hence, inserting these values, A-A =ti22G-A (2) (20) That is, neglecting the viscosity of the fluid, the velocity of fila- ments at the contracted section of the jet is simply the velocity due to the difference of level of the free surface in the reservoir and the orifice. If the orifice is small in dimensions compared with h, the filaments will all have nearly the same vel- ocity, and if h is measured to the centre of the orifice, ives the jet. Case of a Submerged Orifice, — Let the orifice discharge below the level of the tail water. Then the equation above gr the mean velocity of 1 FIG. 41. using the notation shown in fig. 41, we have at M, »i =o,/>i =Gh;-\-p* at m, p = Ghi+pa. Inserting these values in (3), § 29, ; (3) DISCHARGE FROM ORIFICES] HYDRAULICS 47 where h is the difference of level of the head and tail water, and may be termed the effective head producing flow. Case where the Pressures are different on the Free Surface and at the Orifice.— Let the fluid flow from a vessel in which the pressure is pa into a vessel in which the pressure is p, fig. 42. The pres- sure pa will produce the same effect as a layer of fluid of thickness po/G added to the head water; and the pres- sure p will produce the same effect as a layer of thickness p/G added to the tail water. Hence the effective difference of level, or effective head producing flow, will and the velocity of discharge will be » = V[2g!Ao+(/>o-/>)/G)]. (4) We may express this result by saying that differences of pressure at the free surface and at the orifice are to be reckoned as part of the effective head. Hence in all cases thus far treated the velocity of the jet is the velocity due to the effective head, and the discharge, allowing for contraction of the jet, is Q=«ou = ca>V(2gft), (5) where w is the area of the orifice, cia the area of the contracted section of the jet, and h the effective head measured to the centre of the orifice. If h and w are taken in feet, Q is in cubic feet per second. It is obvious, however, that this formula assumes that all the filaments have sensibly the same velocity. That will be true for horizontal orifices, and very approximately true in other cases, if the dimensions of the orifice are not large compared with the head h. In large orifices in say a vertical surface, the value of h is different for different filaments, and then the velocity of different filaments is not sensibly the same. SIMPLE ORIFICES — HEAD CONSTANT § 39. Large Rectangular Jets from Orifices in Vertical Plane Sur- faces.— Let an orifice in a vertical plane surface be so formed that it produces a jet having A £J| a rectangular con- tracted section with vertical and horizon- tal sides. Let 6 (fig. 43) be the breadth of the jet, hi and hi the depths below the free surface of its upper and lower surfaces. Consider a lamina of the jet between the depths h and h+dh. Its normal section is bdh, and the velocity of discharge •*J2gh. The discharge per FIG. 43. second in this lamina is therefore 6V2gft an, and that of the whole jet is therefore 2°-A,?), (6) where the first factor on the right is a coefficient depending on the form of the orifice. Now an orifice producing a rectangular jet must itself be very approximately rectangular. Let B be the breadth, Hi, H2, the depths to the upper and lower edges of the orifice. Put 6(fei-Ai')/B(H25-H1')=c. (7) Then the discharge, in terms of the dimensions of the orifice, instead of those of the jet, is Q-fcBVafdtf-H,1), (8) the formula commonly given for the discharge of rectangular orifices. The coefficient c is not, however, simply the coefficient of contraction, the value of which is and not that given in (7). It cannot be assumed, therefore, that c in equation (8) is constant, and in fact it is found to vary for different values of B/H2 and B/Hi, and must be ascertained experimentally. Relation between the Expressions (5) and (8). — For a rectangular orifice the area of the orifice is u = B (H2 — HI) , and the depth measured to its centre is J(H2+Hi). Putting these values in (5), Qi=cB(H,-Hi)V{«(H,+H,)}. From (8) the discharge is . Hence, for the same value of c in the two cases, Let Hi/H2 = ; y = \d(i — cos ) ; %dsitid. e = d/(2hi-\-d), ) I" J o From eq. (5), putting u=ir V 1 1 - f cos } d. For hi = this extends a channel 200 metres in length with a slope of I mm. per metre. The channel is 2 metres wide with vertical sides. The channels were constructed of concrete rendered with cement. The water levels were taken in chambers constructed near the canal, by floats actuating an index on a dial. Hook gauges were used in determining the heads on the weirs. Standard Weir. — The weir crest was 3-72 ft. above the bottom of the canal and formed by a plate } in. thick. It was sharp-edged with free overfall. It was as wide as the canal so that end con- tractions were suppressed, and enlargements were formed below the crest to admit air under the water sheet. The channel below the weir was used as a gauging tank. Gaugings were made with the weir 2 metres in length and afterwards with the weir reduced to i metre and 0-5 metre in length, the end contractions being sup- pressed in all cases. Assuming the general formula (i) 50 Bazin arrives at the following values of m : — Coefficients of Discharge of Standard Weir. HYDRAULICS [DISCHARGE FROM ORIFICES Head h metres. Head h feet. m 0-05 •164 0-4485 O-IO •328 0-4336 0-15 •492 0-4284 0-20 •656 0-4262 0-25 •820 0-4259 0-30 •984 0-4266 o-35 •148 0-4275 0-40 •312 0-4286 o-45 •476 0-4299 0-50 •640 0-43I3 o-SS •804 0-4327 0-60 •968 0-4341 Bazin compares his results with those of Fteley and Stearns in 1877 and 1879, correcting for a different velocity of approach, and finds a close agreement. Influence of Velocity of Approach. — To take account of the velocity of approach u it is usual to replace h in the formula by h-\-autJ2g where o is a coefficient not very well ascertained. Then Q =til(h+au?/2g) V \2g(h+au*/2g)} = /i/&V(2g&)(l+att2/2g&)3. (2) The original simple equation can be used if m = n(i -\-a-u?/2gh)i or very approximately, since u?/2gh is small, f»=/i(l+|aM2/2gA). (3) Now if p is the height of the weir crest above the bottom of the canal (fig. 52), u = Q/l(p+h). Replacing Q by its value in (I) ' 2ghP(p+h)*} •hl(p+k)\\ (4) so that (3) may be written - <5> Gaugings were made with W//////////// weirs of 0-75, 0-50, 0-35, and .0-24 metres height above the canal bottom and the FIG. 52. results compared with those of the standard weir taken at the same time. The discussion of the results leads to the following values of m in the general equation (i): — Values of it — =M[i+o-55i*/'+*)}f]. V2gfc) i*/8'+ Head h metres. Head h feet. M 0-05 •164 0-4481 O-IO •328 0-4322 O-20 •656 0-30 .984 0-4174 0-40 1-312 0-4144 0-50 0-60 1-640 1-968 0-4118 0-4092 An approximate formula for n is: ti. = 0-405+0-003/4 (h in metres) M = 0-405+0-01 /h (h in feet). Inclined Weirs. — Experiments were made in which the plank weir was inclined up or down stream, the crest being sharp and the end contraction suppressed. The following are coefficients by which the discharge of a vertical weir should be multiplied to obtain the discharge of the inclined weir. Coefficient, i to i 0-93 3 to 2 0-94 3 to i 0-96 •oo . 3 to i -04 » » 3 to 2 -07 ,, ,, i to i .10 ., „ I to 2 -12 i. i> I to 4 -09 The coefficient varies appreciably, if h/p approaches unity, which case should be avoided. In all the preceding cases the sheet passing over the weir is de- tached completely from the weir and its under-surface is subject to atmospheric pressure. These conditions permit the most exact determination of the coefficient of discharge. If the sides of the canal below the weir are not so arranged as to permit the access of air under the sheet, the phenomena are more complicated. So long as the head does not exceed a certain limit the sheet is detached Inclination up stream . »» »» Vertical weir Inclination down stream from the weir, but encloses a volume of air which is at less than atmospheric pressure, and the tail water rises under the sheet. The discharge is a little greater than for free overfall. At greater head the air disappears from below the sheet and the sheet is said to be " drowned. ' The drowned sheet may be independent of the tail water level or influenced by it. In the former case the fall is followed by a rapid, terminating in a standing wave. In the latter case when the foot of the , sheet is drowned the level of the tail water influences the discharge even if it is below the weir crest. Weirs with Flat Crests. — The water sheet may spring clear from the upstream edge or may adhere to the flat crest falling free beyond the downstream edge. In the former case the condition is that of a sharp-edged weir and it is realized when the head is at least double the width of crest. It may arise if the head is at least ij the width of crest. Between these limits the condition of the sheet is unstable. When the sheet is adherent the coefficient m depends on the ratio of the head h to the width of crest c (fig. 53), and is given by the equation m = mi [o-70+o-i85fc/c], where mi is the coefficient for a sharp- edged weir in similar con- ditions. Rounding the up- stream edge even to a small extent modifies the dis- charge. If R is the radius of the rounding the co- efficient m is increased in the ratio itoi +R/A nearly. The results are limited to R less than J in. Drowned Weirs. — Let h (fig. 54) be the height of ""''•"'"''- head water and hi that of tail water above the weir crest. Then Bazin obtains as the approxi- mate formula for the coefficient of discharge 1 I \ where as before mi is the coefficient for a sharp-edged weir in similar conditions, that is, when the sheet is ^*^^— ^— ^^=== free and the weir ^-<-T-, -a«x« of the same height. § 48. Separating Weirs. — Many towns derive their water-supply from streams in high moorland dis- pIG -- tricts, in which the flow is extremely variable. The water is collected in large storage reservoirs, from which an uniform supply can be sent to the town. In Plan of Cast Iron Key FIG. 56. such cases it is desirable to separate the coloured water which comes down the streams in high floods from the purer water of ordinary flow. The latter is sent into the reservoirs; the former is allowed DISCHARGE FROM ORIFICES] HYDRAULICS to flow away down the original stream channel, or is stored in separate reservoirs and used as compensation water. To accomplish the separation of the flood and ordinary water, advantage is taken of the different horizontal range of the parabolic path of the water falling over a weir, as the depth on the weir and, consequently, the velocity change. Fig. 55 shows one of these separating weirs m the form in which they were first introduced on the Manchester Water- works; fig. 56 a more modern weir of the same kind designed by Sir A. Binnie for the Bradford Waterworks. When the quantity of water coming down the stream is not excessive, it drops over the weir into a transverse channel leading to the reservoirs. In flood, the water springs over the mouth of this channel and is led into a waste channel. It may be assumed, probably with accuracy enough for practical purposes, that the particles describe the parabolas due to the mean velocity of the water passing over the weir, that is, to a velocity §V(2g£), where h is the head above the crest of the weir. Let cb = x be the width of the orifice and ac=y the difference of level of its edges (fig. 57). Then, if a particle passes from a to b in t seconds, which gives the width x for any given difference of level y and head h, which the jet will just pass over the orifice. Set off ad vertically FIG. 57. and equal to jg on any scale; af horizontally and equal to J V (gh). Divide af, fe into an equal number of equal parts. Join a with the divisions on ef. The intersections of these lines with verticals from the divisions on af give the parabolic path of the jet. MOUTHPIECES — HEAD CONSTANT § 49. Cylindrical Mouthpieces. — When water issues from a short cylindrical pipe or mouthpiece of a length at least equal to i£ times its smallest transverse dimension, the stream, after contraction within the mouthpiece, expands to fill it and issues full bore, or without contraction, at the point of discharge. The discharge is found to be about one-third greater than that from a simple orifice of the same size. On the other hand, the energy of the fluid per unit of weight is less than that of the stream from a simple orifice with the same head, because part of the energy is wasted in eddies produced at the point where the stream expands to fill the mouthpiece, the action being something like that which occurs at an abrupt change of section. Let fig. 58 represent a vessel discharging through a cylindrical mouthpiece at the depth h from the free surface, and let the axis of the jet XX be taken as the datum with reference to which the head is estimated. Let SJ be the area of the mouthpiece, a the aiea of the stream at the contracted section EF. Let v, p be the velocity and pressure at EF, and VH pi the same quantities at GH. If the discharge is into the air, pi is equal to the atmospheric pressure pa. The total head of any filament which goes to form the jet, taken at a point where its velocity is sensibly zero, is h+pa/G; at EF the total head is v*/2g+p/G; at GH it is »i2/2g +pi/G. Between EF and GH there is a loss of head due to abiupt change of velocity, which from eq. (3), § 36, may have the value (t>-r,)2/2g. Adding this head lost to the head at GH, before equating it to the heads at EF and at the point where the filaments start into motion, — But ort> = itoi, and w=cett, if cc is the coefficient of contraction within the mouthpiece. Hence V = QV,/w=Vl/Ci:. Supposing the discharge into the air, so that pi=pa, -i)2!; d) where the coefficient on the right is evidently the coefficient of velocity for the cylindrical mouthpiece in terms of the coefficient of con- traction at EF. Let £5=0-64, the value for simple orifices, then the coefficient of velocity is = 0-87 (2) The actual value of c, found by experiment is 0-82, which does not differ more from the theoretical value than might be expected if the friction of the mouthpiece is allowed pIG for. Hence, for mouthpieces of this kind, and for the section at GH, Cr=0-82 CC = I-00 C=0-82, It is easy to see from the equations that the pressure p at EF is less than atmospheric pressure. Eliminating vit we get <$>.-/>)/G = ifc nearly; (3) or p = pa-lGh9> per sq. ft. If a pipe connected with a reservoir on a lower level is introduced into the mouthpiece at the part where the contraction is formed (fig. 50), the water will rise in this pipe to a height KL = (p, -f)IG = lh nearly. If the distance X is less than this, the water from the lower reservoir will be forced continuously into the jet by the atmospheric pressure, and discharged with it. This is the crudest form of a kind of pump known as the jet pump. § 50. Convergent Mouthpieces. — With convergent mouthpieces there is a contraction within the mouthpiece causing a loss of head, and a diminution of the velocity of discharge, as with cylindrical mouthpieces. There is also a second contraction of the stream out- side the mouthpiece. Hence the discharge is given by an equation of the form Q=Cvc£H(2gK), (4) where S2 is the area of the external end of the mouthpiece, and c,Q the section of the contracted jet beyond the mouthpiece. Convergent Mouthpieces (Castel's Experiments}. — Smallest diameter of orifice =0-05085/4. Length of mouthpiece = 2 -6 Diameters. Angle of Convergence. Coefficient of Contraction, ce Coefficient of Velocity, c. Coefficient of Discharge, c 0° 0' •999 •830 •829 i °36' I -000 •866 •866 3° 10' I-OOI •894 •895 4° 10' i -002 •910 •912 5° 26' 1-004 •920 •924 7° 52' -998 •931 •929 8° 58' •992 •942 •934 10° 20' •987 •95° •938 12° 4' •986 •955 •942 13° 24' •983 •962 •946 14° 28' •979 •966 •941 16" 36' -969 •971 •938 19° 28' •953 •970 •924 21° 0' •945 •971 •918 23° o' •937 •974 •9'3 29° 58' •919 •975 •896 40° 20' •887 •980 •869 48° 50' •861 •984 •847 The maximum coefficient of discharge is that for a mouthpiece with a convergence of 13° 24'. HYDRAULICS [DISCHARGE OF ORIFICES The values of c, and cc must here be determined by experiment. The above table gives values sufficient for practical purposes. Since the contraction beyond the mouthpiece increases with the convergence, or, what is the same thing, Cc diminishes, and on the other hand the loss of energy diminishes, so that c, increases with the convergence, there is an angle for which the product cc c,, and con- sequently the discharge, is a maximum. § 51. Divergent Con- oidal Mouthpiece. — Sup- pose a mouthpiece so designed that there is no abrupt change in the section or velocity of the stream passing through it. It may have a form at the inner end approxi- mately the same as FIG. 59. that of a simple contracted vein, and may then enlarge gradu- ally, as shown in fig. 60. Suppose that at EF it becomes cylindrical, so that the jet may be taken to be of the diameter EF. Let a, 9, p be the section, velocity and pressure at CD, and J2, v\, pi the same quantities at EF, pa being as usual the atmospheric pressure, or pressure on the free surface AB. Then, since there is no loss of A. y\ energy, except the small frictional resistance of the surface of the mouthpiece, If the jet discharges into the air, pi = p, ; and fcVaf-Aj »i = V (2gh) ; or, if a coefficient is intro- duced to allow for friction, where c, is about 0-97 if the mouthpiece is smooth and well formed. Hence the discharge de- pends on the area of the stream at EF, and not at all on that at CD, and the latter may be made as small as we please without TT._ affecting the amount of IG- °°- water discharged. There is, however, a limit to this. As the velocity at CD is greater than at EF the pressure is less, and therefore less than atmospheric pressure, if the discharge is into the air. If CD is so contracted that p = o, the continuity of flow is impossible. In fact the stream disengages itself from the mouthpiece for some value of p greater than o (fig. 61). From the equations. whence we find that p/G will become zero or nega- tive if or, putting = 34 ft., if FIG. 61. In practice there will be an interruption of the full bore flow with a less ratio of tt/w, because of the disengagement of air from the water. But, supposing this does not occur, the maximum discharge of a mouthpiece of this kind is Q»»V{af(H-#«/G)); that is, the discharge is the same as for a well-bellmouthed mouth- piece of area a, and without the expanding part, discharging into a vacuum. § 52. Jet Pump. — A divergent mouthpiece may be arranged to act as a pump, as shown in fig. 62. The water which supplies the energy required for pumping enters at A. The water to be pumped enters at B. The streams combine at DD where the velocity is greatest and the pressure least. Beyond DD the stream enlarges in section, FIG. 62. and its pressure increases, till it is sufficient to balance the head due to the height of the lift, and the water flows away by the discharge pipe C. FIG. 63 shows the whole arrangement in a diagrammatic way. A is the reservoir which supplies the water that effects the pumping; FIG. 63. B is the reservoir of water to be pumped; C is the reservoir into which the water is pumped. DISCHARGE WITH VARYING HEAD § 53. Flow from a Vessel when the Effective Head varies with the Time. — Various useful problems arise relating to the time of empty- ing and filling vessels, reservoirs, lock chambers, &c., where the flow is dependent on a head which increases or diminishes during the operation. The simplest of these problems is the case of filling or emptying a vessel of constant horizontal section. Time of Emptying or Filling a Vertical-sided Lock Chamber. — Suppose the lock chamber, which has a water surface of Q square ft., is emptied through a sluice in the tail gates, of area o>, placed below the tail-water level. Then the effective head producing flow through the sluice is the difference of level in the chamber and tail bay. Let H (fig. 64) be the initial difference of level, h the difference water Uwt Tail water Uvtl FIG. 64. of level after / seconds. Let — dh be the fall of level in the chamber during an interval At. Then in the time dt the volume in the chamber is altered by the amount —ildh, and the outflow from the sluice in the same time is co>V (2gh)dt. Hence the differential equation con- necting h and / is DISCHARGE FROM ORIFICES] HYDRAULICS 53 For the time /, during which the initial head H diminishes to any other value h, rh n dt. | ChdhHh = C' J H Jo For the whole time of emptying, during which h diminishes from H too, Comparing this with the equation for flow under a constant head, it will be seen that the time is double that required for the discharge of an equal volume under a constant head. The time of filling the lock through a sluice in the head gates is exactly the same, if the sluice is below the tail-water level. But il the sluice is above the tail-water level, then the head is constant till the level of the sluice is reached, and afterwards it diminishes with the time. PRACTICAL [USE OF ORIFICES IN GAUGING WATER § 54. If the water to be measured is passed through a known orifice under an arrangement by which the constancy of the head is ensured, the amount which passes in a given time can be ascertained by the formulae already given. It will obviously be best to make the orifices of the forms for which the coefficients are most accurately determined; hence sharp-edged orifices or notches are most com- monly used. Water Inch. — For measuring small quantities of water circular sharp-edged orifices have been used. The discharge from a circular orifice one French inch in diameter, with a head of one line above the top edge, was termed by the older hydraulic writers a water-inch. A common estimate of its value was 14 pints per minute, or 677 English cub. ft. in 24 hours. An experiment by C. Bossut gave 634 cub. ft. in 24 hours (see Navier's edition of Belidor's Arch. Hydr., p. 212). L. J. Weisbach points out that measurements of this kind would be made more accurately with a greater head over the orifice, and he proposes that the head should be equal to the diameter of the orifice. Several equal orifices may be used for larger discharges. Pin Ferrules or Measuring Cocks. — To give a tolerably definite supply of water to houses, without the expense of a meter, a ferrule with an orifice of a definite size, or a cock, is introduced in the service-pipe. If the head in the water main is constant, then a definite quantity of water would be delivered in a given time. The arrangement is not a very satisfactory one, and acts chiefly as a check on extravagant use of water. It is interesting here chiefly as an example Deregulation of discharge by means of an orifice. Fig. 65 shows a cock of this kind used at Zurich. It consists of three cocks, the middle one having the orifice of the predetermined size in a small circular plate, protected by wire gauze from stoppage by im- purities in the water. The cock FIG. 65. on tne "Sht hand can be used by the consumer for emptying the pipes. The one on the left and the measuring cock are connected by a key which can be locked by a padlock, which is under the control of the water company. § 55. Measurement of the Flow in Streams. — To determine the quantity of water flowing off the ground in small streams, which is available for water supply or for obtaining water power, small temporary weirs are often used. These may be formed of planks supported by piles and puddled to prevent leakage. The measure- ment of the head may be made by a thin-edged scale at a short distance behind the weir, where the water surface has not begun to slope down to the weir and where the velocity of approach is not high. The measurements are conveniently made from a short pile driven into the bed of the river, accurately level with the crest of the weir (fig. 66). Then if at any moment the head is h, the dis- charge is, for a rectangular notch of breadth b, where c = 0-62; or, better, the formula in § 42 may be used. Gauging weirs are most commonly in the form of rectangular notches; and care should be taken that the crest is accurately horizontal, and that the weir is normal to the direction of flow of the stream. If the planks are thick, they should be bevelled (fig. 67), and then the edge may be protected by a metal plate about fffth in. thick to secure the requisite accuracy of form and sharpness of edge. In permanent gauging weirs, a cast steel plate is sometimes used to form the edge of the weir crest. The weir should be large enough to discharge the maximum volume flowing in the stream, and at the same time it is desirable that the minimum head should not be too small (say half a foot) to decrease the effects of errors ol measurement. The section of the jet over the weir should not exceed one-fifth the section of the stream behind the weir, or the velocity of approach will need to be taken into account. A triangular notch is very suitable for measurements of this kind. If the flow is variable, the head h must be recorded at equidistant intervals of time, say twice daily, and then for each 12-hour period ficate IVetr FIG. 66. the discharge must be calculated for the mean of the heads at the beginning and end of the time. As this involves a good deal of troublesome calculation, E. Sang proposed to use a scale so graduated as to read off the discharge in cubic feet per second. The lengths of the principal graduations of such a scale are easily calculated by putting Q = l,2, 3 ... in the ordinary formulae for notches; the intermediate graduations may be taken accurately enough by subdividing equally the distances between the principal graduations. The accurate measurement of the discharge of a stream by means of a weir is, however, in practice, rather more difficult than might be inferred from the simplicity of the principle of the operation. Apart from the difficulty of selecting a suit- able coefficient of discharge, which need not be serious if the form of the weir and the nature of its crest are pro- perly attended to, other difficulties of measurement arise. FIG. 67. The length of the weir should be very accurately deter- mined, and if the weir is rectangular its deviations from exactness of level should be tested. Then the agitation of the water, the ripple on its surface, and the adhesion of the water to the scale on which the head is measured, are liable to introduce errors. Upon a weir 10 ft. long, with I ft. depth of water flowing over, an error of i-ioooth of a foot in measuring the head, or an error of l-iooth of a Foot in measuring the length of the weir, would cause an error in .computing the discharge of 2 cub. ft. per minute. Hook Gauge. — For the determination of the surface level of water, the most accurate instrument is the hook gauge used first by U. Boyden of Boston, in 1840. It consists of a fixed frame with scale and vernier. In the instrument fig. 68 the vernier is fixed to the frame, and the scale slides vertically. The scale carries at its lower end a hook with a fine point, and the scale can be raised or lowered by a fine pitched screw. If the hook is depressed below the water surface and then raised by the screw, the moment of its reaching the water surface will be very distinctly marked, by the reflection from a small capillary elevation of the water surface over the point of the hook. In ordinary light, differences of level of the water of -ooi of a foot are easily detected by the hook gauge. If such a gauge is used to determine the heads at a weir, the hook should FIG. 68 54 HYDRAULICS [DISCHARGE FROM ORIFICES first be set accurately level with the weir crest, and a reading taken. Then the difference of the reading at the water surface and that for the weir crest will be the head at the weir. § 56. Modules used in Irrigation. — In distributing water for irrigation, the charge for the water may be simply assessed on the area of the land irrigated for each consumer, a method followed in India; or a regulated quantity of water may be given to each consumer, and the charge may be made proportional to the quantity of water supplied, a method employed for a long time in Italy and other parts of Europe. To deliver a regulated quantity of water FIG. 69. from the irrigation channel, arrangements termed modules are used. These are constructions intended to maintain a constant or approxi- mately constant head above an orifice of fixed size, or to regulate the size of the orifice so as to give a constant discharge, notwith- standing the variation of level in the irrigating channel. § 57. Italian Module. — The Italian modules are masonry construc- tions, consisting of a regulating chamber, to which water is admitted by an adjustable sluice from the canal. At the other end of the chamber is an orifice in a thin flagstone of fixed size. By means of the adjustable sluice a tolerably constant head above the fixed orifice is maintained, and therefore there is a nearly constant dis- charge of ascertainable amount through the orifice, into the channel leading to the fields which are to be irrigated. In fig. 69, A is the adjustable sluice by which water is admitted to the regulating chamber, B is the fixed orifice through which the water is discharged. The sluice A is adjusted from time to time by the canal officers, so as to bring the level of the water in the regulating chamber to a fixed level marked on the wall of the chamber. When time to time. It has further the advantage that the cultivator, by observing the level of the water in the chamber, can always see whether or not he is receiving the proper quantity of water. On each canal the orifices are of the same height, and intended to work with the same normal head, the width of the orifices being varied to suit the demand for water. The unit of discharge varies on different canals, being fixed in each case by legal arrangements. Thus on the Canal Lodi the unit of discharge or one module of water is the discharge through an orifice I -12 ft. high, 0-12416 ft. wide, with a head of 0-32 ft. above the top edge of the orifice, or -88 ft. above the centre. This corresponds to a discharge of about 0-6165 cub. ft. per second. In the most elaborate Italian modules the regulating chamber is arched over, and its dimensions are very exactly prescribed. Thus in the modules of the Naviglio Grande of Milan, shown in fig. 70, the measuring orifice is cut in a thin stone slab, and so placed that the discharge is into the air with free contraction on all sides. The adjusted it is locked. Let o>i be the area of the orifice through the sluice at A, and w2 that of the fixed orifice at B; let hi be the difference of level between the surface of the water in the canal and regulating chamber; hi the head above the centre of the discharging orifice, when the sluice has been adjusted and the flow has become steady; Q the normal discharge in cubic feet per second. Then, since the flow through the orifices at A and B is the same, Q = Cj«iV (2ghi) = c*tfjV (2gft2) , where c\ and ct are the coefficients of discharge suitable for the two orifices. Hence CiW<*->2 = V (hi/hi). If the orifice at B opened directly into the canal without any intermediate regulating chamber, the discharge would increase for a given change of level in the canal in exactly the same ratio. Conse- quently the Italian module in no way moderates the fluctuations of discharge, except so far as it affords means of easy adjustment from FIG. 71. adjusting sluice is placed with its sill flush with the bottom of the canal, and is provided with a rack and lever and locking arrange- ment. The covered regulating chamber is about 20 ft. long, with a breadth 1-64 ft. greater than that of the discharging orifice. At precisely the normal level of the water in the regulating chamber, there is a ceiling of planks intended to still the agitation of the water. A block of stone serves to indicate the normal level of the water in the chamber. The water is discharged into an open channel 0-655 ft- wider than the orifice, splaying out till it is 1-637 ft. wider than the orifice, and about 18 ft. in length. § 58. Spanish Module. — On thecanal of Isabella II., which supplies water to Madrid, a module much more perfect in principle than the Italian module is employed. Part of the water is supplied for irriga- tion, and as it is very valuable its strict measurement is essential. The module (fig. 72) consists of two chambers one above the other, the upper chamber being in free communi- cation with the irrigation canal, and the lower chamber discharging by a culvert to the fields. In the arched roof between the chambers there is a circular sharp-edged orifice in a bronze plate. Hanging in this there is a bronze plug of variable diameter sus- pended from a hollow brass float. If the water level in the canal lowers, the plug descends and gives an enlarged opening, and conversely. Thus a per- fectly constant discharge with a vary- ing head can be obtained, provided no clogging or silting of the chambers pre- vents the free discharge of the water or the rise and fall of the float. The theory of the module is very simple. Let R (fig. 71) be the radius of the fixed opening, r the radius of the plug at a distance h from the plane of flotation of the float, and Q the required discharge of the module. Then Taking £=0-63, Choosing a value for R, successive values of r can be found for different values of h, and from these the curve of the plug can be drawn. The module shown in fig. 72 will discharge I cubic metre per second. The fixed opening is 0-2 metre diameter, and the greatest head above the fixed orifice is I metre. The use of this module involves a great sacrifice of level between the canal and the fields. The module is described in Sir C. Scott-Moncrieff's Irrigation in Southern Europe. § 59. Reservoir Gauging Basins. — In obtaining the power to store the water of streams in reservoirs, it is usual to concede to riparian DISCHARGE FROM ORIFICES] HYDRAULICS 55 owners below the reservoirs a right to a regulated supply through- out the year. This compensation water requires to be measured in such a way that the millowners and others interested in the matter can assure themselves that they are receiving a proper quantity, and they are generally allowed a certain amount of control as to the times during which the daily supply is discharged into the stream. Fig. 74 shows an arrangement designed for the Manchester water works. The water enters from the reservoir a chamber A, the object of which is to still the irregular motion of the water. The admission is regulated by sluices at b, b, b. The water is discharged by orifices or notches at a, a, over which a tolerably constant head is maintained by adjusting the sluices at 6, b, b. At any time the millowners can see whether the discharge is given and whether the proper head is maintained over the orifices. To test at any time the discharge of the orifices, a gauging basin B is provided. The water ordinarily flows over this, without entering it, on a floor of cast-iron plates. If the discharge is to be tested, the water is turned for a definite time into the gauging basin, by suddenly opening and closing a sluice at c. The volume of flow can be ascertained from the depth in the gauging chamber. A mechanical arrangement (fig. 73) was designed for securing an absolutely constant head over the orifices at a, a. The orifices were formed in a cast-iron plate capable of sliding up and FIG. 73.— Scale down, without sensible leakage, on the face of the wall of the chamber. The orifice plate was attached by a link to a lever, one end of which rested on the wall and the other on floats / in the chamber A. The floats rose and fell with the changes of level in the chamber, and raised and lowered the orifice plate at the same time. This FIG. 74.— Scale rjs. mechanical arrangement was not finally adopted, .careful watching of the sluices at b, b, b, being sufficient to secure a regular discharge. The arrangement is then equivalent to an Italian module, but on a large scale. § 60. Professor Fleeming Jenkin's Constant Flow Valve. — In the modules thus far described constant discharge is obtained by vary- ing the area of the orifice through which the water flows. Professor F. Jenkin has contrived a valve in which a constant pressure head is obtained, so that the orifice need not be varied (Roy. Scot. Society HYDRAULICS [COMPRESSIBLE FLUIDS Fig. 75 shows a valve of this kind suitable for a Th of Arts, 1876). 6-in. water main. The water arriving by the main C passes through an equilibrium valve D into the chamber A, and thence through a sluice O, which can be set for any required area of opening, into the discharging main B. The object of the arrangement is to secure a constant difference of pressure between the chambers A and B, so that a constant discharge flows through the stop valve O. The equilibrium valve D is rigidly connected with a plunger P loosely fitted in a diaphragm, separating A from a chamber B2 connected by a pipe Bi with the discharging main B. Any increase of the differ- ence of pressure in A and B will drive the plunger up and close the FIG. 75.— Scale equilibrium valve, and conversely a decrease of the difference of pressure will cause the-descent of the plunger and open the equilibrium valve wider. Thus a constant difference of pressure is obtained in the chambers A and B. Let w be the area of the plunger in square feet, p the difference of pressure in the chambers A and B in pounds per square foot, vi the weight of the plunger and valve. Then if at any moment pa exceeds w the plunger will rise, and if it is less than •w the plunger will descend. Apart from friction, and assuming the valve D to be strictly an equilibrium valve, since u and w are constant, p must be constant also, and equal to w/w. By making w small and a large, the difference of pressure required to ensure the working of the apparatus may be made very small. Valves working with a difference of pressure of J in. of water have been constructed. VI. STEADY FLOW OF COMPRESSIBLE FLUIDS. § 61. External Work during the Expansion of Air. — If air expands without doing any external work, its temperature remains constant. This result was first experimentally demon- strated by J. P. Joule. It leads to the conclu- sion that, however air changes its state, the in- ternal work done is pro- portional to the change of temperature. When, in expanding, air does work against an external resistance, either heat must be supplied or the temperature falls. To fix the conditions, suppose i Ib of air con- fined behind a piston of I sq. ft. area (fig. 76). Let the initial pressure be pi and the volume of the air »i, and suppose this to expand to the pressure pi and volume FIG. 76. r2. If p and r are the corresponding pressure and volume at any intermediate point in the expansion, tne work done on the piston during the expansion from v to v+dv is pdv, and the whole work during the expansion from vi to vt, represented by the area abed, is ^pdv. Amongst possible cases two may be selected. Case I. — So much heat is supplied to the air during expansion that the temperature remains constant. Hyperbolic expansion. Then pv = piVi. Work done during expansion per pound of air (l) Since the weight per cubic foot is the reciprocal of the volume per pound, this may be written (£i/Gi) log, G,/G2. (10) Then the expansion curve ab is a common hyperbola. Case 2. — No heat is supplied to the air during expansion. Then the air loses an amount of heat equivalent to the external work done and the temperature falls. Adiabatic expansion. In this case it can be shown that where y is the ratio of the specific heats of air at constant pressure and volume. Its value for air is 1-408, and for dry steam 1-135. Work done during expansion per pound of air. The value of piVi for any given temperature can be found from the data already given. As before, substituting the weights Gi, G2 per cubic foot for the volumes per pound, we get for the work of expansion 1), (20) AJ. (26) § 62. Modification of the Theorem of Bernoulli for the Case of a Compressible Fluid. — In the application of the principle of work to a filament of compressible fluid, the internal work done by the ex^ pansion of the fluid, or absorbed in its compression, must be taken into account. Suppose, as before, that AB (fig. 77) comes to A'B' in a short time /. Let pi, uj, »i, Gi be the pres- sure, sectional area of stream, velocity and weight of a cubic Fie. 77. foot at A, and pi, wj, »2, G2 the same quantities at B. Then, from the steadiness of motion, the weight of fluid passing A in any given time must be equal to the weight passing B: Let Zi, zj be the heights of the sections A and B above any given datum. Then the work of gravity on the mass AB in / seconds is Giwit>i*(z, -Za) = W(zi -Zj)/, where W is the weight of gas passing A or B per second. As in the case of an incompressible fluid, the work of the pressures on the ends of the mass AB is The work done by expansion of W< tb of fluid between A and B is W( f™pdv. The change of kinetic energy as before is (W/2g) (vi* — »i5)<, Hence, equating work to change of kinetic energy, dv. (i) Now the work of expansion per pound of fluid has already been given. If the temperature is constant, we get (eq. ia, § 61) zi+pilGl+vl'l2g=*zt+pi/Gi+vi'/2g-(pilGi) log. (Gi/G2). But at constant temperature pi/Gi=pt/Gt; ••• Zl +»l'/2g = Zs +«W2g - (£l/Gl) log. (pl/pt) , (2) or, neglecting the difference of level, -vi')/2g = (£,/Gi) log. (pilpt). (20) Similarly, if the expansion is adiabatic (eq. 2a, § 61), 1'/2g = z, +p,/G,+vtt/2g - (fr/G,) 1 1 /(y - 1 or neglecting the difference of level ; (3) (30) It will be seen hereafter that there is a limit in the ratio pi/pi beyond which these expressions cease to be true. § 63. Discharge of Air from an Orifice. — The form of the equation of work for a steady stream of compressible fluid is FRICTION OF LIQUIDS] HYDRAULICS 57 the expansion being adiabatic, because in the flow of the streams of air through an orifice no sensible amount of heat can be communi- cated from outside. Suppose the air flows from a vessel, where the pressure is pi and the velocity sensibly zero, through an orifice, into a space where the pressure is pi. Let Vi be the velocity of the jet at a point where the convergence of the streams has ceased, so that the pressure in the jet is also pi. As air is light, the work of gravity will be small compared with that of the pressures and expansion, so that ZiZi may be neglected. Putting these values in the equation above — But or rf2g an equation commonly ascribed to L. J. Weisbach (Cimlingenieur, 1856), though it appears to have been given earlier by A. J. C. Barre de Saint Venant and L. Wantzel. It has already (§ 9, eq. 40) been seen that where for air £e = 2ii6-8, Go = -o8o75 and ro = 492-6. f22/2g = (MiT/Goro(7-l)l [l-(pi/pi)(y-l)/y]; (2) or, inserting numerical values, f22/2|; = i83-6T1{i-(p2/pi)0-29); (20) which gives the velocity of discharge v 2 in terms of the pressure and absolute temperature, pi, TI, in the vessel from which the air flows, and the pressure pi in the vessel into which it flows. Proceeding now as for liquids, and putting u for the area of the orifice and c for the coefficient of discharge, the volume of air dis- charged per second at the pressure pi and temperature T2 is Qi =cavi =ca V l(2gypi/(y- i)G,) (i - (Pttpi)^'1^] = io8-7c«VWi-te//>i)0">}]. (3) If the volume discharged is measured at the pressure pi and absolute temperature TI in the vessel from which the air flows, let Qi be that volume; then Let Qi = c 1-' =o-5, the formulae above were trustworthy, when pi was taken to be the general external pressure, but that, if pi/pi per square foot. Also the resistance varied as the I -949th power of the velocity. § 68. Fronde's Experiments.— The most important direct experi- ments on fluid friction at ordinary velocities are those made by William Froude (1810-1879) at Torquay. The method adopted in these experiments was to tow a board in a still water canal, the velocity and the resistance being registered by very ingenious re- cording arrangements. The general arrangement of the apparatus is shown in fig. 79. AA is the board the resistance of which is to be determined. B is a cut-water giving a fine entrance to the plane surfaces of the board. CC is a bar to which the board AA is attached, and which is suspended by a parallel motion from a carriage running on rails above the still water canal. G is a link by which the re- sistance of the board is transmitted to a spiral spring H. A bar I rigidly connects the other end of the spring to the carriage. The dotted lines K, L indicate the position of a couple of levers by which the extension of the spring is caused to move a pen M, which records the extension on a greatly increased scale, by a line drawn on the paper cylinder N. This cylinder revolves at a speed proportionate to that of the carriage, its motion being obtained from the axle of the carriage wheels. A second pen O, receiving jerks at every second and a quarter from a clock P, records time on the paper cylinder. The scale for the line of resistance is ascertained by stretching the spiral spring by known weights. The boards used for the experiment in which expression the second term is of greatest importance at very low velocities, and of comparatively little?? ^S ^ importance at velocities over about £ ft. r-^^^timjrr-^ per second. Values of { expressed in this ,~ ' . " and similar forms will be given in con- — nexion with pipes and canals. All these expressions must at present _____ ii be regarded as merejy empirical ex- ^_r~Z-T~Lr~I_r"L.T_r~.Jir~_r^_r pressions serving practical purposes. The frictional resistance will be seen' to vary through wider limits than these expressions allow, and to depend on circumstances of which they do not take account. § 67. Coulomb's Experiments. — The first direct experiments on fluid friction were made by Coulomb, who employed a circular disk suspended by a thin brass wire and oscillated in its own plane. His experiments were chiefly made at very low velocities. When the disk is rotated to any given angle, it oscillates under the action of its inertia and the torsion of the wire. The oscillations diminish gradually in consequence of the work done in overcoming the friction of the disk. The diminution furnishes a means of determining the friction. Fig. 78 shows Coulomb's apparatus. LK supports the wire and disk; ag is the brass wire, the torsion of which causes the oscilla- tions; DS is a graduated disk serving to measure the angles through which the apparatus oscillates. To this the friction disk is rigidly attached hang- ing in a vessel of water. The friction disks were from 4-7 to 7-7 in. dia- meter, and they gencr- , ally made one oscillation in from 20 to 30 seconds, through angles varying from 360° to 6°. When the velocity of the cir- cumference of the disk was less than 6 in. per second, the resistance was sensibly propor- tional to the velocity. Beaufoy 's Experiments. — Towards the end of the i8th century Colonel Mark Beaufoy (1764-1827) made an immense mass of experiments on the resistance of bodies moved through water (Nautical and Hydraulic Experiments, London, 1834). Of these the only ones directly bearing on surface friction were some made in 1796 and 1798. Smooth painted planks were drawn through water and FIG. 78. FIG. 79. were A in. thick, 19 in. deep, and from I to 50 ft. in length, cutwater included. A lead keel counteracted the buoyancy of the board. The boards were covered with various substances, such as paint, varnish, Hay's composition, tinfoil, &c., so as to try the effect of different degrees of roughness of surface. The results obtained by Froude may be summarized as follows: — 1. The friction per square foot of surface varies very greatly for different surfaces, being generally greater as the sensible roughness of the surface is greater. Thus, when the surface of the board was covered as mentioned below, the resistance for boards 50 ft. long, at 10 ft. per second, was — Tinfoil or varnish 0-25 Ib per sq. ft. Calico 0-47 „ ,, Fine sand 0-405 ,, ,, Coarser sand 0-488 ,, „ 2. The power of the velocity to which the friction is proportional varies for different surfaces. Thus, with short boards 2 ft. long, For tinfoil the resistance varied as zi2'". For other surfaces the resistance varied as i>2'°°. With boards 50 ft. long, For varnish or tinfoil the resistance varied as zi1'88. For sand the resistance varied as i>2p°°. 3. The average resistance per square foot of surface was much greater for short than for long boards; or, what is the same thing, the resistance per square foot at the forward part of the board was greater than the friction per square foot of portions more sternward. Thus, Mean Resistance in Ib per sq. ft. Varnished surface . . 2 ft. long 0-41 50 „ 0-25 Fine sand surface . . 2 „ 0-81 50 „ 0-405 This remarkable result is explained thus by Froude: "The portion of surface that goes first in the line of motion, in experiencing resistance from the water, must in turn communicate motion to the water, in the direction in which it is itself travelling. Consequently STEADY FLOW IN PIPES] HYDRAULICS 59 the portion of surface which succeeds the first will be rubbing, not against stationary water, but against water partially moving in its own direction, and cannot therefore experience so much resistance from it." § 69. The following table gives a general statement of Froude s results. In all the experiments in this table, the boards had a fine cutwater and a fine stern end or run, so that the resistance was entirely due to the surface. The table gives the resistances per square foot in pounds, at the standard speed of 600 feet per minute, and the power of the speed to which the friction is proportional, so that the resistance at other speeds is easily calculated. Length of Surface, or Distance from Cutwater, in feet. 2ft. 8ft. 20 ft. 50ft. A B C A B C A B C A B C Varnish . Paraffin . Tinfoil Calico Fine sand Medium sand Coarse sand . 2-00 2-16 1-93 2-OO 2-00 2 -OO •41 •38 •30 •87 •81 •90 I-IO •39° •370 •295 •725 •690 •730 •880 1-85 1-94 1-99 1-92 2-OO 2-OO 2-OO •325 •3H •278 •626 •583 •625 •714 •264 •260 •263 •504 •450 •488 •520 1-85 1-93 1-90 1-89 2-OO 2-OO 2-OO •278 •271 •262 •531 •480 •534 •588 •240 •237 •244 •447 •384 •465 •490 1-83 i-*83 1-87 2-06 2-00 •250 •246 •474 •405 •488 •226 •232 •423 •337 •456 Columns A give the power of the speed to which the resistance is approximately proportional. Columns B give the mean resistance per square foot of the whole surface of a board of the lengths stated in the table. Columns C give the resistance in pounds of a square foot of surface at the distance sternward from the cutwater stated in the heading. Although these experiments do not directly deal with surfaces of greater length than 50 ft., they indicate what would be the resistances of longer surfaces. For at 50 ft. the decrease of resistance for an increase of length is so small that it will make no very great difference in the estimate of the friction whether we suppose it to continue to diminish at the same rate or not to diminish at all. For a varnished surface the friction at 10 ft. per second diminishes from 0-41 to 0-32 Ib per square foot when the length is increased from 2 to 8 ft., but it only diminishes from 0-278 to 0-250 Ib per square foot for an increase from 20 ft. to 50 ft. If the decrease of friction sternwards is due to the generation of a current accompanying the moving plane, there is not at first sight any reason why the decrease should not be greater than that shown by the experiments. The current accompanying the board might be assumed to gain in volume and velocity sternwards, till the velocity was nearly the same as that of the moving plane and the friction per square foot nearly zero. That this does not happen appears to be due to the mixing up of the current with the still water surrounding it. Part of the water in contact with the board at any point, and receiv- ing energy of motion from it, passes afterwards to distant regions of still water, and portions of still water are fed in towards the board to take its place. In the forward part of the board more kinetic energy is given to the current than is diffused into surrounding space, and the current gains in velocity. At a greater distance back there is an approximate balance between the energy communicated to the water and that diffused. The velocity of the current accompanying the board becomes constant or nearly constant, and the friction per square foot is therefore nearly constant also. § 70. Friction of Rotating Disks. — A rotating disk is virtually a surface of unlimited extent and it is convenient for experiments on friction with different surfaces at different speeds. Experiments carried out by Professor W. C. Unwin (Proc. Inst. Civ. Eng. Ixxx.) are useful both as illustrating the laws of fluid friction and as giving data for calculating the resistance of the disks of turbines and centrifugal pumps. Disks of 10, 15 and 20 in. diameter fixed on a vertical shaft were rotated by a belt driven by an engine. They were enclosed in a cistern of water between parallel top and bottom fixed surfaces. The cistern was suspended by three fine wires. The friction of the disk is equal to the tendency of the cistern to rotate, and this was measured by balancing the cistern by a fine silk cord passing over a pulley and carrying a scale pan in which weights could be placed. If co is an element of area on the disk moving with the velocity v, the friction on this element is /uu™, where / and n are constant for any given kind of surface. Let a be the angular velocity of rotation, R the radius of the disk. Consider a ring of the surface between r and r+dr. Its area is 2-nrdr, its velocity ar and the friction of this ring is /2wdra"r". The moment of the friction about the axis of rotation is 2va."-frnV*dr , and the total moment of friction for the two sides of the disk is M = 4.Tra»ffir"-»dr = J4To»/(« +3) )/R»+'. If N is the number of revolutions per sec., M = {2»+V+1N»/(« +3) !/R"+s, and the work expended in rotating the disk is Ma = (2"+3ir"«!N"+1/(w+3)!/Rn+3 foot ft per sec. The experiments give directly the values of M for the disks corre- sponding to any speed N. From these the values of / and n can be deduced, / being the friction per square foot at unit velocity. For comparison with Froude's results it is convenient to calculate the resistance at 10 ft. per second, which is F=/io". The disks were rotated in chambers 22 in. diameter and 3, 6 and 12 in. deep. In all cases the friction of the disks increased a little as the chamber was made larger. This is probably due to the stilling of the eddies against the surface of the chamber and the feeding back of the stilled water to the disk. Hence the friction depends not only on the surface of the disk but to some extent on the surface of the chamber in which it rotates. If the surface of the chamber is made rougher by covering with coarse sand there is also an increase of resistance. For the smoother surfaces the friction varied as the i-8sth power of the velocity. For the rougher surfaces the power of the velocity to which the resistance was proportional varied from 1-9 to 2-1. This is in agreement with Froude's results. Experiments with a bright brass disk showed that the friction decreased with increase of temperature. The diminution between 41° and 130° F. amounted to 18%. In the general equation M =cN" for any given disk, £1=0-1328(1 — 0-002IJ), where ct is the value of c for a bright brass disk 0-85 ft. in diameter at a temperature t° F. The disks used were either polished or made rougher by varnish or by varnish and sand. The following table gives a comparison of the results obtained with the disks and Froude's results on planks 50 ft. long. The values given are the resistances per square foot at 10 ft. per sec. Froude's Experiments. Tinfoil surface . . . 0-232 Varnish 0-226 Fine sand .... 0-337 Medium sand . . 0-456 Disk Experiments. Bright brass . 0-202 to 0-229 Varnish . . 0-220 to 0-233 Fine sand . . 0-339 Very coarse sand 0-587 to 0-715 VIII. STEADY FLOW OF WATER IN PIPES OF UNIFORM SECTION. § 71. The ordinary theory of the flow of water in pipes, on which all practical formulae are based, assumes that the variation of velocity at different points of any cross section may be neglected. The water is considered as moving in plane layers, which are driven through the pipe against the frictional resistance, by the difference of pressure at or elevation of the ends of the pipe. If the motion is steady the velocity at each cross section remains the same from moment to moment, and if the cross sectional area is constant the velocity at all sections must be the same. Hence the motion is uniform. The most important resistance to the motion of the water is the surface friction of the pipe, and it is convenient to estimate this independently of some smaller resistances which will be ac- counted for presently. In any portion of a uniform pipe, excluding for the present the ends of the pipe, the water enters and leaves at the same velocity. For that portion there- fore the work of the external forces and of the surface friction must be equal. Let fig. 80 represent a very short portion of the pipe, of length dl, be- tween cross sections at 2 and 2+dz ft. above any horizontal datum line xx, the pressures at the cross sections being -~ ----- A ----------- •* -------- ^~X p and p-\-dp Ib per square foot. Further, pJG go let Q be the volume of flow or discharge of the pipe per second, Q the area of a normal cross section, and x the perimeter of the pipe. The Q cubic feet, which flow through the space considered per second, weigh GQ Ib, and fall through a height— dz ft. The work done by gravity is then -GQdz; a positive quantity if dz is negative, and vice versa. The resultant pressure parallel to the axis of the pipe is p — (p+dp) = —dp ft per square foot of the cross section. The work of this pressure on the volume Q is -Qdp. The only remaining force doing work on the system is the friction against the surface of the pipe. The area of that surface is x dl. The work expended in overcoming the frictional resistance per second is (see § 66, eq. 3) or, since Q = 6o HYDRAULICS the negative sign being taken because the work is done against a resistance. Adding all these portions of work, and equating the result to zero, since the motion is uniform, — Dividing by GQ, dz+dp/G+?(x/0)(v*/2g)dl=o. Integrating, z-\-plG-\-$('x]ty(iPl2g)l = constant. (i) § 72. Let A and B (fig. 81) be any two sections of the pipe for which p, z, I have the values pi, z:, llt and fa, zz, k, respectively. Then or, if k— li = L, rearranging the terms, (2) Suppose pressure columns introduced at A and B. The water will rise in those columns to the heights pi/G and fr/G due to the Horizontal FIG. 81. pressures pt and p, at A and B. Hence (.Zi+pl/G)-(z,+pt/G) is the quantity represented in the figure by DE, the fall of level of the pressure columns, or virtual fall of the pipe. If there were no friction in the pipe, then by Bernoulli's equation there would be no fall of level of the pressure columns, the velocity being the same at A and B. Hence DE or h is the head lost in friction in the distance AB. _The quantity DE/AB=A/L is termed the virtual slope of the pipe or virtual fall per foot of length. It is sometimes termed very conveniently the relative fall. It will be denoted by the symbol ». The quantity O/x which appears in many hydraulic equations is called the hydraulic mean radius of the pipe. It will be denoted by m. Introducing these values, (3) For pipes of circular section, and diameter d, Then fv*/2g = \dh/L = \di ; (4) (40) which shows that the head lost in friction is proportional to the head due to the velocity, and is found by multiplying that head by the coefficient 4fL/d. It is assumed above that the atmospheric pressure at C and D is the same, and this is usually nearly the case. But if C and D are at greatly different levels the excess of baro- metric pressure at C, in feet of water, must be added to pt/G. ,. § 73- Hydraulic Gradient or Line of Virtual Slope.— Join CD. Since the head lost in friction is proportional to L, any intermediate pressure column between A and B will have its free surface on the line CD, and the vertical distance between CD and the pipe at any point measures the pressure, exclusive of atmospheric pressure, in the pipe at that point. If the pipe were laid along the line CD instead of AB, the water would flow at the same velocity by gravity without any change of pressure from section to section. Hence CD is termed the virtual slope or hydraulic gradient of the pipe . It is the line of free surface level for each point of the pipe. If an ordinary pipe, connecting reservoirs open to the air, rises at any joint above the line of virtual slope, the pressure at that point is less than the atmospheric pressure transmitted through the pipe. At such a point there is a liability that air may be disengaged from the water, and the flow stopped or impeded by the accumulation of air. If the pipe rises more than 34 ft. above the line of virtual slope, the pressure is negative. But as this is impossible, the continuity of the flow will be broken. If the pipe is not straight, the line of virtual slope becomes a curved line, but since in actual pipes the vertical alterations of level are generally small, compared with the length of the pipe, distances measured along the pipe are sensibly proportional to distances [STEADY FLOW IN PIPES measured along the horizontal projection of the pipe. Hence the line of hydraulic gradient may be taken to be a straight line without error of practical importance. § 74. Case of a Uniform Pipe connecting two Reservoirs, when all the Resistances are taken into account. — Let h (fig. 82) be the difference of level of the reservoirs, and v the velocity, in a pipe of length L and diameter d. The whole work done per second is virtually the removal of Q cub. ft. of water from the surface of the upper reservoir to the surface of the lower reservoir, that is GQh foot- pounds. This is expended in three ways, (i) The head vi/2g, corre- sponding to an expenditure of GQv2/2g foot-pounds of work, is employed in giving energy of motion to the water. This is ulti- FIG. 82. mately wasted in eddying motions in the lower reservoir. (2) A portion of head, which experience shows may be expressed in the form ftff/2g, corresponding to an expenditure of GQfof2/2g foot- pounds of work, is employed in overcoming the resistance at the entrance to the pipe. (3) As already shown the head expended in overcoming the surface friction of the pipe is f(4L/d) (i?/2g) correspond- ing to GQf(4L/ I-85 I Stearns . U-2I9 •880 Riveted wrought \ iron Hamilton Smith f -2776 i -3219 •804' •892 >• 1-87 1 '3749 •852j Wrought iron (gas 1 pipe) f Darcy . f -0122 \ -0266 •900 •899 1-87 I '0395 •838 f -0819 •950 New cast iron Darcy . . . •137 1 -188 •923 •957 1-95 I -50 •95° r -0364 •835' Cleaned cast iron . Darcy . 1 -0801 1 -2447 2-OOO 2-000 y 2-OO I -397 2-07 . f -°359 I -980] Incrusted cast iron Darcy i -0795 I -990!- 2-OO I -2432 i-99oj 62 HYDRAULICS [STEADY FLOW IN PIPES 2-9 1-0 FIG. 83. In 1886, Professor W C. Unwin plotted logarithmically all the most trustworthy experiments on flow in pipes then available.1 F'g- 83 gives one such plotting. The results of measuring the slopes of the lines drawn through the plotted points are given in the table. It will be seen that the values of the index n range from 1-72 for the smoothest and cleanest surface, to 2-00 for the roughest. The numbers after the brackets are rounded off numbers. The value of n having been thus determined, values of m/d* were next found and averaged for each pipe. These were again plotted logarithmically in order to find a value for x. The lines were not very regular, but in all cases the slope was greater than i to I, so that the value of x must be greater than unity. The following table gives the results and a comparison of the value of * and Reynolds's value 3-n. Kind of Pipe. n 3-n X Tin plate .... •72 •28 •100 Wrought iron (Smith). Asphalted pipes Wrought iron (Darcy) . •75 •85 •87 •25 •'5 -I3 •2IO •127 •680 Riveted wrought iron . •87 •13 •390 New cast iron . •95 •°5 •168 Cleaned cast iron . 2-OO •oo •168 Incrusted cast iron 2-OO •00 •160 With the exception of the anomalous values for Darcy's wrought- iron pipes, there is no great discrepancy between the values of * and 3-n, but there is no appearance of relation in the two quantities. For the present it appears preferable to assume that x is independent of n. It is now possible to obtain values of the third constant m, using the values found for n and x. The following table gives the results, the values of m being for metric measures. 1 " Formulae for the Flow of Water in Pipes," Industries (Man- chester, 1886). Here, considering the great range of diameters and velocities in the experiments, the constancy of m is very satisfactorily close. The asphalted pipes give lather variable values. But, as some of these were new and some old, the variation is, perhaps, not surprising. The incrusted pipes give a value of m quite double that for new pipes but that is perfectly consistent with what is known of fluid friction in other cases. Kind of Pipe. Diameter in Metres. Value of m. Mean Value of m. Authority. Tin plate (-0-036 \o-054 •016971 •01676.1 •01686 Bossut Wrought iron {0-016 0-027 •013021 •01319; •01310 Hamilton Smith {0-027 •01749-1 Hamilton Smith 0-306 •02058 W. W. Bonn Asphalted pipes 0-306 0-419 •02107 1 •01650 r VV. W. Bonn Lampe 1-219 •01317 Stearns 1-219 •02107 J Gale {0-278 •01370-, Riveted 0-322 •01440 wrought iron 0-375 0-432 •01390 \- •oi,V>,S •01403 Hamilton Smith 0-657 •01448 J r 0-082 •01725] New cast iron J 0-137 1 0-188 •01427 L •01734 •01658 Darcv Lo-soo •01745 J Cleaned cast iron 1 0-080 1 0-245 •01979 •02091 f •01994 Darcy 10-297 •01913=; Incrusted cast iron (0-036 •j 0-080 •03693] •03530 Y •03643 Darcy [0-243 •03706 J STEADY FLOW IN PIPES] HYDRAULICS General Mean Values of Constants. The general formula (Hagen's) — h/l=*mvn/dI.2g — can therefore be taken to fit the results with convenient closeness, if the following mean values of the coefficients are taken, the unit being a metre: — Kind of Pipe. m X n Tin plate .... Wrought iron Asphalted iron . Riveted wrought iron . New cast iron . Cleaned cast iron Incrusted cast iron •0169 •0131 •0183 •0140 •0166 •0199 •0364 •10 •21 •127 •390 •168 •168 •160 •72 •75 •85 •87 •95 2-O 2-0 The variation of each of these coefficients is within a comparatively narrow range, and the selection of the proper coefficient for any given case presents no difficulty, if the character of the surface of the pipe is known. It only remains to give the values of these coefficients when the quantities are expressed in English feet. For English measures the following are the values of the coefficients : — Kind of Pipe. m X n Tin plate .... •0265 I-IO •72 Wrought iron •0226 •21 •75 Asphalted iron . •0254 •127 •»5 Riveted wrought iron . •0260 •390 -87 New cast iron . •0215 •168 •95 Cleaned cast iron . •0243 •168 2-O Incrusted cast iron •0440 •160 2-0 § 78. Distribution of Velocity in the Cross Section of a Pipe. — Darcy made experiments with a Pilot tube in 1850 on the velocity at different points in the cross section of a pipe. He deduced the relation where V is the velocity at the centre and v the velocity at radius r in a pipe of radius R with a hydraulic gradient i. Later Bazin repeated the experiments and extended them (Mem. de I' Academic des Sciences, xxxii. No. 6). The most important result was the ratio of mean to central velocity. Let 6 = Rz'/U2, where U is the mean velocity in the pipe; then V/U = I +9-03 V 6. A very useful result for practical purposes is that at 0-74 of the radius of the pipe the velocity is equal to the mean velocity. Fig. 84 gives the velocities at different radii as determined by Bazin. § 79. Influence of Temperature on the Flow through Pipes. — Very careful experiments on the flow through a pipe 0-1236 ft. in diameter This shows a marked decrease of resistance as the temperature rises. If Professor Osborne Reynolds's equation is assumed h = mLV"/d3~", and n is taken 1-795, tnen values of m at each temperature are practically constant — Temp. F. 57 70 £ 90 0-000276 0-000263 0-000257 0-000250 Temp. F. 100 no 1 20 13° 160 m. 0-000244 0-000235 0-000229 0-000225 0-000206 where again a regular decrease of the coefficient occurs as the temperature rises. In experiments on the friction of disks at different temperatures Professor W. C. Unwin found that the re- sistance was proportional to constant X (I-O-OO2U) and the values of m given above are expressed almost exactly by the relation In tank experiments on ship models for small ordinary variations of temperature, it is usual to allow a decrease of 3 % of resistance for 10° F. increase of temperature. § 80. Influence of Deposits in Pipes on the Discharge. Scraping Water Mains. — The influence of the condition of the surface of a pipe on the friction is shown by various facts known to the engineers of waterworks. In pipes which convey certain kinds of water, oxidation proceeds rapidly and the discharge is considerably diminished. A main laid at Torquay in 1858, 14 m. in length, consists of lo-in., 9-in. and 8-in. pipes. It was not protected from corrosion by any coating. But it was found to the surprise of the engineer that in eight years the discharge had diminished to 51 % of the original discharge. J. G. Appold suggested an apparatus for scraping the interior of the pipe, and this was constructed and used under the direction of William Froude (see " Incrustation of Iron Pipes," by W. Ingham, Proc. Inst. Mech. Eng., 1899). It was found that by scraping the interior of the pipe the discharge was increased 56 %. The scraping requires to be repeated at intervals. After each scraping the dis- charge diminishes rather rapidly to 10% and afterwards more slowly, the diminution in a year being about 25 %. Fig. 85 shows a scraper for water mains, similar to Appold's but modified in details, as constructed by the Glenfield Company, at Kilmarnock. A is a longitudinal section of the pipe, showing the scraper in place; B is an end view of the plungers, and C, D sections of the boxes placed at intervals on the main for introducing or with- drawing the scraper. The apparatus consists of two plungers, packed with leather so as to fit the main pretty closely. On the spindle of these plungers are fixed eight steel scraping blades, with curved scraping edges fitting the surface of the main. The apparatus is placed in the main by removing the cover from one of the boxes shown at C, D. The cover is then replaced, water pressure is ad- mitted behind the plungers, and the apparatus driven through the FIG. 84. and 25 ft. long, with water at different temperatures, have been made by J. G. Mair (Proc. Inst. Civ. Eng. Ixxxiv.). The loss of head was measured from a point I ft. from the inlet, so that the loss at entry was eliminated. The if in. pipe was made smooth inside and to gauge, by drawing a mandril through it. Plotting the results logarithmically, it was found that the resistance for all temperatures varied very exactly as p1'795, the index being less than 2 as in other experiments with very smooth surfaces. Taking the ordinary equation of flow A = f(4L/p)(f2/2g), then for heads varying from I ft. to nearly 4 ft., and velocities in the pipe varying from 4 ft. to 9 ft. per second, the values of f were as follows: — Temp. F. 57 70 80 90 f •0044 to -0052 •0042 to -0045 •0041 to -0045 •0040 to -0045 Temp. F. 100 no 1 20 130 160 f •0039 to •0037 to •0037 to •0035 to •0035 to •0042 •0041 •0041 •0039 •0038 FIG. 85. Scale ^E. main. At Lancaster after twice scraping the discharge was increased 56f %, at Oswestry 545%. The increased discharge is due to the diminution of the friction of the pipe by removing the roughnesses due to oxidation. The scraper can be easily followed when the mains are about 3 ft. deep by the noise it ma,kes. The average speed of the scraper at Torquay is 2f m. per hour. At Torquay 49 % of the deposit is iron rust, the rest being silica, lime and organic matter. In the opinion of some engineers it is inadvisable to use the scraper. The incrustation is only temporarily removed, and if the use of the scraper is continued the life of the pipe is reduced. The only treatment effective in preventing or retarding the incrustation due to corrosion is to coat the pipes when hot with a smooth and perfect layer of pitch. With certain waters such as those derived from the chalk the incrustation is of a different character, consisting of nearly pure calcium carbonate. A deposit of another character which has led to trouble in some mains is a black slime containing a good deal of iron not derived from the pipes. It appears to be an 64 HYDRAULICS [STEADY FLOW IN PIPES organic growth. Filtration of the water appears to prevent the growth of the slime, and its temporary removal may be effected by a kind of brush scraper devised by G. F. Deacon (see " Deposits in Pipes," by Professor J. C. Campbell Brown, Proc. Inst. Civ. Eng., 1903-1904). § 81. Flow of Water through Fire Hose. — The hose pipes used for fire purposes are of very varied character, and the roughness of the surface varies. Very careful experiments have been made by J. R. Freeman (Am. Soc. Civ. Eng. xxi., 1889). It was noted that under pressure the diameter of the hose increased sufficiently to have a marked influence on the discharge. In reducing the results the true diameter has been taken. Let i> = mean velocity in ft. per sec.; r = hydraulic mean radius or one-fourth the diameter in feet; «' = hydraulic gradient. Then v = «V (»•*')• Diameter in Inches. Gallons (United States) per min. i t> n Solid rubber ( 2-65 215 •1863 12-50 123-3 hose \ 344 •4714 20-00 124-0 Woven cotton, < 2-47 200 •2464 13-40 119-1 rubber lined < 299 •5269 20-00 121-5 Woven cotton, ( 2-49 200 •2427 13-20 117-7 rubber lined ( 319 •5708 21-00 I22-I Knit cotton, ( 2-68 132 •0809 7-50 III-6 rubber lined < p_ 299 •3931 I7-OO II4-8 Knit cotton, ( 2-69 204 •2357 11-50 100- 1 rubber lined ( 319 •5165 18-00 105-8 Woven cotton, 5 2-12 154 •3448 14-00 "3-4 rubber lined ( ,, 240 •7673 2I-8I 118-4 Woven cotton, 5 2-53 54-8 •0261 3-50 94'3 rubber lined ( 298 •8264 19-00 91-0 Unlined linen ( 2-60 57-9 •0414 3-50 73-9 hose •• 331 1-1624 2O-OO 79-6 | 82. Reduction of a Long Pipe of Varying Diameter to an Equivalent Pipe of Uniform Diameter. Dupuit's Equation. — Water mains for the supply of towns often consist of a series of lengths, the diameter being the same for each length, but differing from length to length. In approximate calculations of the head lost in such mains, it is generally accurate enough to neglect the smaller losses of head and to have regard to the pipe friction only, and then the calcula- tions may be facilitated by reducing the main to a main of uniform diameter, in which there would be the same loss of head. Such a uniform main will be termed an equivalent main. I* FIG. 86. In fig. 86 let A be the main of variable diameter, and B the equiva- lent uniform main. In the given main of variable diameter A, let /i, It... be the lengths, di, dt... the diameters, »i, vt... the velocities, ii, it... the slopes, for the successive portions, and let /, d, v and i be corresponding quantities for the equivalent uniform main B. The total loss of head in A due to friction is and in the uniform main If the mains are equivalent, as defined above, t(*-4l/2gd) = fW-4ltl2gdt) + tW-4l,/2 But, since the discharge is the same for all portions, i = vd*/di* ; v, = Also suppose that f may be treated as constant for all the pipes. Then l/d - (d ... which gives the length of the equivalent uniform main which would have the same total loss of head for any given discharge. § 83. Other Losses of Head in Pipes. — Most of the losses of head in pipes, other than that due to surface friction against the pipe, are due to abrupt changes in the velocity of the stream producing eddies. The kinetic energy of these is deducted from the general energy of translation, and practically wasted. Sudden Enlargement of Section. — Suppose a pipe enlarges in section from an area at, to an area u>i (fig. 87) ; then or, if the section is circular, The head lost at the abrupt change of velocity has already been shown to be the head due to the relative velocity of the two parts of the stream. Hence head lost f).= (»0 — fl)2/2g= (ui/WO — l)W/2g = or fy«'~ f = i.i 1.2 i-S '•7 1.8 1-9 2.O 2-5 3-0 3-5 4-0 5-0 6.0 7-o S.o d,/do = 1.05 Z.IO 1.22 1.3° 1-34 1.38 I.4I 1.58 1-73 1.87 2.00 2.24 2-45 2.65 2.83 f.= .ox .04 •25 •49 •64 .81 I.OO 2.25 4.00 6.25 9.OO 16.00 25.00 36.0 4g.o Abrupt Contraction of Section. — When water passes from a larger to a smaller section, as in figs. 88, 89, a contraction is formed, and the contracted stream abruptly expands to fill the section of the pipe. FIG. 88. FIG. 89. Let a be the section and v the velocity of the stream at bb. At aa the section will be cca, and the velocity (a/Ccu)v = v/Ci, where cc is the coefficient of contraction. Then the head lost is and, if ce is taken 0-64, The value of the coefficient of contraction for this case is, however, not well ascertained, and the result is somewhat modified by friction. For water entering a cylindrical, not bell-mouthed, pipe from a reservoir of indefinitely large size, experiment gives $.= 0-505 *l2g. (3) If there is a diaphragm at the mouth of the pipe as in fig. 89, let ui be the area of this orifice. Then the area of the contracted stream i, and the head lost is (4) if f, is put for ((w/Ce«i) — l)2. Weisbach has found experimentally the following values of the coefficient, when the stream approaching the orifice was considerably larger than the orifice : — 001/OJ = O.I 0.2 0.3 0.4 0-5 0.6 0-7 0.8 0-9 I.O C,= .616 .614 .612 .610 .617 .605 .603 .601 -598 .596 f.= 231.7 50-99 19.78 0.612 5.256 3-077 1.876 1.169 0-734 0.480 When a diaphragm was placed in a tube of uniform section (fig. 90) FIG. 90. the following values were obtained, and u that of the pipe : — being the area of the orifice Wl/U) = O.I O.2 0-3 0.4 o.S 0.6 o-7 0.8 0-9 I.O c.= .624 -632 •643 •659 .681 .712 • 755 .813 .892 I.OO {.= 235.9 47-77 30.83 7.801 I -753 1.796 • 797 .290 .060 .000 STEADY FLOW IN PIPES] HYDRAULICS Elbows. — Weisbach considers the loss of head at elbows (fig. 91) to be due to a contraction formed by the stream. From experiments with a pipe I J in. diameter, he found the loss of head \, = !j?l2g; (5) f. = 0-9457 si — r«- 0.046 0.139 0.364 0.740 0.984 1.260 i.ss* 1.861 2.158 3.431 Hence at a right-angled elbow the whole head due to the velocity very nearly is lost. Bends. — Weisbach traces the loss of head at curved bends to a similar cause to that at elbows, but the coeffi- cients for bends are not very satisfactorily ascer- tained. Weisbach ob- tained for the loss of head at a bend in a pipe of circular section (6) FIG. 91. where d is the diameter of the pipe and p the radius of curvature of the bend. The resistance at bends is small and at present very ill determined. Valves, Cocks and Sluices. — These produce a contraction of the . water-stream, similar to that for an abrupt diminution of section already discussed. The loss of head may be taken as before to be where v is the velocity in the pipe beyond the valve and f, a coefficient determined by experiment. The following are Weisbach's results. Sluice in Pipe of Rectangular Section (fig. 92). Section at sluice =o>i in pipe=w. _ •926 •850 •772 •692 •613 •535 •458 sections J f.= •05 •29 •75 I-56 3-10 5-47 9-68 9 = 40° 45° 50° 55° 60° 65° 82° Ratio of ] cross >- •385 •315 •250 •190 •137 •091 0 sections J r. = 17-3 31-2 52-6 1 06 206 486 00 Throttle Valve in a Cylindrical Pipe (fig. 95). 0 = r.- 5° •24 10° •52 15° •90 20° i-54 25° 2-51 30° 3-91 35° 6-22 40° 10-8 0 = r»= 45° 18-7 50° 32-6 55° 58-8 60° 118 65° 256 ?o° 75i 90° CO e A. § 84. Practical Calculations on, the Flow of Water in Pipes. — In the following explanations it will be assumed that the pipe is of so great a length that only the loss of head in friction against ,-•"' the surface of the pipe needs to be considered. In general it is one of the four quantities d, i, v or Q which requires to be determined. For since the loss of head h is given by the relation h = U, this need not be separately considered. FIG. 95. There are then three equa- tions (see eq. 4, § 72, and ga, § 76) for the solution of such problems as arise : — f = o(i+i/i2d); (i) where 0 = 0-005 f°r new and = o-oi for incrusted pipes. &l2g = \di. (2) Q = l«ft». (3) Problem I. Given the diameter of the pipe and its virtual slope, to find the discharge and velocity of flow. Here d and i are given, and Q and v are required. Find f from (i); then v from (2); lastly Q from (3). This case presents no difficulty. By combining equations (i) and (2), v is obtained directly: — »=V (gdi/2f) =V (g/2a)V[/gt + 1/6)}. (6) For practical purposes, the approximate equations (6a) = 0-00031 D2/i + -o83 for new pipes = 0-00062 !)2/i+-o83 for incrusted pipes are sufficiently accurate. Problem 5. Given the virtual slope and the discharge, to find the diameter of the pipe and velocity of flow. This case, which often occurs in designing, is the one which is least easy of direct solution. From equations (2) and (3) we get — d5 = 32fQV«ir«i. (7) If now the value of f in (i) is introduced, the equation becomes very cumbrous. Various approximate methods of meeting the difficulty may be used. (a) Taking the mean values of f given above for pipes of I to 4 ft. diameter we get d = V(32f/gis)V(QVO (8) =0-2216 V (Q2/J) for new pipes = 0-2541 V (Q2/*) for incrusted pipes; equations which are interesting as showing that when the value of f is doubled the diameter of pipe for a given discharge is only in- creased by 13 %. xiv. 3 66 HYDRAULICS [STEADY FLOW IN PIPES (b) A second method is to obtain a rough value of dby assuming = o. This value is = 06319 V(QV*)Va. Then a very approximate value of f is and a revised value of d, not sensibly differing from the exact value, is ' d' = V teff/gT^V f ' =0-6319 V (QVi)V f- (c) Equation 7 may be put in the form ^._ V(32a/gT2) =0-219 for new pipes =0-252 forincrusted pipes. § 85. Arrangement of Water Mains for Towns' Supply. — Town mains are usually supplied by gravitation from a service reservoir, which in turn is supplied by gravitation from a storage reservoir or by pumping from a lower level. The service reservoir should contain three days' supply or in important cases much more. Its elevation should be such that water is delivered at a pressure of at least about 100 ft. to the highest parts of the district. The greatest pressure in the mains is usually about 200 ft., the pressure for which ordinary pipes and fittings are designed. Hence if the district supplied has FIG. 96. great variations of level it must be divided into zones of higher and lower pressure. Fig. 96 shows a district of two zones each with its service reservoir and a range of pressure in the lower district from 100 to 200 ft. The total supply required is in England about 25 gallons per head per day. But in many towns, and especially in America, the supply is considerably greater, but also in many cases FIG. 98. reservoir from the same datum. Set'up next heights AAi, BBi,... representing the minimum pressure height necessary for the adequate supply of each locality. Then AiBiQDi... is a line which should form a lower limit to the line of virtual slope. Then if heights f)a, I)&, f)e... are taken representing the actual losses of head in each length /„, lb, lc— of the main, AoBoCo will be the line of virtual slope, and it will be obvious at what points such as Do and E0, the pressure is deficient, and a different choice of diameter of main is required. For any point z in the length of the main, we have Pressure height = Hr - H, - ($„ +t)b +.. .$,)• Where no other circumstance limits the loss of head to be assigned to a given length of main, a consideration of the safety of the main from fracture by hydraulic shock leads to a limitation of the velocity of flow. Generally the velocity in water mains lies between ij and 4} ft. per second. Occasionally the velocity in pipes reaches 10 ft. per second, and in hydraulic machinery working under enormous pressures even 20 ft. per second. Usually the velocity diminishes along the main as the discharge diminishes, so as to reduce somewhat the total loss of head which is liable to render the pressure insufficient at the end of the main. J. T. Fanning gives the following velocities as suitable in pipes for towns' supply : — Diameter in inches . . . 4 8 12 1 8 24 30 36 Velocity in feet per sec. . . 2-5 3-0 3-5 4-5 5-3 6-2 7-0 § 87. Branched Pipe connecting Reservoirs at Different Levels. — Let A, B, C (fig. 98) be three reservoirs connected by the arrangement of Cipes shown, — /i, d\, Qi, »i; k, dt, Qi, fa; h, da, Qa, »> being the ?ngth, diameter, discharge and velocity in the three portions of the main pipe. Suppose the dimensions and positions of the pipes known and the discharges required. If a pressure column is introduced at X, the water will rise to a height XR, measuring the pressure at X, and oR, Rft, Re will be the lines of virtual slope. If the free surface level at R is above b, the reservoir A supplies B and C, and if R is below 6, A and B supply C. Consequently there are three cases: — I. R above 6; Qi = Qi+Q». II. R level with 6; Qi = Q3; Q2 = o. III. R below 6; Qi+Qi = Q>. To determine which case has to be dealt with in the given conditions, suppose the pipe from X to B closed by a sluice. Then there is a simple main, and the height of free surface V at X can be determined. For this condition FIG. 97. a good deal of the supply is lost by leakage of the mains. The supply through the branch mains of a distributing system is calculated from the population supplied. But in determining; the capacity of the mains the fluctuation of the demand must be allowed for. It is usual to take the maximum demand at twice the average demand. Hence where Q' is the common discharge of the two portions of the pipe. Hence (*.-*')/(*'-*.) =W,«/W,«, from which h' is easily obtained. If then h' is greater than hb, opening the sluice between X and B will allow flow towards B, and the case in hand is case I. If h' is less than hb, opening the sluice will allow flow from B, and the case is case III. If h' = ht, the case is case II., and is already completely solved. COMPRESSIBLE FLUIDS IN PIPES] HYDRAULICS 67 The true value of h must lie between h' and hi,. Choose a new value of h, and recalculate Qi, Q2, Qa- Then if Qi>Q2+Qa [n case I., or Qi+Q2>Us in case III., the value chosen for h is too small, and a new value must be chosen. If 8io.. (50) where pa is the greater pressure and pi the less, and the flow is from AO towards AI. By replacing W and H, Hence the initial velocity in the pipe is When I is great, log po/pi is comparatively small, and then «o = V [(sCTm/?ty\(pt?~ pt*)lp is con- stant for all sections, and SI is constant; therefore v must be constant also from section to section. The case is then one of uniform steady motion. In most artificial channels the form of section is constant, and the bed has a uniform slope. In that case the motion is uniform, the depth is constant, and the stream surface is parallel to the bed. If when steady motion is established the sections are unequal, the motion is steady motion with varying velocity from section to section. Ordinary rivers are in this condition, especially where the flow is modified by weirs or obstructions. Short unobstructed lengths of a river may be treated as of uniform section without great error, the mean section in the length being put for the actual sections. In all actual streams the different fluid filaments have different velocities, those near the surface and centre moving faster than those near the bottom and sides. The ordinary formulae for the flow of streams rest on a hypothesis that this variation of velocity may be neglected, and that all the filaments may be treated as having a common velocity equal to the mean velocity of the stream. On this hypothesis, a plane layer 0606 (fig. 102) between sections normal AND CANALS] HYDRAULICS 69 to the direction of motion is treated as sliding down the channel to a'a'b'b' without deformation. The component of the weight parallel to the channel bed balances the friction against the channel, and in estimating the friction the velocity of rubbing is taken to be the mean velocity of the stream. In actual streams, however, the velocity of rubbing on which the friction depends is not the mean variation of the coefficient of friction with the velocity, proposed an expression of the form r=od+0/t>), (5) and from 255 experiments obtained for the constants the values 0 = 0-007409; # = 0-1920. This gives the following values at different velocities: — v = r= o-3 0-01215 o-5 0-01025 0-7 0-00944 i 0-00883 ll 0-00836 2 O-OO8I2 3 0-90788 5 0-00769 7 0-00761 10 0-00755 15 0-00750 velocity of the stream, and is not in any simple relation with it, for channels of different forms. The theory is therefore obviously based on an imperfect hypothesis. How- ever, by taking variable values for the coefficient of friction, the errors of the ordinary formulae are to a great extent neutralized, and they may be used without leading to practical errors. Formulae have been obtained based on less re- stricted hypotheses, but at present they are not practically so reliable, and are more complicated than the formulae obtained in the manner described above. § 96. Steady Flow of Water with Uniform Velocity in 'Channels of Constant Section. — Let aa', bb' (fig. 103) be two cross sections normal to the direction of motion at a distance dl. Since the mass aa'bb' moves uniformly, the external forces acting on it are in equilibrium. Let & be the area of the cross sections, \ the wetted perimeter, FIG. 102. FIG. 103. pq+qr+rs, of a section. Then the quantity m = tt/x is termed the hydraulic mean depth of the section. Let v be the mean velocity of the stream, which is taken as the common velocity of all the particles, i, the slope or fall of the stream in feet, per foot, being the ratio bc/ab. The external forces acting on aa'bb' parallel to the direction of motion are three: — (a) The pressures on aa' and bb', which are equal and opposite since the sections are equal and similar, and the mean pressures on each are the same. (6) The component of the weight W of the mass in the direction of motion, acting at its centre of gravity g. The weight of the mass aa'bb' is Gildl, and the com- ponent of the weight in the direction of motion is GSldl X the cosine of the angle between Wg and ab, that is, GQdl cos abc = Gttdl bc/ab = GOidl. (c) There is the friction of the stream on the sides and bottom of the channel. This is proportional to the area \dl of rubbing surface and to a function of the velocity which may be written _f(i>) ; /(») being the friction per sq. ft. at a velocity v. Hence the friction is — \dlf(ji). Equating the sum of the forces to zero, (i) But it has been already shown (§ 66) that/(ti) = .'. fi>2/2g = mt. ' (2) This may be put in the form " = V(2g/f)V("»)=cV(»«); (20) where c is a coefficient depending on the roughness and form of the channel. The coefficient of friction f varies greatly with the degree of roughness of the channel sides, and somewhat also with the velocity. It must also be made to depend on the absolute dimensions of the section, to eliminate the error of neglecting the variations of velocity in the cross section. A common mean value assumed for f is 0-00757. The range of values will be discussed presently. It is often convenient to estimate the fall of the stream in feet per mile, instead of in feet per foot. If/ is the fall in feet per mile> / = 52801. Putting this and the above value of f in (20), we get the very simple and long-known approximate formula for the mean velocity of a stream — » = HV(2m/). (3) The flow down the stream per second, or discharge of the stream, Q = 0» = n»V (mi)- (4) § 97. Coefficient of Friction for Open Channels. — Various ex- pressions have been proposed for the coefficient of friction for ' annels as for pipes. Weisbach, giving attention chiefly to the In using this value of f when v is not known, it is best to proceed by approximation. § 98. Darcy and Bazin's Expression for the Coefficient of Friction, — Darcy and Bazin's researches have shown that f varies very greatly for different degrees of roughness of the channel bed, and that it also varies with the dimensions of the channel. They give for f an empirical expression (similar to that for pipes) of the form f = a(i-hS/m); (6) where m is the hydraulic mean depth. For different kinds of channels they give the following values of the coefficient of friction : — Kind of Channel. I. Very smooth channels, sides of smooth cement or planed timber .... II. Smooth channels, sides of ashlar, brick- work, planks ... ... III. Rough channels, sides of rubble masonry or pitched with stone IV. Very rough canals in earth .... V. Torrential streams encumbered with detritus 0-00294 0-00373 0-00471 0-00549 0-00785 o-io 0-23 0-82 4-10 5-74 .The last values (Class V.) are not Darcy and Bazin's, but are taken from experiments by Ganguillet and Kutter on Swiss streams. The following table very much facilitates the calculation of the mean velocity and discharge of channels, when Darcy and Bazin's value of the coefficient of friction is used. Taking the general formula for the mean velocity already given in equation (20) above, D = cV (mi), where c = V (2g/f), the following table gives values of c for channels of different degrees of roughness, and for such values of the hydraulic mean depths as are likely to occur in practical calculations : — Values ofc in v = cV (mi), deduced from Darcy and Bazin's Values. . JS J4 .a 5 e •T? O £ x 4> . eo A 3 • (3 it's •A r»» oj • C -fl ^ a 3 Hydraulic Me; Depth = m. Very Smooth Channels. Cem< Smooth Chann( Ashlar or Brickw Rough Channe Rubble Masonr Very Rough Chan 4 Canals in Eart Excessively Roi Channels encui bered with Detri Hydraulic Mei Depth = m. Very Smoott Channels. Ceme Smooth Channe Ashlar or Brickw ll Is £3 Very Rough Chan Canals in Eart Excessively Rou Channels encui bered with Detri •25 125 95 57 26 18-5 8-5 H7 130 112 89 •5 135 no 72 36 25-6 9-0 H7 130 112 90 71 •75 139 116 81 42 30-8 9'5 147 130 112 90 I-O 141 119 •87 48 34'9 IO-O 147 130 112 91 72 1-5 143 122 94 56 41-2 II 147 130 113 92 2-O 144 124 98 62 46-0 12 147 130 113 93 74 2-5 H5 126 IOI 67 13 147 130 113 94 3-0 145 126 104 70 53 14 H7 130 "3 95 3-5 146 127 105 73 15 H7 130 114 96 77 4-0 146 128 106 76 58 16 147 130 114 97 4'5 146 128 107 78 17 H7 130 114 97 146 128 1 08 80 62 18 147 130 114 98 5'5 146 129 109 82 20 H7 131 114 98 80 6-0 147 129 IIO 84 65 25 148 131 US IOO 6-5 129 IIO 85 30 148 131 US 102 83 7-0 147 129 IIO 86 67 4° 148 131 116 103 85 7-5 147 129 III 87 50 I48 116 IO4 86 8-0 147 130 III 88 69 00 148 131 117 1 08 9i § 99. Ganguillet and Kutter's Modified Darcy Formula. — Starting from the general expression v — c^mi, Ganguillet and Kutter examined the variations of c for a wider variety of cases than those discussed by Darcy and Bazin. Darcy and Bazin's experiments were confined to channels of moderate section, and to a limited variation of slope. Ganguillet and Kutter brought into the dis- cussion two very distinct and important additional series of results. The gaugings of the Mississippi by A. A. Humphreys and L. H. Abbot afford data of discharge for the case of a stream of exception- ally large section and of very low slope. On the other hand, their own measurements of the flow in the regulated channels of some 7o HYDRAULICS [FLOW IN RIVERS Swiss torrents gave data for cases in which the inclination and roughness of the channels were exceptionally great. Darcy and Bazin's experiments alone were conclusive as to the dependence of the coefficient c on the dimensions of the channel and on its rough- ness of surface. Plotting values of c for channels of different in- clination appeared to indicate that it also depended on the slope of the stream. Taking the Mississippi data only, they found £ = 256 for an inclination of 0-0034 per thousand, = 154 „ „ 0-02 so that for very low inclinations no constant value of c independent of the slope would furnish good values of the discharge. In small rivers, on the other hand, the values of c vary little with the slope. As regards the influence of roughness of the sides of the channel a different law holds. For very small channels differences of rough- ness have a great influence on the discharge, but for very large channels different degrees of roughness have but little influence, and for indefinitely large channels the influence of different degrees of roughness must be assumed to vanish. The coefficients given by Darcy and Bazin are different for each of the classes of channels of different roughness, even when the dimensions of the channel are infinite. But, as it is much more probable that the influence of the nature of the sides diminishes indefinitely as the channel is larger, this must be regarded as a defect in their formula. Comparing their own measurements in torrential streams in Switzerland with those of Darcy and Bazin, Ganguillet and Kutter found that the four classes of coefficients proposed by Darcy and Bazin were insufficient to cover all cases. Some of the Swiss streams gave results which showed that the roughness of the bed was markedly greater than in any of the channels tried by the French engineers. It was necessary therefore in adopting the plan of arranging the different channels in classes of approximately similar roughness to increase the number of classes. Especially an additional class was required for channels obstructed by detritus. To obtain a new expression for the coefficient in the formula » = V (2g/f ) V (mi) = c V (mi) , Ganguillet and Kutter proceeded in a purely empirical way. They found that an expression of the form could be made to fit the experiments somewhat better than Darcy's expression. Inverting this, we get I/c=I/a+/3/oVm, an equation to a straight line having i/^m for abscissa, i/c for ordinate, and inclined to the axis of abscissae at an angle the tangent of which is /3/o. Plotting the experimental values of l/c and i/V»», the points so found indicated a curved rather than a straight line, so that 0 must depend on a. After much comparison the following form was arrived at — where n is a coefficient depending only on the roughness of the sides of the channel, and A and / are new coefficients, the value of which remains to be determined. From what has been already stated, the coefficient c depends on the inclination of the stream, decreasing as the slope i increases. Let A. = a+p/i. Then c = (a+l/n+p/i)/(l+(a+p/i)nHm}, the form of the expression for c ultimately adopted by Ganguillet and Kutter. For the constants a, I, p Ganguillet and Kutter obtain the values 23, I and 0-00155 f°r metrical measures, or 41-6, 1-811 and 0-00281 for English feet. The coefficient of roughness n is found to vary from 0-008 to 0-050 for either metrical or English measures. The most practically useful values of the coefficient of roughness n are given in the following table : — Nature of Sides of Channel. Coefficient of Roughness n. Well-planed timber ......... 0-009 Cement plaster .......... o-oio Plaster of cement with one-third sand .... o-oi I Unplaned planks .......... 0-012 Ashlar ana brickwork ......... 0-013 Canvas on frames ......... 0-015 Rubble masonry .......... 0-017 Canals in very firm gravel ....... 0-020 Rivers and canals in perfect order, free from stones ) or weeds ........... I 0-025 Rivers and canals in moderately good order, not } quite free from stones and weeds . . . . { o'°3° Rivers and canals in bad order, with weeds and / detritus ............ \ °'°35 Torrential streams encumbered with detritus . . 0-050 Ganguillet and Kutter's formula is so cumbrous that it is difficult to use without the aid of tables. Lewis D'A. Jackson published complete and extensive tables for facilitating the use of the Ganguillet and Kutter formula (Canal Values of M fo r n = O-OIO O-OI2 0-015 0-017 O-O2O 0-025 0-030 •OOOOI 3-2260 3-8712 4-8390 5-4842 6-4520 8-0650 9-6780 •OOOO2 1-8210 2-1852 2-73I5 3-0957 3-6420 4-5525 5-4630 •OOOO4 1-1185 1-3422 1-6777 1-9014 2-2370 2-7962 3-3555 •OOOO6 0-8843 1-0612 1-3264 I-5033 1-7686 2-2107 2-6529 •00008 0-7672 0-9206 1-1508 1-3042 1-5344 •9180 2-3016 •OOOIO 0-6970 0-8364 1-0455 1-1849 1-3940 •7425 2-0910 •00025 0-5284 0-6341 0-7926 0-8983 1-0568 •3210 •5852 •00050 0-4722 0-5666 0-7083 0-8027 0-9444 •1805 •4166 •00075 0-4535 0-5442 0-6802 0-7709 0-9070 •1337 •3605 •OOIOO 0-4441 0-5329 0-6661 0-7550 0-8882 •IIO2 •3323 •OO2OO 0-4300 0-5160 0-6450 0-7310 0-8600 •0750 •2900 •00300 0-4254 0-5105 0-6381 0-7232 0-8508 •0635 •2762 and Culvert Tables, London, 1878). To lessen calculation he puts the formula in this form : — M = M(4i-6+o-oo28i/»); » = (Vw/w)l(M + i-8ii)/(M+Vw))V (mi). The following table gives a selection of values of M, taken from Jackson's tables: — • A difficulty in the use of this formula is the selection of the co- efficient of roughness. The difficulty is one which no theory will overcome, because no absolute measure of the roughness of stream beds is possible. For channels lined with timber or masonry the difficulty is not so great. The constants in that case are few and sufficiently defined. But in the case of ordinary canals and rivers the case is different, the coefficients having a much greater range. For artificial canals in rammed earth or gravel n varies from o 0163 to 0-0301. For natural channels or rivers n varies from 0-020 to 0-035. In Jackson's opinion even Kutter's numerous classes of channels seem inadequately graduated, and he proposes for artificial canals the following classification : — I. Canals in very firm gravel, in perfect order n=o-O2 II. Canals in earth, above the average in order n=o-O225 III. Canals in earth, in fair order .... n = 0-025 IV. Canals in earth, below the average in order n = 0-0275 V. Canals in earth, in rather bad order, partially } overgrown with weeds and obstructed by >n = 0-03 detritus . . ...... ' Ganguillet and Kutter's formula has been considerably used partly from its adoption in calculating tables for irrigation work in India. But it i» an empirical formula of an unsatisfactory form. Some engineers apparently have assumed that because it is com- plicated it must be more accurate than simpler formulae. Com- parison with the results of gaugings shows that this is not the case. The term involving the slope was introduced to secure agreement with some early experiments on the Mississippi, and there is strong reason for doubting the accuracy of these results. § too. Bazin's New Formula. — Bazin subsequently re-examined all the trustworthy gaugings of flow in channels and proposed a modification of the original Darcy formula which appears to be more satisfactory than any hitherto suggested (£tude d'une nouvelle formule, Paris, 1898). He points out that Darcy's original formula, which is of the form mi/i? = a+fi/m, does not agree with experiments on channels as well as with experiments on pipes. It is an objection to it that if m increases indefinitely the limit towards which mi/v* tends is different for different values of the roughness. It would seem that if the dimensions of a canal are indefinitely increased the variation of resistance due to differing roughness should vanish. This objection is met if it is assumed that V (mi/ti3) = o + /3/V»w, so that if o is a constant mifv" tends to the limit a when m increases. A very careful discussion of the results of gaugings shows that they can be expressed more satisfactorily by this new formula than by Ganguillet and Kutter's. Putting the equation in the form ft>2/2g = mi, f = 0-002594(1 +7/V>w), where y has the following values: — I. Very smooth sides, cement, planed plank, 7 = 0-109 II. Smooth sides, planks, brickwork .... 0-290 III. Rubble masonry sides ....... 0-833 IV. Sides of very smooth earth, or pitching . . 1-539 V. Canals in earth in ordinary condition . . . 2-353 VI. Ca'nals in earth exceptionally rough . . . 3-168, § 101. The Vertical Velocity Curve. — If at each point along a vertical representing the depth of a stream, the velocity at that point is plotted horizontally, the curve obtained is the vertical velocity curve and it has been shown by many observations that it approximates to a parabola with horizontal axis. The vertex of the parabola is at the level of the greatest velocity. Thus in fig. 104 OA is the vertical at which velocities are observed; va is the sur- face; v, the maximum and Vd the bottom velocity. B C D is the vertical velocity curve which corresponds with a parabola having its vertex at C. The mean velocity at the vertical is The Horizontal -Velocity Curve. — Similarly if at each point along a horizontal representing the width of the stream the velocities are AND CANALS] HYDRAULICS plotted, a curve is obtained called the horizontal velocity curve. In streams of symmetrical section this is a curve symmetrical about the centre line of the stream. The velocity varies little near the centre of the stream, but very rapidly near the banks. In un- symmetrical sections the greatest velocity is at the point where the stream is deepest, and the general form of the horizontal velocity curve is roughly similar to the section of the stream. § 1 02. Curves or Contours of Equal Velocity. — If velocities are observed at a number of points at different widths and depths in a stream, it is possible to draw curves on the cross section through points at which the velocity is the same. These repre- sent contours of a solid, the volume of which is the discharge of the stream per second. Fig. 105 shows the vertical and horizontal velocity curves and the contours of equal velocity in a rectangular channel, from one of Bazin's gaugings. § 103. Experimental Observations on the Vertical Velocity Curve. — A preliminary difficulty arises in observing the velocity at a given point in a stream because the velocity rapidly varies, the motion not being strictly steady. If an average of several velocities at the same point is taken, or the average velocity for a sensible period of time, this average is found to be constant. It may be inferred that FIG. 104. «f g b ^- Contours of Equal Velocity FIG. 105. though the velocity at a point fluctuates about a mean value, the fluctuations being due to eddying motions superposed on the general motion of the stream, yet these fluctuations produce effects which disappear in the mean of a series of observations and, in calculating the volume of flow, may be disregarded. In the next place it is found that in most of the best observations on the velocity in streams, the greatest velocity at any vertical is found not at the surface but at some distance below it. In various river gaugings the depth d, at the centre of the stream has been found to vary from o to 0-3^. § 104. Influence of the Wind. — In the experiments on the Missis- sippi the vertical velocity curve in calm weather was found to agree fairly with a parabola, the greatest velocity being at $,ths of the depth of the stream from the surface. With a wind blowing down stream the surface velocity is increased, and the axis of the parabola approaches the surface. On the contrary, with a wind blowing up stream the surface velocity is diminished, and the axis of the para- bola is lowered, sometimes to half the depth of the stream. The American observers drew from their observations the conclusion that there was an energetic retarding action at the surface of a stream like that due to the bottom and sides. If there were such a retarding action the position of the filament of maximum velocity below the surface would be explained. It is not difficult to understand that a wind acting on surface ripples or waves should accelerate or retard the surface motion of the stream, and the Mississippi results may be accepted so far as showing that the surface velocity of a stream is variable when the mean velocity of the stream is constant. Hence observations of surface velocity by floats or otherwise should only be made in very calm weather. But it is very difficult to suppose that, in still air, there is a resistance at the free surface of the stream at all analogous to that at the sides and bottom. Further, in very careful experi- ments, P. P. Boileau found the maximum velocity, though raised a little above its position for calm weather, still at a considerable distance below the surface, even when the wind was blowing down stream with a velocity greater than that of the stream, and when the action of the air must have been an accelerating and not a re- tarding action. A much more probable explanation of the diminution of the velocity at and near the free surface is that portions of water, with a diminished velocity from retardation by the sides or bottom, are thrown off in eddying masses and mingle with the rest of the stream. These eddying masses modify the velocity in all parts of the stream, but have their greatest influence at the free surface. Reaching the free surface they spread out and remain there, mingling with the water at that level and diminishing the velocity which would otherwise be found there. Influence of the Wind on the Depth at which the Maximum Velocity is found. — In the gaugings of the Mississippi the vertical velocity curve was found to agree well with a parabola having a horizontal axis at some distance below the water surface, the ordinate of the parabola at the axis being the maximum velocity of the section. During the gaugings the force of the wind was registered on a scale ranging from o for a calm to 10 for a hurricane. Arranging the velocity curves in three sets — (i) with the wind blowing up stream, (2) with the wind blowing down stream, (3) calm or wind blowing across stream — it was found that an up-stream wind lowered, and a down-stream wind raised, the axis of the parabolic velocity curve. In calm weather the axis was at -ftths of the total depth from the surface for all conditions of the stream. Let h' be the depth of the axis of the parabola, m the hydraulic mean depth, / the number expressing the force of the wind, which may range from + io to — 10, positive if the wind is up stream, negative if it is down stream. Then Humphreys and Abbot find their results agree with the expression h'/m =0-317 ±O-O6/. Fig. 106 shows the parabolic velocity curves according to the American observers for calm weather, and for an up- or down-stream wind of a force represented by 4. . FIG. 106. It is impossible at present to give a theoretical rule for the vertical velocity curve, but in very many gaugings it has been found that a parabola with horizontal axis fits the observed results fairly well. The mean velocity on any vertical in a stream varies from 0-85 to 0-92 of the surface velocity at that vertical, and on the average if v, is the surface and »„, the mean velocity at a vertical vm = %vc, a result useful in float gauging. On any vertical there is a point at which the velocity is equal to the mean velocity, and if this point were known it would be useful in gauging. Humphreys and Abbot in the Mississippi found the mean velocity at 0-66 of the depth ; G. H. L. Hagen and H. Heinemann at 0-56 to 0-58 of the depth. The mean of observations by various observers gave the mean velocity at from 0-587 to 0-62 of the depth, the average of all being almost exactly 0-6 of the depth. The mid-depth velocity is therefore nearly equal to, but a little greater than, the mean velocity on a vertical. If vmd is the mid-depth velocity, then on the average vm=o-<)8vmd. § 105. Mean Velocity on a Vertical from Two Velocity Observations. — A. J. C. Cunningham, in gaugings on the Ganges canal, found the following useful results. Let v, be the surface, vm the mean, and Vzd the velocity at the depth xd ; then § 1 06. Ratio of Mean to Greatest Surface Velocity, for the whole Cross Section in Trapezoidal Channels^. — It is often very important to be able to deduce the mean velocity, and thence the discharge, from observation of the greatest surface velocity. The simplest method of gauging small streams and channels is to observe the greatest surface velocity by floats, and thence to deduce the mean velocity. In general in streams of fairly regular section the mean velocity for the whole section varies from 0-7 to 0-85 of the greatest surface velocity. For channels not widely differing from those experimented on by Bazin, the expression obtained by him for the ratio of surface to mean velocity may be relied on as at least a good approximation to the truth. Let va be the greatest surface velocity, vm the mean velocity of the stream. Then, according to Bazin, »«•=»„— 25-4V (»»')• But vm = c^l(mi), where c is a coefficient, the values of which have been already given in the table in § 98. Hence HYDRAULICS [FLOW IN RIVERS Values of Coefficient c/(c+25~4) in the Formula vm = c Hydraulic Mean Depth =m. Very Smooth Channels. Cement. Smooth Channels. Ashlar or Brickwork. Rough Channels. Rubble Masonry. Very Rough Channels. Canals in Earth. Channels encumbered with Detritus. 0-25 •83 •79 •69 •51 •42 °-5 •84 •81 •74 •58 •50 o-75 •84 •82 •76 •63 •55 I-O •85 •77 •65 •58 2-O •83 •79 •71 •64 3-o •80 •73 •67 4-0 •8: •75 •70 5-o •76 •7i 6-0 •84 •77 •72 7-0 •78 •73 8-0 9-0 •82 •74 IO-O 15-0 •79 •75 2O-O •80 •76 30-0 •82 •77 4O-O 50-0 oo •79 § 107. River Bends. — In rivers flowing in alluvial plains, the wind- ings which already exist tend to increase in curvature by the scouring away of material from the outer bank and the deposition of detritus along the .inner bank. The sinuosities sometimes increase till a loop is formed with only a narrow strip of land between the two encroaching branches of the river. Finally a " cut off " may occur, a waterway being opened through the strip of land and the loop left separated from the stream, forming a horse- shoe shaped lagoon or marsh. Professor James Thomson pointed out (Proc. Roy. Soc., 1877, P- 356; Proc. Inst. of Mech. Eng., 1879, p. 456) that the usual supposi- tion is that the water jy tending to go forwards in a straight line rushes against the outer bank and scours it, at the same time creating de- posits at the inner bank. That view is very far from a complete account of the matter, and Pro- fessor Thomson gave a p much more ingenious 10. 107. account of the action at the bend, which he completely confirmed by experiment. When water moves round a circular curve under the action of gravity only, it takes a motion like that in a free vortex. Its velocity is greater parallel to the axis of the stream at the inner than at the outer side of the bend. Hence the scouring at the outer side and the deposit at the inner side of the bend are not due to mere difference of velocity of flow in the general direction of the stream; but, in virtue of the centrifugal force, the water passing round the bend presses outwards, and the free surface in a radial cross section has a slope from the inner side upwards to the outer side (fig. 108). For the greater part of the water flowing in curved paths, this difference of pressure produces no tendency to transverse motion. But the water im- InncrBanlt Outer Bank Section at M N. FlG. 108. mediately in contact with the rough bot- tom and sides of the channel is retarded, and its centrifugal force is insufficient to balance the pressure due to the greater depth at the outside of the bend. It there- fore flows inwards towards the innet side of the bend, carrying with it detritus which is deposited at the inner bank. Con- jointly with this flow inwards along the bottom and sides, the general mass of water must flow outwards to take its place. Fig. 107 shows the directions of flow as observed in a small artificial stream, by means of light seeds and specks of aniline dye. The lines CC show the directions of flow immediately in contact with the sides and bottom. The dotted line AB shows the direction of motion of floating particles on the surface of the stream. § 1 08. Discharge of a River when flowing at different Depths. — When frequent observations must be made on the flow of a river or canal, the depth of which varies at different times, it is very convenient to have to observe the depth only. A formula can be established giving the flow in terms of the depth. Let Q be the discharge in cubic feet per second ; H the depth of the river in some straight and uniform part. Then Q = oH+6H2, where the constants a and b must be found by preliminary gaugings in different con- ditions of the river. M. C. Moquerey found for part of the upper Sa&ne, Q=64'7H+8-2H2 in metric measures, or Q = 696H+26-8H« in English measures. § 109. Forms of Section of Channels. — The simplest form of section for channels is the semicircular or nearly semicircular channel (fig. 109), a form now often adopted from the facility with which it can be FlG. 109. executed in concrete. It has the advantage that the rubbing surface is less in proportion to the area than in any other form. Wooden channels or flumes, of which there are examples on a large scale in America, are rectangular in section, and the same form is adopted for wrought and cast-iron aqueducts. Channels built with brickwork or masonry may be also rectangular, but they are often trapezoidal, and are always so if the sides are pitched with masonry laid dry. In a trapezoidal channel, let b (fig. no) FIG. no. be the bottom breadth, 60 the top breadth, d the depth, and let the slope of the sides be n horizontal to I vertical. Then the area of section is U = (b+nd)d = (ba — nd)d, and the wetted perimeter When a channel is simply excavated in earth it is always originally trapezoidal, though it becomes more or less rounded in course of time. 'The slope of the sides then depends on the stability of the earth, a slope of 2 to I being the one most commonly adopted. Figs, in, 112 show the form of canals excavated in earth, the former being the section of a navigation canal and the latter the section of an irrigation canal. § 1 10. Channels of Circular Section. — The following short table facilitates calculations of the discharge with different depths of water in the channel. Let r be the radius of the channel section; then for a depth of water = xr, the hydraulic mean radius is itr and the area of section of the waterway w2, where K, MI and v have the following values: — terms of radius . . J " •OS .10 •15 .20 •25 •30 •35 .40 •45 •50 •55 .60 • 65 •70 •75 .80 .85 .90 • 95 I.O Hydraulic mean depth / in terms of radius . ) .00668 .0331 •0523 .0963 .1278 •'574 .1852 .2142 .242 .269 •253 •320 •343 .365 .387 .408 .429 •449 .466 .484 .500 Waterway in terms oO _ square of radius . . ) .00180 .0211 .0508 .1067 .1651 .228 .204 •370 •450 •532 .614 • 700 •705 • 885 •079 1-075 I.I75 1.276 1371 1.470 I.57I AND CANALS] HYDRAULICS 73 § III. Egg-Shaped Channels or Sewers. — In sewers for discharging storm water and house drainage the volume of flow is extremely variable; and there is a great liability for deposits to be left when the flow is small, which are not removed during the short periods when the flow is large. The sewer in consequence becomes choked. In Bank could be found satisfying the foregoing conditions. To render the problem determinate, let it be remembered that, since for a given discharge to -J x< other things being the same, the amount of excavation will be least for that channel which has the least wetted perimeter. Let d be the depth and b the bottom width of the channel, and let the sides slope n horizontal to I vertical (fig. 114), then In Cattincf Both J2 and x are to be minima. Differentiating, and equating to zero. (db/dd+n)d+b+nd = o, FIG. in. — Scale 20 ft. = i in. eliminating dbjdd, But Inserting the value of b, j» 120-O—r.- FIG. 112. — Scale 80 ft. = i in. To obtain uniform scouring action, the velocity of flow should be constant or nearly so; a complete uniformity of velocity cannot be obtained with any form of section suitable for sewers, but an ap- proximation to uniform velocity is obtained by making the sewers of oval section. Various forms of oval have been suggested, the simplest being one in which the radius of the crown is double the radius of the invert, and the greatest width is two- thirds the height. The section of such a sewer is shown in fig. 113, the numbers marked on the figure being proportional •-(. i\ ./ •»' numbers. § 112. Problems on Channels in which the Flow is Steady and at Uniform Velocity. — The general equations given in §§ 96, 98 are J- = a(l+0/m); (l) fi>2/2g = mi ; (2 FIG. 113. Q=to. (3 Problem I. — Given the transverse section of stream and dis- charge, to find the slope. From the dimensions of the section find tt and m; from (i) find f, from (3) find », and lastly from (2) find i. Problem II. — Given the transverse section and slope, to find the discharge. Find r from (2), then Q from (3). Problem III. — Given the discharge and slope, and either the breadth, depth, or general form of the section of the channel, to determine its remaining dimensions. This must generally be solved by approximations. A breadth or depth or both are chosen, and the discharge calculated. If this is greater than the given discharge, the dimensions are reduced and the discharge recalculated. Since m lies generally between the limits m = d and m = %d, where d is the depth of the stream, and since, moreover, the velocity varies as V (m) so that an error in the value of m leads only to a much less error in the value of the velocity calculated from it, we may proceed thus. Assume a value for m, and calculate v from it. Let iii be this first approximation to v. Then Qjvi is a first approxi- mation to 12, say Qi. With this value of ft design the section of the annel ; calculate a second value for m ; calculate from it a second value of v, and from that a second value for fi. Repeat the process till the succes- sive values of m approxi- mately coincide. § 113. Problem IV. Most Economical Form of Channel p for given Side Slopes. — Sup- pose the channel is to be trapezoidal in section (fig. 114), and that the sides are to have a given slope. Let the longitudinal slope of the stream be given, and also the mean velocity. An infinite number of channels That is, with given side slopes, the section is least for a given discharge when the hydraulic mean depth is half the actual depth. A simple construction gives the form of the channel which fulfils this condition, for it can be shown that when m = \d, the sides of the channel are tangential to a semicircle drawn on the water line. Since £)/x = \d, therefore Q = Jx^- (i) Let ABCD be the channel (fig. 115); from E'the'centre of AD drop perpendiculars EF, EG, EH on the sides. AB=CD=a; BC=6; EF = EH=c; and EG=d. H = area AEB + BEC+CED, = ac -\- \ba. Putting these values in (i), = (a + \V)d ; and hence c = d. E B G C FIG. 115. That is, EF, EG, EH are all equal, hence a semicircle struck from E with radius equal to the depth of the stream will pass through F and H and be tangential to the sides of / the channel. To draw the channel, describe a semicircle on a horizontal line with radius = depth of channel. i* & x The bottom will be a FIG. 116. horizontal tangent of that semicircle, and the sides tangents drawn at the required side slopes. The above result may be obtained thus (fig. 1 16) : — (i) (2) (3) From (i) and (2), This will be a minimum for dx/dd =fi/ and the mean velocity. For the whole cross section, The mass of fluid passing through the element of section u, in 8 seconds, is (G/g)un0, and its kinetic energy is (G/2g)u®38. For the whole section, the kinetic energy of the mass AoBoCoDo passing in 8 seconds is (G9/2g)So«i3 = The factor 3Ut>+w is equal to 2«o-ff, a quantity necessarily positive. Consequently 2ufs> QnUtf, and consequently the kinetic energy of AoBoCoDo is greater than which would be its value if all the particles passing the section had the same velocity «o. Let the kinetic energy be taken at a(Ge/2g)a«,,>» = a(G0/2g)Q«o2, where o is a corrective factor, the value of which was estimated by J. B. C. J. B61anger at i-i.1 Its precise value is not of great im- portance. In a similar way we should obtain for the kinetic energy of AiBiCiD: the expression o(G0/2g)n,«i> = a(G0/2g)Q«i8, where ft, Ui are the section and mean velocity at AiBi, and where a may be taken to have the same value as before without any im- portant error. Hence the change of kinetic energy in the whole mass AoBoAiBi in 8 seconds is a(G»/2g)Q(w,«-itf). (i) Motive Work of the Weight and Pressures.— Consider a small filament OoOi which comes in 6 seconds to CoCi. The work done by gravity during that movement is the same as if the portion aoCt, were carried to aid. Let dQff be the volume of OoCo or a\c\, and ya, y\ the depths of ac, ot from the surface of the stream. Then the volume 1 Boussinesq has shown that this mode of determining the corrective factor a is not satisfactory. AND CANALS] HYDRAULICS 75 dQ6 or GdQO pounds falls through a vertical height 2+3-1— 3*0, and the work done by gravity is GdQ6(z +311-3-0). Putting pa for atmospheric pressure, the whole pressure per unit of area at oo is Gyo+pa, and that at ai is — (Gyi+p,). The work of these pressures is G(3-o+£a/G -3-! -pt/QdQe = G(3-o -yi)dQ6. Adding this to the work of gravity, the whole work is GzdQO; or, for the whole cross section, GzQO. (2) Work expended in Overcoming the Friction of the Stream Bed. — Let A'B', A"B" be two cross sections at distances s and s+ds from AoBo. Between these sections the velocity may be treated as uni- form, because by hypothesis the changes of velocity from section to section are gradual. Hence, to this short length of stream the equation for uniform motion is applicable. But in that case the work in overcoming the friction of the stream bed between A'B' and A"B"is where it, x, ® are the mean velocity, wetted perimeter, and section at A'B'. Hence the whole work lost in friction from AoBo to AiBi will be (3) Equating the work given in (2) and (3) to the change of kinetic energy given in (i), a(GQ0/2g) (M,2 -Mo2) = GQaS -GQ0/«'f(« .'. Z = a(«i' -Wo2)/2g+ § 116. Fundamental Differential Equation of SteadyVariedMotion. — Suppose the equation just found to be applied to an indefinitely short length ds of the stream, limited by the end sections ab, Oi&j, taken for simplicity normal to the stream bed (fig. 120). For that short length of stream the fall of surface level, or difference of level of FIG. 120. a and 01, may be written dz. Also, if we write u for uo, and u+du for MI, the term (Mo2 — «i!)/2g becomes udu/g. Hence the equation applicable to an indefinitely short length of the stream is , in which case u is small, the numerator becomes equal to i. For a value H of h given by the equation H=fM2/2gi, we fall upon the case of uniform motion. The results just stated may be tabulated thus : — For h = o, H, >H, oo, the numerator has the value — °o, o, > o, i. Next consider the denominator. If h becomes very small, in which case u must be very large, the denominator tends to the limit — oo . As h becomes very large and u consequently very small, the de- nominator tends to the limit i. For h = u?/g, or w = V(gA), the denominator becomes zero. Hence, tabulating these results as before : — For h = o, u*/g, >M2/g, oo, the denominator becomes — oo, o, > o, i. § 118. Case i. — Suppose h>u?/g, and also ft>H, or the depth greater than that corresponding to uniform motion. In this case dh/ds is positive, and the stream increases in depth in the direction of flow. In fig. 122 let BoBi be the bed, CcCi a line parallel to the bed and at a height above it equal to H. By hypothesis, the surface . 122. AoAi of the stream is above CoCi, and it has just been shown that the depth of the stream increases from Bo towards BI. But going up stream h approaches more and more nearly the value H, and there- fore dh/ds approaches the limit o, or the surface of the stream is asymptotic to CoCi. Going down stream h increases and u diminishes, thenumeratorand denominator of thefraction(i — f«2/2gt7i)/(l — M2/gA) both tend towards the limit i, and dh/ds to the limit i. That is, the surface of the stream tends to become asymptotic to a horizontal line DoDi. The form of water surface here discussed is produced when the flow of a stream originally uniform is altered by the construction of a weir. The raising of the water surface above the level CoCi is termed the backwater due to the weir. § 119. Case 2. — Suppose A>«2/g, and also Au2/g diminishes; the denominator of the frac- tion (i—fu2/2gih)l(i-u''/gh) tends to the limit zero, and con- sequently dh/ds tends to » . That is, down stream AoAi tends to a direction perpendicular to the bed. Before, however, this limit was reached the assumptions on which the general equation is based would cease to be even approximately true, and the equation would cease to be applicable. The filaments would have a relative motion, which would make the influence of internal friction in the fluid too important to be neglected. A stream surface of this form may be pro- duced if there is an abrupt fall in the bed of the stream (fig. 124). On the Ganges canal, as orig- inally con- structed, there were abrupt falls precisely FlG. 124. of this kind, and it appears that the lowering of the water surface and increase of velocity which such falls occasion, for a distance of some miles up stream, was not foreseen. The result was that, the velocity above the falls being greater than was intended, the bed was scoured and considerable damage was done to the works. " When the canal was first opened the water was allowed to pass freely over the crests of the overfalls, which were laid on the level of the bed of the earthen channel; erosion of bed and sides for some miles up rapidly followed, and it soon became apparent that means must be adopted for raising the surface of the stream at those points (that is, the crests of the falls). Planks were accord- ingly fixed in the grooves above the bridge arches, or temporary weirs were formed over which the water was allowed to fall ; in some cases the surface of the water was thus raised above its normal height, causing a backwater in the channel above " (Crofton's Report on the Ganges Canal, p. 14). Fig. 125 represents in an ex- aggerated form what probably occurred, the diagram being intended FIG. 125. to represent some miles' length of the canal bed above the fall. AA parallel to the canal bed is the level corresponding to uniform motion with the intended velocity of the canal. In consequence of the presence of the ogee fall, however, the water surface would take some such form as BB, corresponding to Case 2 above, and the velocity would be greater than the intended velocity, nearly in the inverse ratio of the actual to the intended depth. By constructing a weir on the crest of the fall, as shown by dotted lines, a new water surface CC corresponding to Case I would be produced, and by suitably choosing the height of the weir this might be made to agree approximately with the intended level AA. 8 1 20. Case 3. — Suppose a stream flowing uniformly with a depth « f/2. If such a stream is interfered with by the construction of a weir which raises its level, so that its depth at the weir becomes Ai>«2/g, then for a portion of the stream the depth h will satisfy the con- ditions h H, which are not the same as those assumed in the two previous cases. At some point of the stream above the weir the depth h becomes equal to u2/g, and at that point dh/ds becomes infinite, or the surface of the stream is normal to the bed. It is obvious that at that point the influence of internal friction will be too great to be neglected, and the general equation will cease to represent the true conditions of the motion of the water. It is known that, in cases such as this, there occurs an abrupt rise of the free surface of the stream, or a standing wave is formed, the conditions of motion in which will be examined presently. It appears that the condition necessary to give rise to a standing wave is that i>?/2. Now f depends for different channels on the roughness of the channel and its hydraulic mean depth. Bazin calculated the values of f for channels of different degrees of rough- ness and different depths given in the following table, and the corre- sponding minimum values of i for which the exceptional case of the production of a standing wave may occur. STANDING WAVES § 121. The formation of a standing wave was first observed by Bidone. Into a small rectangular masonry channel, having a slope of 0-023 ft- P61" loot, he admitted water till it flowed uniformly with a depth of 0-2 ft. He then placed a plank across the stream which raised the level just above the obstruction to 0-95 ft. He found that the stream above the obstruction was sensibly unaffected up to a point 15 ft. from it. At that point the depth suddenly increased from 0-2 ft. to 0-56 ft. _ The velocity of the stream in the part un- affected by the obstruction was 5-54 ft. per second. Above the point where the abrupt change of depth occurred u* = 5-54' = 30-7, and gh = 32-2X0-2 =6-44; hence tt2 was>g/t. Just below the abrupt change of depth « = 5-54X0-2/0-56 = 1-97; «2 = 3-88; and gh = 32-2X0-56 = 18-03; hence at this point u', Qi the areas of the cross sections. The force causing change of momentum in the mass abed estimated horizont- ally is simply the difference of the pressures on ab and cd. Putting ho, hi for the depths of the centres of gravity of ab and cd measured down from the free water surface, the force is G(&oJi> — AiQ,) pounds, and the_ impulse in / seconds is G (Wi> — AiJJi) t second pounds. The horizontal change of momentum is the difference of the momenta of cdc'd' and aba'b' ; that is, ON STREAMS AND RIVERS] Hence, equating impulse and change of momentum, HYDRAULICS 77 (i) For simplicity let the section be rectangular, of breadth B and depths Ho and Hi, at the two cross sections considered; then Ao = iHo, and fci = iHi. Hence But, since = Qi«i, we have Hi-Ho). (2) This equation is satisfied if Ho = Hi, which corresponds to the case of uniform motion. Dividing by H0 — HL, the equation becomes (H,/H0)(Ho+H1)=2«o2/g; (3) In Bidone's experiment Mo = 5'54, a"d H=o-2. Hence Hi=o-52, which agrees very well with the observed height. § 122. A standing wave is frequently produced at the foot of a weir. Thus in the ogee falls originally constructed on the Ganges canal a standing wave was observed as shown in fig. 127. The water falling over the weir crest A acquired a very high velocity on the FIG. 127. steep slope AB, and the section of the stream at B became very small. It easily happened, therefore, that at B the depth h -.-00 « o "> <" S S fe£ 8£ gjg &£ 5 °> 29-« 1-08 4-80 6-667-30 9-2+ 9-SO 11-82 12-30 !*•* H-80K-92 17-30 19-SJ 19-80 22-15 22-3O 24-8O 27-30 & S Discharge per Second = Q= 14-10 87 cub'm Carves of equal velocity. Transformation ra/io 10:1 • " 3 t i FIG. 151. sections normal to the plane of fig. 149 given by the diagrams in fig. 150. The curves of equal velocity may therefore be considered as contour lines of the solid whose volume is the discharge of the stream per second. Let Qo be the area of the cross section of the river, HL BI . . . the areas contained by the successive curves of equal velocity, or, if these cut the surface of the stream, by the curves and that surface. Let x be the difference of velocity for which the successive curves are drawn, assumed above for simplicity at I ft. per second. Then the volume of the successive layers of the solid body whose volume represents the discharge, limited by successive planes passing through the contour curves, will be ix(no-rA), %x($li+Qi), and so on. Consequently the discharge is The areas J2o, fli . . . are easily ascertained by means of the polar planimeter. A slight difficulty arises in the part of the solid lying above the last contour curve. This will have generally a height which is not exactly *, and a form more rounded than the other layers and less like a conical frustum. The volume of this may be estimated separately, and taken to be the area of its base (the area fin) multiplied by 3 to | its height. Fig. 151 shows the results of one of Harlacher's gaugings worked and pump. It may be noted that constructively pumps are essentially reversed motors. The reciprocating pump is a re- versed pressure engine, and the centrifugal pump a reversed turbine. Hydraulic machine tools are in principle motors com- bined with tools, and they now form an important special class. Water under pressure conveyed in pipes is a convenient and economical means of transmitting energy and distributing it to many scattered working points. Hence large and important hydraulic systems are adopted in which at a central station water is pumped at high pressure into distributing mains, which convey it to various points where it actuates hydraulic motors operating cranes, lifts, dock gates, and in some cases riveting and shearing machines. In this case the head driving the hydraulic machinery is artificially created, and it is the con- venience of distributing power in an easily applied form to distant points which makes the system advantageous. As there is some unavoidable loss in creating an artificial head this system is most suitable for driving machines which work intermittently 86 HYDRAULICS [IMPACT AND REACTION (see POWER TRANSMISSION). The development of electrical methods of transmitting and distributing energy has led to the utilization of many natural waterfalls so situated as to be useless without such a means of transferring the power to points where it can be conveniently applied. In some cases, as at Niagara, the hydraulic power can only be economically developed in very large units, and it can be most conveniently subdivided and distributed by transformation into electrical energy. Partly from the development of new industries such as paper-making from wood pulp and electro-metallurgical processes, which require large amounts of cheap power, partly from the facility with which energy can now be transmitted to great distances electrically, there has been a great increase in the utilization of water-power in countries having natural waterfalls. According to the twelfth census of the United States the total amount of water-power reported as used in manufacturing establishments in that country was 1,130,431 h.p. in 1870; 1,263,343 h.p. in 1890; and 1,727,258 h.p. in 1900. The increase was 8-4% in the decade 1870-1880, 3-1% in 1880-1890, and no less than 36-7% in 1890-1900. The increase is the more striking because in this census the large amounts of hydraulic power which are transmitted electrically are not included. XII. IMPACT AND REACTION OF WATER § 153. When a stream of fluid in steady motion impinges on a solid surface, it presses on the surface with a force equal and opposite to that by which the velocity and direction of motion of the fluid are changed. Generally, in problems on the impact of fluids, it is necessary to neglect the effect of friction between the fluid and the surface on which it moves. During Impact the Velocity of the Fluid relatively to the Surface on which it impinges remains unchanged in Magnitude. — Consider a mass of fluid flowing in contact with a solid surface also in motion, the motion of both fluid and solid being estimated relatively to the earth. Then the motion of the fluid may be resolved into two parts, one a motion equal to that of the solid, and in the same direction, the other a motion relatively to the solid. The motion which the fluid has in common with the solid cannot at all be influenced by the con- tact. The relative component of the motion of the fluid can only be altered in direction, but not in magnitude. The fluid moving in contact with the surface can only have a relative motion parallel to the surface, while the pressure between the fluid and solid, if friction is neglected, is normal to the surface. The pressure therefore can only deviate the fluid, without altering the magnitude of the relative velocity. The unchanged common component and, combined with it, the deviated relative component give the resultant final velocity, which may differ greatly in magnitude and direction from the initial velocity. From the principle of momentum, the impulse of any mass of fluid reaching the surface in any given time is equal to the change of momentum estimated in the same direction. The pressure between the fluid and surface, in^any direction, Is equal to the change of momentum in that direction of so much fluid as reaches the surface in one second. If Po is the pressure in any direction, m the mass of fluid impinging per second, va the change of velocity in the direction of Pa due to impact, then P0=»mi<.. If DI (fig. 152) is the velocity and direction of motion before impact, vi that after impact, then v is the total change of motion due to impact. The resultant pressure of the fluid on the surface is in the direction of v, and is equal to v multiplied by the mass impinging per second. That is, putting P for the resultant pressure, P = mv. Let P be resolved into two components, N and T, normal and tangential to the direction of motion of the solid on which the fluid impinges. Then N is a lateral force producing a pressure on the supports of the solid, T is an effort which does work on the solid. If u is the velocity of the solid, Tit is the work done per second by the fluid in moving the solid surface. Let Q be the volume, and GQ the weight of the fluid impinging per second, and let 1/1 be the initial velocity of the fluid before striking the surface. Then GQvSfeg is the original kinetic energy of Q cub. ft. of fluid, and the efficiency of the stream considered as an arrange- ment for moving the solid surface is § 154. Jet deviated entirely in one Direction. — Geometrical Solution (fig- IS3)- — Suppose a jet of water impinges on a surface ac with a velocity ab, and let it be wholly deviated in planes parallel to the figure. Also let ae be the velocity and direction of motion of the surface. Join eb; then the water moves with respect to the surface in the direction and with the velocity eb. As this relative velocity is unaltered by contact with the surface, take cd = eb, tangent to the surface at c, then cd is the relative motion of the water with respect to the surface at c. Take df equal and parallel to ae. Then/c (obtained by compounding the relative motion of water to surface and common velocity of water and surface) is the absolute velocity and direction FIG. 153. of the water leaving the surface. Take ag equal and parallel to fc. Then, since ab is the initial and ag the final velocity and direction of motion, go is the total change of motion of the water. The resultant pressure on the plane is in the direction gb. Join eg. In the triangle gae, ae is equal and parallel to df, and ag to/c. Hence eg is equal and parallel to cd. But cd — eb = relative motion of water and surface. Hence the change of motion of the water is represented in magnitude and direction by the third side of an isosceles triangle, of which the other sides are equal to the relative velocity of the water and surface, and parallel to the initial and final directions of relative motion. SPECIAL CASES § 155- (l) A Jet impinges on a plane surface at rest, in a direction normal to the plane (fig. 154). — Let a jet whose section is u> impinge with a velocity v on a plane surface at rest, in a direction normal to the plane. The particles approach the plane, are gradually deviated, and finally flow away parallel to the plane, having then no velocity in the original direction of the jet. The quantity of water impinging per second is uv . The pressure on the plane, which is equal to V the change of momentum per second, is (2) // the plane is moving in the direction of the jet with the velocity *=u, the quantity impinging per second is tafyfU). The momentum of this quantity before impact is (G/g)u(v=f=tt)ti. After impact, the water still possesses the velocity =*=« in the direction of the jet; and the momentum, in that direction, of so much water as impinges in one second, after impact, is ±(G/g)u>(»=i=tt)tt. The pressure on the plane, which is the change of momentum per second, is the difference of these quantities or P = (G/g)o>(ti=?=«)2. This differs from the expression obtained in the previous case, in that the relative velocity of the water and plane v*=u is sub- stituted for t». The expression maybe written P = 2XGX">(i'=i=«)2/2gr where the last two terms are the volume of a prism of water whose section is the area of the jet and whose length is the head due to the relative velocity. The pressure on the plane is twice the weight of that prism of water. The work done when the plane FIG. 154. OF WATER] HYDRAULICS 87 is moving in the same direction as the jet is Pu = (G/g). The former gives a minimum, the latter a maximum efficiency. Putting w = 311 in the expression above, ij max. =-/y. (3) If, instead of one plane moving before the jet, a scries of planes are introduced at short intervals at the same point, the quantity of water impinging on the series will be cot) instead of ta(v-u), and the whole pressure = (G/g)uv(v — u). The work done is (G/g)- (2M-t>)} = 2(G/g)co(t>-w)2. Comparing this with case 2, it is seen that the pressure on a hemispherical cup is double that on a flat plane. The work done on the cup=2(G/g)co (t>-«)2« foot- 2li-v FIG. 155. pounds per second. The efficiency of the jet is greatest when v = in that case the efficiency = 4?. If a series of cup vanes are introduced in front of the jet, so that the quantity of water acted upon is (»-«), then the whole pressure on the chain of cups is (G/g)a>r(r-(2«-r)j =2(G/g)av(v-u). In this case the efficiency is greatest when v = 2u, and the maximum efficiency is unity, or all the energy of the water is expended on the cups. §157- (5) Caseofa FlatVane oblique to the Jet (fig.156). — Thiscase presents some difficulty. The water spreading on the plane in all FIG. 156. directions from the point of impact, different particles leave the plane with different absolute velocities. Let AB=t> = velocity of water, AC =« = velocity of plane. Then, completing the parallelogram, AD represents in magnitude and direction the relative velocity of water and plane. Draw AE normal to the plane and DE parallel to the plane. Then the relative velocity AD may be regarded as con- sisting of two components, one AE normal, the other DE parallel to the plane. On the assumption that friction is insensible, DE is unaffected by impact, but AE is destroyed. Hence AE represents the entire change of velocity due to impact and the direction of that change. The pressure on the plane is in the direction AE, and its amount is = mass of water impinging per second X AE. Let DAE =9, and let AD =&y. Then AE =vr cos 6 ; DE =»r sin 8. If Q is the volume of water impinging on the plane per second, the change of momentum is (G/g)Qiv cos 0. Let AC = u=velocity of the plane, and let AC make the angle CAE=8 with the normal to the plane. The velocity of the plane in the direction AE = u cos S. The work of the jet on the plane = (G/g)Qfr cos 8 u cos 5. The same problem may be thus treated algebraically (fig. 157). Let BAF = a, and CAF =6. The velocity v of the water may be de- composed into AF=t> cos a normal to the plane, and FB=u sin a parallel to the plane. Similarly the velocity of the plane =u =AC = BD can be decomposed into BG = FE = M cos 5 normal to the plane, and DG = u sin 8 parallel to the plane. As friction is neglected, the velocity of the water parallel to the plane is unaffected by the im- pact, but its component v cos a normal to the plane becomes after impact the same as that of the plane, that is, u cos 5. Hence the change of velocity during impact = AE=» cos a-u cos S. The change of momentum per second, and consequently the normal d FIG. 157. pressure on the plane is N = (G/g) Q (v cos a-wcos 8). The pressure in the direction m which the plane is moving is P = N cos 8 = (G/g)Q (v cos a-u cos 8) cos 8, and the work done on the plane is PM = (G/g)Q(f cos a-u cos 5) u cos 5, which is the same expression as before, since AE =vr cos 8 —v cos a—u cos 8. In one second the plane moves so that the point A (fig. 158) comes to C, or from the position shown in full lines to the position shown in dotted lines. If the plane remained stationary, a length AB =w of the jet would impinge on the plane, but, since the plane moves in the same direction as the jet, only the length HB = AB-AH impinges, on the plane. But AH = AC cos SI cos o = u cos 8/ cos a, and therefore HB =v— u cos S/ cos o. Let oj = sectional area of jet ; volume impinging on plane p _ leR per second =Q=a(v-u cos 8/cos a)=u(i> cos a-u cos 8)/ cos a. Inserting this in the formulae above, we get B cos a-u cos 8)2; (v cos a-ttcos S)2; (i) (2) (3) cos o Three cases may be distinguished : — (o) The plane is at rest. Then «=o, N = (G/g)o>ti2 cos a; and the work done on the plane and the efficiency of the jet are zero. (6) The plane moves parallel to the jet. Then 8 = 0, and P« = (G/g) o>Mcos2a(ti—«)2, which is a maximum when u = \v. When U = \TI then Pu max. = ^?(G/g)wt)s cos 2a, and the efficiency = !? = j COS 2O. (c) The plane moves perpendicularly to the jet. Then 8 = go°-a; cos 5 = sin a; and PM= — uMSln a(v cos o-wsin o)2. This is a maxi- g cos a mum when « = |» cos a. When u = Ju cos o, the maximum work and the efficiency are the same as in the last case. § 158. Best Form of Vane to receive Water. — When water impinges normally or obliquely on a plane, it is scattered in all directions after impact, and the work carried away by the water is then gener- ally lost, from the impossibility of dealing afterwards with streams of water deviated in so many directions. By suitably forming the vane, FIG. 159. however, the water may be entirely deviated in one direction, and the loss of energy from agitation of the water is entirely avoided. Let AB (fig. 159) be a vane, on which a jet of water impinges at the point A and in the direction AC. Take AC =v = velocity of 88 HYDRAULICS [IMPACT AND REACTION water, and let AD represent in magnitude and direction the velocity of the vane. Completing the parallelogram, DC or AE represents the direction in which the water is moving relatively to the vane. If the lip of the vane at A is tangential to AE, the water will not have its direction suddenly changed when it impinges on the vane, and will therefore have no tendency to spread laterally. On the contrary it will be so gradually deviated that it will glide up the vane in the direction AB. This is sometimes expressed by saying that the vane receives the water without shock, § 159. Floats of Poncelet Water Wheels. — Let AC (fig. 160) repre- sent the direction of a thin horizontal stream of water having the A, FIG. 160. ™ velocity v. Let AB be a curved float moving horizontally with velocity u. The relative motion of water and float is then initially horizontal, and equal to v — u. In order that the float may receive the water without shock, it is necessary and sufficient that the lip of the float at A should be tangential to the direction AC of relative motion. At the end of (v— u)/g seconds the float moving with the velocity « comes to the position AiB,, and during this time a particle of water received at A and gliding up the float with the relative velocity v — u, attains a height DE = (»— «)2/2£. At E the water comes to relative rest. It then descends along the float, and when after 2(v—u)/g seconds the float has come to A2B2 the water will again have reached the lip at A2 and will quit it tangentially, that is, in the direction CA2, with a relative velocity — (» — «) = —V (2gDE) acquired under the influ- ence of gravity. The absolute velocity of the water leaving the float is therefore u — (v — u)=2u—v. If u = % v, the water will drop off the bucket deprived of all energy of motion. The whole of the work of the jet must therefore have been expended in driving the float. The water will have been received without shock and discharged without velocity. This is the principle of the Poncelet wheel, but in that case the floats move over an arc of a large circle; the stream of water has considerable thickness (about 8 in.); in order to get the water into and out of the wheel, it is then necessary that the lip of the float should make a small angle (about 15°) with the direction of its motion. The water quits the wheel with a little of its energy of motion remaining. § 1 60. Pressure on a Curved Surface when the Water is deviated wholly in one Direction. — When a jet of water, impinges on a curved surface in such a direction that it is received without shock, the pressure on the surface is due to its gradual deviation from its first direction. On any portion of the area the pressure is equal and opposite to the force required to cause the deviation of so much water as rests on that surface. In common language, it is equal to the centrifugal force of that quantity of water. Case I. Surface Cylindrical and Stationary. — Let AB (fig. 161) be the surface, having its axis at O and its radius =r. Let the water impinge at A tangentially, and quit the surface tangentially at B. Since the surface is at rest, v is both the absolute velocity of the water and the velocity relatively to the surface, and this remains un- changed during contact with the surface, because the deviating force is at each point perpendicular to the direction of motion. The water is deviated through an angle BCD=AOB=<#>. Each particle of water of weight p exerts radially a centrifugal force pv*/rg. Let the thickness of the stream = / ft. Then the weight of water resting on Ib; and the normal pressure per unit of n = Gtv*/gr. The resultant of the radial pressures uni- formly distributed from A to B will be a force acting in the direction OC bisecting AOB, and its magnitude will equal that of a force of intensity = n, acting on the projection of AB on a plane perpendicular to the direction OC. The length of the chord AB = 2r sin %; let 6 = breadth of the surface perpendicular to the plane of the figure. The resultant pressure on surface unit of surface FIG. 161. surface = G< 2 g r g which is independent of the radius of curvature. It may be inferred that the resultant pressure is the same for any curved surface of the same projected area, which deviates the water through the same angle. Case 2. Cylindrical Surface moving in the Direction AC with Velo- city u. — The relative velocity = v — u. The final velocity BF (fig. 162) is found by combining the relative velocity BD=zi — u tangential to the surface with the velocity BE = M of the surface. The intensity of normal pressure, as in the last case, is (G/g)t(v—u)2/r. The resultant FIG. 162. normalpressureR = 2(G/g)6/(i> — w)2sin J . This resultant pressure may be resolved into two components P and L.one parallel and the other perpendicular to the direction of the vane's motion. The former is an effort doing work on the vane. The latter is a lateral force which does no work. P = R sin j* = (G/g)i/(u — M)S(I —cos*) ; The work done by the jet on the vane is Pu = (G/g)btu(v — tt)*(i- cos 4>), which is a maximum when u = \v. This result can also be obtained by considering that the work done on the plane must be equal to the energy lost by the water, when friction is neglected. If *=i8o°, cos <#>=— i, i— cos = 2; then P = 2(G/g)bt(v-u)', the same result as for a concave cup. § 161. Position which a Movable Plane takes in Flowing Water. — When a rectangular plane, movable about an axis parallel to one of its sides, is placed in an in- definite current of fluid, it takes a position such that the resultant of the normal pres- sures on the two sides of the axis passes through the axis. If, therefore, planes pivoted so that the ratio a/b (fig. 163) is varied are placed in water, and the angle they make with the direction of the stream is observed, the position of the resultant of the pressures on FIG. 163. the plane is determined for different angular positions. Experiments of this kind have been made by Hagen. Some of his results are given in the following table: — Larger plane. Smaller Plane. a/b = I -o =... 0 = 90° 0-9 75° 72i° 0-8 60° 57° 07 48° 43° 0-6 25° 29° o-5 13° 13° 0-4 8° 6J° 0-3 6J° 0-2 4° § 162. Direct Action distinguished from Reaction (Rankine, Steam Engine, § 147). The pressure which a jet exerts on a vane can be distinguished into two parts, viz.: — (1) The pressure arising from changing the direct component of the velocity of the water into the velocity of the vane. In fig. !53- § '54' ao c°s bae is the direct component of the water's velocity, or component in the direction of motion of vane. This is changed into the velocity ae of the vane. The pressure due to direct impulse is then PI =GQ(a6 cos bae—ae)/g. For a flat vane moving normally, this direct action is the only action producing pressure on the vane. (2) The term reaction is applied to the additional action due to the direction and velocity with which the water glances off the vane. It is this which is diminished by the friction between the water and the vane. In Case 2, § 160, the direct pressure is That due to reaction is Pa- - If 4><90°, the direct component of the water's motion is not wholly converted into the velocity of the vane, and the whole OF WATER] HYDRAULICS 89 pressure due to direct impulse is not obtained. If >go°, cos ^ is negative and an additional pressure due to reaction is obtained. § 163. Jet Propeller. — In the case of vessels propelled by a jet of water (fig. 164), driven stern wards from orifices at the side of the vessel, the water, originally at rest out- side the vessel, is drawn into the ship and caused to move with the forward velocity V of the ship. Afterwards it is projected sternwards from the jets with a velocity v relatively to the ship, or ti— V relatively to the earth. If U is the total sectional area of the jets, Qv is the quantity of water discharged per second. The momentum generated per second in a sternward direction is u — V), and this is equal to the forward acting reaction P O FIG. 164. which propels the ship. The energy carried away by the water (I) (2) Adding (i) and (2), we get the whole work expended on the water, neglecting friction : — The useful work done on the ship Hence the efficiency of the jet propeller is PV/W=2V/(i>+V). (3) This increases towards unity as v approaches V. In other words, the less the velocity of the jets exceeds that of the ship, and there- fore the greater the area of the orifice of discharge, the greater is the efficiency of the propeller. In the " Waterwitch " v was about twice V. Hence in this case the theoretical efficiency of the propeller, friction neglected, was about f. § 164. Pressure of a Steady Stream in a Uniform Pipe on a Plane normal to the Direction of Motion. — Let CD (fig. 165) be a plane placed normally to the stream which, for simplicity, may be sup- posed to flow horizontally. The fluid filaments are deviated in front of the plane, form a contraction at AiAi, and converge again, leaving a mass of eddying water behind the plane. Suppose the section AoAo taken at a point where the parallel motion has not begun to be disturbed, and A2A2 where the parallel motion is re- established. Then since the same quantity of water with the same velocity passes AoAo, A2A2 in any given time, the external forces produce no change of momentum on the mass AoAoA2A2, and must therefore be in equilibrium. If Ji is the section of the stream at AoAo or A2A2, and o> the area of the plate CD, the area of the con- tracted section of the stream at AiAi will be cc(O— &>), where cc is the coefficient of contraction. Hence, if v is the velocity at AoAo or A2A2, and i>! the velocity at AiAi, ..ic. Let pa, pi, pi be the pressures at the three sections. Applying Bernoulli's theorem to the sections AoAo and AiAi, 2g Also, for the sections AiAi and A2A2, allowing that the head due to the relative velocity Vi— v is lost in shock: — Pi ,vf_p2 . f2 , fa -i')2 +-+ 2g or, introducing the value in (i), (2) (3) Now the external forces in the direction of motion acting on the mass AoA0A2A2 are the pressures p&l, , — p£l at the ends, and the reaction — R of the plane on the water, which is equal and opposite to the pressure of the water on the plane. As these are in equilibrium, (A) an expression like that for the pressure of an isolated jet on an indefinitely extended plane, with the addition of the term in brackets, which depends only on the areas of the stream and the plane. For a given plane, the expression in brackets diminishes as Q increases. If B/w = p, the equation (4) becomes which is of the form R=Go)(r2/2g)K, where K depends only on the ratio of the sections of the stream and plane. For example, let cc = o-85, a value which is probable, if we allow that the sides of the pipe act as internal borders to an orifice. Then I 2 3 4 5 10 50 IOO K = 00 3-66 1-75 1-29 I-IO •94 2-OO 3-50 The assumption that the coefficient of contraction c, is constant for different values of p is probably only true when p is not very large. Further, the increase of K for large values of p is contrary to experience, and hence it may be inferred that the assumption that all the filaments have a common velocity Hi at the section AiAi and a common velocity v at the section A2A2 is not true when the stream is very much larger than the plane. Hence, in the expression , Vi=vp/cc(p—l), t)2 = rp/(p — i). R = KiGu»2/2g, K must be determined by experiment in each special case. For a cylindrical body putting a for the section, cc for the coefficient of contraction, c»(J2— w) for the area of the stream at AiAi, or, putting Then where . Taking cc = o-8s and p = 4, Ki =0-467, a value less than before. Hence there is less pressure on the cylinder than on the thin plane. § 165. Distribution of Pressure on a Surface on which a Jet impinges normally. — The principle of momentum gives readily enough the total or resultant pressure of a jet impinging on a plane surface, but in some cases it is useful to know the distribution of the pressure. The problem in the case in which the plane is struck normally, and the jet spreads in all directions, is one of great complexity, but even in that case the maximum intensity of the pressure is easily assigned. Each layer of water flowing from an orifice is gradually deviated (fig. 1 66) by contact with the sur- face, and during deviation exercises a centrifugal pressure towards the _. axis of the jet. The force exerted by each small mass of water is normal to its path and inversely as FIG. 166. the radius of curvature of the path. Hence the greatest pressure on the plane must be at the axis of the jet, and the pressure must decrease from the axis outwards, in some such way as is shown by the curve of pressure in fig. 167, the branches of the curve being probably asymptotic to the plane. For simplicity suppose the jet is a vertical one. Let hi (fig. 167) be the depth of the orifice from the free surface, and fi the velocity of discharge. Then, if w is the area of the orifice, the quantity of water impinging on the plane is obviously Q=(d»i=a>V(2g/,i); that is, supposing the orifice rounded, and neglecting the coefficient of discharge. The velocity with which the fluid reaches the plane is, however, greater than this, and may reach the value where h is the depth of the plane below the free surface. The external layers of fluid subjected throughout, after leaving the orifice, to the atmospheric pressure will attain the velocity v, and will flow away with this velocity unchanged except by friction. The layers towards the interior of the jet, being subjected to a pressure greater than atmospheric pressure, will attain a less velocity, and so much less as they are nearer the centre of the jet. But the pressure 9o HYDRAULICS [IMPACT AND REACTION can in no case exceed the pressure iPJ2g or h measured in feet of water, or the direction of motion of the water would be reversed, and there would be reflux. Hence the maximum intensity of the pressure FIG. 167. of the jet on the plane is h ft. of water. If the pressure curve is drawn with pressures represented by feet of water, it will touch the free water surface at the centre of the jet. Suppose the pressure curve rotated so as to form a solid of revolu- tion. The weight of water contained in that solid is the total pressure of the jet on the surface, which has already been deter- mined. Let V = volume of this solid, then GV is its weight in pounds. Consequently GV = (G/g)wt»i»; V=2«V(AA,). We have already, therefore, two conditions to be satisfied by the pressure curve. Some very interesting experiments on the distribution of pressure on a surface struck by a jet have been made by J. S. Beresford (Prof. Papers on Indian Engineering, No. cccxxii.), with a view to afford information as to the forces acting on the aprons of weirs. Cylindrical jets i in. to 2 in. diameter, issuing from a vessel in which the water level was constant, were allowed to fall vertically on a brass plate 9 in. in diameter. A small hole in the brass plate communicated by a flexible tube with a vertical pressure column. Arrangements were made by which this aperture could be moved fa in. at a time across the area struck by the jet. The height of the pressure column, for each position of the aperture, gave the pressure at that point of the area struck by the jet. When the aperture was o os 1-6 Distance from axis of let ID inches. FIG. 1 68. — Curves of Pressure of Jets impinging normally on a Plane. exactly in the axis of the jet, the pressure column was very nearly level with the free surface in the reservoir supplying the jet ; that is, the pressure was very nearly n2/2g. As the aperture moved away from the axis of the jet, the pressure diminished, and it became insensibly small at a distance from the axis of the jet about equal to the dia- meter of the jet. Hence, roughly, the pressure due to the jet extends over an area about four times the area of section of the jet. Fig. 168 shows the pressure curves obtained in three experiments with three jets of the sizes shown, and with the free surface level in the reservoir at the heights marked. Experiment i. Jet "475 in. diameter. Experiment 2. Jet '988 in. diameter. Experiment 3. Jet 19' 5 in. diameter. llj •a . *** 1 Si .9 il 1 ||j •~ Ib per sq. ft., where G is the weight ofa cubic foot of air and » the velocity of the current in ft. per sec. On the leeward side the negative pressure is uniform except near the edges, and its value depends on the form of the plate. For a circular plate the pressure on the leeward side was 0-48 Gr2/2g and for a rectangular plate 0-66 Gi>2/2g. For circular or square plates the resultant pressure on the plate was P =0-00126 if ft per sq. ft. where v is the velocity of the current in ft. per sec. On a long narrow rectangular plate the resultant pressure was nearly 60% greater than on a circular plate. In later tests on larger planes in free air, Stanton found resistances 18% greater than those observed with small planes in the air trunk. § 168. Case when the Direction of Motion is oblique to the Plane. — The determination of the pressure between a fluid and surface in this case is of importance in many practical questions, for instance, in assigning the load due to wind pressure on sloping and curved roofs, and experiments have been made by Hutton, Vince, and Thibault on planes moved circularly through air and water on a whirling machine. FIG. 169. Let AB (fig. 170) be a plane moving in the direction R makin an angle with the plane. The resultant pressure between the fluii and the plane will be a normal pressure N. The component R of this normal pressure is the resistance to the motion of the plane and the other component L is a lateral force resisted by the guides which support the plane. Obviously R = N sin ; L = N cos <£. In the case of wind pressure on a sloping roof surface, R is the horizontal and L the vertical component of the normal pres- N FIG. 170. In experiments with the whirling machine it is the resistance to motion, R, which is directly measured. Let P be the pressure on a plane moved normally through a fluid. Then, for the same plane inclined at an angle to its direction of motion, the resistance was found by Hutton to be R = P(sin 4.) 1-842 cos*. A simpler and more convenient expression given by Colonel Duchemin is Consequently, the total pressure between the fluid and plane is N =2? sin /(i +sin2 ) =2P/(cosec + sin <#>), and the lateral force is L = 2P sin 0 cos <£/(i -fsin2 ). In 1872 some experiments were made for the Aeronautical Society on the pressure of air on oblique planes. These plates, of I to 2 ft. square, were balanced by ingenious mechanism designed by F. H. Wenham and Spencer Browning, in such a manner that both the pressure in the direction of the air current and the lateral force were separately measured. These planes were placed opposite a blast from a fan issuing from a wooden pipe 18 in. square. The pressure of the blast varied from -ft to I in. of water pressure. The following are thejresults given in pounds per square foot of the plane, and a com- parison of the experimental results with the pressures given by Duchemin's rule. These last values are obtained by .taking P =3-31, the observed pressure on a normal surface :— Angle between Plane and Direction ) of Blast \ 15° 20° 60° 90° Horizontal pressure R . . . . Lateral pressure L 0-4 1-6 1-65 1-605 0-61 1-96 2-05 2-027 273 1-26 3-01 3-276 3-3i 3-31 3-31 Normal pressure VL2 + R2 . Normal pressure by Duchemin's rule WATER MOTORS In every system of machinery deriving energy from a natural water-fall there exist the following parts: — 1. A supply channel or head race, leading the water from the highest accessible level to the site of the machine. This may be an open channel of earth, masonry or wood, laid at as small a slope as is consistent with the delivery of the necessary supply of water, or it may be a closed cast or wrought-iron pipe, laid at the natural slope of the ground, and about 3 ft. below the surface. In some cases part of the head race is an open channel, part a closed pipe. The channel often starts from a small storage reservoir, constructed near the stream supplying the water motor, in which the water accumulates when the motor is not working. There are sluices or penstocks by which the supply can be cut off when necessary. 2. Leading from the motor there is a tail race, culvert, or discharge pipe delivering the water after it has done its work at the lowest convenient level. 3. A waste channel, weir, or bye- wash is placed at the origin of the head race, by which surplus water, in floods, escapes. 4. The motor itself, of one of the kinds to be described presently, which either overcomes a useful resistance directly, as in the case of a ram acting on a lift or crane chain, or indirectly by actuating transmissive machinery, as when a turbine drives the shafting, belting and gearing of a mill. With the motor is usually com- bined regulating machinery for adjusting the power and speed to the work done. This may be controlled in some cases by automatic governing machinery. HYDRAULICS [WATER MOTORS § 169. Water Motors with Artificial Sources of Energy. — The great convenience and simplicity of water motors has led to their adoption in certain cases, where no natural source of water power is available. In these cases, an artificial source of water power is created by using a steam-engine to pump water to a reservoir at a great elevation, or to pump water into a closed reservoir in which there is great pressure. The water flowing from the reservoir through hydraulic engines gives back the energy expended, less so much as has been wasted by friction. Such arrangements are most useful where a continuously acting steam engine stores up energy by pumping the water, while the work done by the hydraulic engines is done intermittently. § 170. Energy of a- Water-fall. — Let H, be the total fall of level from the point where the water is taken from a natural stream to the point where it is discharged into it again. Of this total fall a portion, which can be estimated independently, is expended in overcoming the resistances of the head and tail races or the supply and discharge pipes. Let this portion of head wasted be I),.. Then the available head to work the motor is H =Hi — f)r. It is this available head which should be used in all calculations of the proportions of the motor. Let Q be the supply of water per second. Then GQH foot-pounds per second is the gross available work of the fall. The power of the fall may be utilized in three ways, (a) The GQ pounds of water may be placed on a machine at the highest level, and descending in con- tact with it a distance of H ft., the work done will be (neglecting losses from friction or leakage) GQH foot-pounds per second. (6) Or the water may descend in a closed pipe from the higher to the lower level, in which case, with the same reservation as before, the pressure at the foot of the pipe will be p = GH pounds per square foot. If the water with this pressure acts on a movable piston like that of a steam engine, it will drive the piston so that the volume described is Q cubic feet per second. Then the work done will be pQ = GHQ foot-pounds per second as before, (c) Or lastly, the water may be allowed to acquire the velocity v = V 2gH by its descent. The kinetic energy of Q cubic feet will then be iGOy/g = GQH, and if the water is allowed to impinge on surfaces suitably curved which bring it finally to rest, it will impart to these the same energy as in the previous cases. Motors which receive energy mainly in the three ways described in (a), (b), (c) may be termed gravity, pressure and inertia motors respectively. Generally, if Q ft. per second of water act by weight through a distance hi, at a pressure p due to hi ft. of fall, and with a velocity v due to h, ft. of fall, so that hi+h^+h3 = H, then, apart from energy wasted by friction or leakage or imperfection of the machine, the work done will be GQA+pQ+(G/g)Q(W2g)=GQH foot pounds, the same as if the water acted simply by its weight while descending H ft. § 171. Site for Water Motor. — Wherever a stream flows from a higher to a lower level it is possible to erect a water motor. The amount of power obtainable depends on the available head and the supply of water. In choosing a site the engineer will select a portion of the stream where there is an abrupt natural fall, or at least a considerable slope of the bed. He will have regard to the facility of constructing the channels which are to convey the water, and will take advantage of any bend in the river which enables him to shorten them. He will have accurate measurements made of the quantity of water flowing in the stream, and he will endeavour to ascertain the average quantity available throughout the year, the minimum quantity in dry seasons, and the maximum for which bye-wash channels must be provided. In many cases the natural fall can be increased by a dam or weir thrown across the stream. The engineer will also examine to what extent the head will vary in different seasons, and whether it is necessary to sacrifice part of the fall and give a steep slope to the tail race to prevent the motor being drowned by backwater in floods. Streams fed from lakes which form natural reservoirs or fed from glaciers are less variable than streams depending directly on rainfall, and are therefore advan- tageous for water-power purposes. i 172. Water Power at Holyoke, U.S.A. — About 85 m. from the mouth of the Connecticut river there was a fall of about 60 ft. in a short distance, forming what were called the Grand Rapids, below which the river turned sharply, forming a kind of peninsula on which the city of Holyoke is built. In 1845 the magnitude of the water- power available attracted attention, and it was decided to build a dam across the river. The ordinary flow of the river is 6000 cub. ft. per sec., giving a gross power of 30,000 h.p. In dry seasons the power is 20,000 h.p., or occasionally less. From above the dam a system of canals takes the water to mills on three levels. The first canal starts with a width of 140 ft. and depth of 22 ft., and supplies the highest range of mills. A second canal takes the water which has driven turbines in the highest mills and supplies it to a second series of mills. There is a third canal on a still lower level supplying the lowest mills. The water then finds its way back to the river. With the grant of a mill site is also leased the right to use the water- power. A mill-power is defined as 38 cub. ft. of water per sec. during 16 hours per day on a fall of 20 ft. This gives about 60 h.p. effective. The charge for the power water is at the rate of 2os. per h.p. per annum. § 173. Action of Water in a Water Motor. — Water motors may be divided into water-pressure engines, water-wheels and turbines. Water-pressure engines are machines with a cylinder and piston or ram, in principle identical with the corresponding part of a steam-engine. The water is alternately admitted to and dis- charged from the cylinder, causing a reciprocating action of the piston or plunger. It is admitted at a high pressure and dis- charged at a low one, and consequently work is done on the piston. The water in these machines never acquires a high velocity, and for the most part the kinetic energy of the water is wasted. The useful work is due to the difference of the pressure of admission and discharge, whether that pressure is due to the weight of a column of water of more or less considerable height, or is artificially produced in ways to be described presently. Water-wheels are large vertical wheels driven by water falling from a higher to a lower level. In most water-wheels, the water acts directly by its weight loading one side of the wheel and so causing rotation. But in all water-wheels a portion, and in some a considerable portion, of the work due to gravity is first em- ployed to generate kinetic energy in the water; during its action on the water-wheel the velocity of the water diminishes, and the wheel is therefore in part driven by the impulse due to the change of the water's momentum. Water-wheels are there- fore motors on which the water acts, partly by weight, partly by impulse. Turbines are wheels, generally of small size compared with water wheels, driven chiefly by the impulse of the water. Before entering the moving part of the turbine, the water is allowed to acquire a considerable velocity; during its action on the turbine this velocity is diminished, and the impulse due to the change of momentum drives the turbine. In designing or selecting a water motor it is not sufficient to consider only its efficiency in normal conditions of I working. It is generally quite as important to know how it will act with a scanty water supply or a diminished head. The greatest difference in water motors is in their adaptability to varying conditions of working. Water-pressure Engines. §174. In these the water acts by pressure either due to the height of the column in a supply pipe descending from a high- level reservoir, or created by pumping. Pressure engines were first used in mine-pumping on waterfalls of greater height than could at that time be utilized by water wheels. Usually they were single acting, the water-pressure lifting the heavy pump rods which then made the return or pumping stroke by their own weight. To avoid losses by fluid friction and shock the velocity of the water in the pipes and passages was restricted to from 3 to 10 ft. per second, and the mean speed of plunger to i ft. per second. The stroke was long and the number of strokes 3 to 6 per minute. The pumping lift being constant, such engines worked practically always at full load, and the efficiency was high, about 84%. But they were cumbrous machines. They are described in Weisbach's Mechanics of Engineering. The convenience of distributing energy from a central station to scattered working-points by pressure water conveyed in pipes — a system invented by Lord Armstrong — has already been mentioned. This system has led to the development of a great variety of hydraulic pressure engines of very various types. The cost of pumping the pressure water to some extent restricts its use to intermittent operations, such as working lifts and cranes, punching, shearing and riveting machines, forging and flanging presses. To keep down the cost of the distributing WATER MOTORS] HYDRAULICS generally 700 ft per 93 mains very high pressures are adopted, sq. in. or 1600 ft. of head or more. In a large number of hydraulic machines worked by water at high pressure, especially lifting machines, the motor consists of a direct, single acting ram and cylinder. In a few cases double- acting pistons and cylinders are used; but they involve a water-tight packing of the piston not easily accessible. In some cases pressure engines are used to obtain rotative movement, and then two double-acting cylinders or three single-acting cylinders are used, driving a crank shaft. Some double-acting cylinders have a piston rod half the area of the piston. The pressure water acts continuously on the annular area in front of the piston. During the forward stroke the pressure on the front of the piston balances half the pressure on the back. During the return stroke the pressure on the front is unopposed. The water in front of the piston is not exhausted, but returns to the supply pipe. As the frictional losses in a fluid are independent of the pressure, and the work done increases directly as the pressure, the percentage loss decreases for given velocities of flow as the pressure increases. Hence for .high-pressure machines somewhat greater velocities are permitted in the passages than for low-pressure machines. In supply mains the velocity is from 3 to 6 ft. per second, in valve passages 5 to 10 ft. per second, or in extreme cases 20 ft. per second, where there is less object in economizing energy. As the water is incompressible, slide valves must have neither lap nor lead, and piston valves are preferable to ordinary slide valves. To prevent injurious com- pression from exhaust valves closing too soon in rotative engines with a fixed stroke, small self-acting relief valves are fitted to the cylinder ends, opening outwards against the pressure into the valve chest. Imprisoned water can then escape without over- straining the machines. In direct single-acting lift machines, in which the stroke is fixed, and in rotative machines at constant speed it is obvious that the cylinder must be filled at each stroke irrespective of the amount of work to be done. The same amount of water is used whether much or little work is done, or whether great or small weights are lifted. Hence while pressure engines are very efficient at full load, their efficiency decreases as the load de- creases. Various arrangements have been adopted to diminish this defect in engines working with a variable load. In lifting machinery there is sometimes a double ram, a hollow ram enclosing a solid ram. By simple arrangements the solid ram only is used for small loads, but for large loads the hollow ram is locked to the solid ram, and the two act as a ram of larger area. In rotative engines the case is more difficult. In Hastie's and Rigg's engines the stroke is automatically varied with the load, increasing when the load is large and decreasing when it is small. But such engines are complicated and have not achieved much success. Where pressure engines are used simplicity is generally a first consideration, and economy is of less importance. § 175. Efficiency of Pressure Engines. — It is hardly possible to form a theoretical expression for the efficiency of pressure engines, but some general considerations are useful. Consider the case of a' long stroke hydraulic ram, which has a fairly constant velocity v during the stroke, and valves which are fairly wide open during most of the stroke. Let r be the ratio of area of ram to area of valve passage, a ratio which may vary in ordinary cases from 4 to 12. Then the loss in shock of the water entering the cylinder will be (r— l)V/2g in ft. of head. The friction in the supply pipe is also proportional to v1. The energy carried away in exhaust will be proportional to i>2. Hence the total hydraulic losses may be taken to be approximately jT!/2g ft., where f is a coefficient depending on the proportions of the machine. Let / be the friction of the ram packing and mechanism reckoned in ft per sq. ft. of ram area. Then if the supply-pipe pressure driving the machine is p ft per sq. ft., the effective working pressure will be p-G£v*/2g-f ft per sq. ft. Let A be the area of the ram in sq. ft., v its velocity in ft. per sec. The useful work done will be (p-G?v2/2g-f)Av ft. ft per sec., and the efficiency of the machine will be regulating the engine for varying load the pressure is throttled, part of the available head is destroyed at the throttle valve, and p in the bracket above is reduced. Direct-acting hydraulic lifts, without intermediate gearing, may have an efficiency of 95 % during the working stroke. If a hydraulic jigger is used with ropes and sheaves to change the speed of the ram to the speed 'of the lift, the efficiency may be only 50%. E. B. Ellington has given the efficiency of lifts with hydraulic balance at 85% during the working stroke. Large pressure engines have an efficiency of 85 %, but small rota- tive engines probably not more than 50 % and that only when fully loaded. Level of This shows that the efficiency increases with the pressure p, and diminishes with the speed », other things being the same. If in § 176. Direct-Acting Hydraulic Lift (fig. 171).— This is the simplest of all kinds of hydraulic motor. A cage W is lifted directly by water pressure acting in a cylinder C, the length of which is a little greater than the lift. A ram or plunger R of the same length is attached to the cage. The water-pressure admitted by a cock to the cylinder forces up the ram, and when the supply valve is closed and the discharge valve opened, the ram descends. In this case the ram is 9 in. diameter, with a stroke of 49 ft. It consists of lengths of wrought-iron pipe screwed together perfectly water- tight, the lower end being closed by a cast-iron plug. The ram works in a cylinder n in. dia- meter of 9 ft. lengths of flanged cast-iron pipe. The ram passes water-tight through the cylinder cover, which is provided with double hat leathers to prevent leakage outwards or inwards. As the weight of the ram and cage is much more than sufficient to cause a descent of the cage, part of the weight is balanced. A chain at- tached to the cage passes over a pulley at the top of the lift, and carries at its free end a balance weight B, working in f iron guides. Water is ad- mitted to the cylinder from a 4-in. supply pipe through a two- way slide, worked by a rack, spindle and endless rope. The lift works under 73 ft. of head, and lifts 1350 ft at 2 ft. per second. The effi- ciency is from 75 to 80%. The principal pre- judicial resistance to the motion of a ram of this kind is the fric- tion of the cup leathers, which make the joint between the cylinder and ram. Some ex- "°- I7I- periments by John Hick give for the friction of these the following formula. Let F= the total friction in W H leathers pounds; 94 HYDRAULICS [WATER MOTORS d = diameter of ram in ft.; p = water-pressure in pounds per sq. ft.; k a coefficient. F = kpd £ = 0-00393 if the leathers are new or badly lubricated; = 0-00262 if the leathers are in good condition and well lubricated. Since the total pressure on the ram is P = \TrcPp, the fraction of the total pressure expended in overcoming the friction of the leathers is F/P = -005/d to -0033/d, d being in feet. Let H be the height of the pressure column measured from the free surface of the supply reservoir to the bottom of the ram in its lowest position, Hi the height from the discharge reservoir to the same point, h the height of the ram above its lowest point at any moment, S the length of stroke, JJ the area of the ram, W the weight of cage, R the weight of ram, B the weight of balance weight, w the weight of balance chain per foot run, F the friction of the cup leather and slides. Then, .neglecting fluid friction, if the ram is rising the accelerating force is and if the ram is descending If iu = % Gtt, PI and Pz are constant throughout the stroke; and the moving force in ascending and descending is the same, if B = W+R+a;S-Gn(H+H6)/2. Using the values just found for w and B, Let W+R+a>S+B = U, and let P be the constant accelerating force acting on the system, then the acceleration is (P/U)g. The velocity at the end of the stroke is (assuming the friction to be constant) r = V(2PgS/U); and the mean velocity of ascent is |u. § 177. Armstrong's Hydraulic Jigger. — This is simply a single- acting hydraulic cylinder and ram, provided with sheaves so as to give motion to a wire rope or chain. It is used in various forms of lift and crane. Fig. 172 shows the arrangement. A hydraulic ram or plunger B works in a stationary cylinder A. Ram and cylinder carry sets of sheaves over which passes a chain or rope, fixed at one end to the cylinder, and at the other connected over guide pulleys to a lift or crane. For each pair of pulleys, one on the cylinder and one on the ram, the movement of the free end of the rope is doubled compared with that of the ram. With three pairs of pulleys the free end of the rope has a movement equal \ to six times the stroke of the ram, the force i exerted being in the inverse proportion. \ § 178. Rotative Hydraulic Engines. — Valve- gear mechanism similar in principle to that of steam engines can be applied to actuate the admission and discharge valves, and the pressure engine is then converted into a con- tinuously-acting motor. Let H be the available fall to work the engine after deducting the loss of head in the supply and discharge pipes, Q the supply of water in cubic feet per second, and ij the efficiency of the engine. Then the horse-power of the engine is H.P.=,GQH/s5o. The efficiency of large slow-moving pressure engines is >/= -66 to -8. In small motors of this kind probably ij is not greater than -5. Let v be the mean velocity of the piston, then its diameter d is given by the relation Q = Trd*v/A in double-acting engines, = ir.=o-75(GQH/55o) =0-085 QH. If the peripheral velocity of the water wheel is too great, water is thrown out of the buckets before reaching the bottom of the fall. In practice, the circumferential velocity of water wheels of the kind now described is from 4^ to 10 ft. per second, about 6 ft. being the usual velocity of good iron wheels not of very small size. In order that the water may enter the buckets easily, it must have a greater velocity than the wheel. Usually the velocity of the water at the point where it enters the wheel is from 9 to 12 ft. per second, and to produce this it must enter the wheel at a point 16 to 27 in. below the head-water level. Hence the diameter of an overshot wheel may be D = H-iJtoH-2ift. Overshot and high breast wheels work badly in back-water, and hence if the tail-water level varies, it is better to reduce the diameter of the wheel so that its greatest immersion in flood is not more than i ft. The depth d of the shrouds is about 10 to 16 in. The number of buckets may be about N = jrD/<2. Let v be the peripheral velocity of the wheel. Then the capacity of that portion of the wheel which passes the sluice in one second is = » b d nearly, b being the breadth of the wheel between the shrouds. If, however, this quantity of water were allowed to pass on to the wheel the buckets would begin to spill their contents almost at the top of the fall. To diminish the loss from spilling, it is not only necessary to give the buckets a suitable form, but to restrict the water supply to one-fourth or one-third of the gross bucket capacity. Let m be the value of this ratio; then, Q being the supply of water per second, Q = mQi = mbdv. This gives the breadth of the wheel if the water supply is known. The form of the buckets should be determined thus. The outer element of the bucket should be in the direction of motion of the water entering relatively to the wheel, so that the water may enter without splashing or shock. The buckets should retain the water as long as possible, and the width of opening of the buckets should be 2 or 3 in. greater than the thickness of the sheet of water entering. For a wooden bucket (fig. 180, A), take ab = distance between two buckets on periphery of wheel. Make ed = J eb, and 6c = J to j ab. Join cd. For an iron bucket (fig. 180, B), take ed = J eb; bc = Draw cO making an angle of 10° to 15° with the radius at c. On Oc take a centre giving a circular arc passing near d, and round the curve into the radial part of the bucket de. There are two ways in which the power of a water wheel is given off to the machinery driven. In wooden wheels and wheels with rigid arms, a spur or bevil wheel keyed on the axle of the , turbine will transmit the power to the shafting. It is obvious that the whole turning moment due to the weight of the water is then trans- mitted through the arms and axle of the water wheel. When the water wheel is an iron one, it usually has light iron suspension arms incapable of resisting the bending action due to the transmission of the turning effort to the axle. In that case spur segments are bolted to one of the shrouds, and the pinion to which the power is transmitted is placed so that the teeth in gear are, as nearly as may be, on the line of action of the resultant of the weight of the water in the loaded arc of the wheel. The largest high breast wheels ever constructed were probably the four wheels, each 50 ft. in diameter, and of 125 h.p., erected by Sir W. Fairbairn in 1825 at Catrine in Ayrshire. These wheels are still working. § 181. Poncdet Water Wheel. — When the fall does not exceed 6 ft., the best water motor to adopt in many cases is the Poncelet undershot water wheel. In this the water acts very nearly in the same way as in a turbine, and the Poncelet wheel, although slightly less efficient than the best turbines, in normal conditions of working, is superior to most of them when working with a reduced supply of water. A general notion of the action of the water on a Poncelet wheel has already been given in § 159. Fig. 181 shows its construction. The water penned back between the side walls of the wheel pit is allowed to flow to the FIG. 181. wheel under a movable sluice, at a velocity nearly equal to the velocity due to the whole fall. The water is guided down a slope of i in 10, or a curved race, and enters the wheel without shock. Gliding up the curved floats it comes to rest, falls back, and acquires at the point of discharge a backward velocity relative to the wheel nearly equal to the forward velocity of the wheel. Consequently it leaves the wheel deprived of nearly the whole of its original kinetic energy. Taking the efficiency at 0-60, and putting H for the available fall, h.p. for the horse-power, and Q for the water supply per second, h.p. = 0-068 QH. The diameter D of the wheel may be taken arbitrarily. It should not be less than twice the fall and is more often four times the fall. For ordinary cases the smallest convenient diameter is 14 ft. with a straight, or 10 ft. with a curved, approach channel. The radial TURBINES] HYDRAULICS 97 depth of bucket should be at least half the fall, and radius of curvature of buckets about half the radius of the wheel. The shrouds are usually of cast iron with flanges to receive the buckets. The buckets may be of iron J in. thick bolted to the flanges with f6 in. bolts. Let H' be the fall measured from the free surface of the head- water to the point F where the mean layer enters the wheel ; then the velocity at which the water enters is » = V (2gH'), and the best circumferential velocity of the wheel is V = 0-551; to o-6i>. The number of rotations of the wheel per second is N = V/irD. The thickness of the sheet of water entering the wheel is very im- portant. The best thickness according to experiment is 8 to 10 in. The maximum thickness should not exceed 12 to 15 in., when there is a surplus water supply. Let e be the thickness of the sheet of water entering the wheel, and b its width ; then bev = Q ; or b = Q/ev. Grashof takes e = JH, and then 6 = 6Q/HV(2gH). Allowing for the contraction of the stream, the area of opening through the sluice may be 1-25 be to 1-3 be. The inside width of the wheel is made about 4 in. greater than b. Several constructions have been given for the floats of Poncelet wheels. One of the simplest is that shown in figs. 181, 182. Let OA (fig. 181) be the vertical radius of the wheel. Set off OB, OD making angles of 15° with OA. Then BD may be the length of FIG. 182. the close breasting fitted to the wheel. Draw the bottom of the head race BC at a slope of I in 10. Parallel to this, at distances je and e, draw EF and GH. Then EF is the mean layer and GH the surface layer entering the wheel. Join OF, and make OFK = 23°. Take FK=o-5 to 0-7 H. Then K is the centre from which the bucket curve is struck and KF is the radius. The depth of the shrouds must be sufficient to prevent the water from rising over the top of the float. It is £H to §H. The number of buckets is not very important. They are usually I ft. apart on the circumference of the wheel. The efficiency of a Poncelet wheel has been found in experiments to reach 0-68. It is better to take it at 0-6 in estimating the power of the wheel, so as to allow some margin. In fig. 182 Vi is the initial and va the final velocity of the water, v, parallel to the vane the relative velocity of the water and wheel, and V the velocity of the wheel. Turbines. § 182. The name turbine was originally given in France to any water motor which revolved in a horizontal plane, the axis being vertical. The rapid development of this class of motors dates from 1827, when a prize was offered by the Societe d'Encouragement for a motor of this kind, which should be an improvement on certain wheels then in use. The prize was ultimately awarded to Benoit Fourneyron (1802-1867), whose turbine, but little modified, is still constructed. Classification of Turbines. — In some turbines the whole available energy of the water is converted into kinetic energy before the water acts on the moving part of the turbine. Such turbines are termed Impulse or Action Turbines, and they are distinguished by this that the wheel passages are never entirely filled by the water. To ensure this condition they must be placed a little above the tail water and discharge into free air. Turbines in which part only of the available energy is converted into kinetic energy before the water enters the wheel are termed Pressure or Reaction Turbines. In these there is a pressure which in some cases amounts to half the head in the clearance space between the guide vanes and wheel vanes. The velocity with which the water enters the wheel is due to the difference between the pressure due to the head and the pressure in the clearance space. In pressure turbines the wheel passages must be continuously filled with water for good efficiency, and the wheel may be and generally is placed below the tail water level. Some turbines are designed to act normally as impulse turbines discharging above the tail water level. But the passages are so designed that they are just filled by the water. If the tail water rises and drowns the turbine they become pressure turbines with a small clearance pressure, but the efficiency is not much affected. Such turbines are termed Limit turbines. Next there is a difference of constructive arrangement of turbines, which does not very essentially alter the mode of action of the water. In axial flow or so-called parallel flow turbines, the water enters and leaves the turbine in a direction parallel to the axis of rotation, and the paths of the molecules lie on cylindrical surfaces concentric with that axis. In radial outward and inward flow turbines, the water enters and leaves the turbine in directions normal to the axis of rotation, and the paths of the molecules lie exactly or nearly in planes normal to the axis of rotation. In outward flow turbines the general direction of flow is away from the axis, and in inward flow turbines towards the axis. There are also mixed flow turbines in which the water enters normally and is discharged parallel to the axis of rotation. Another difference of construction is this, that the water may be admitted equally to every part of the circumference of the turbine wheel or to a portion of the circumference only. In the former case, the condition of the wheel passages is always the same; they receive water equally in all positions during rotation. In the latter case, they receive water during a part of the rotation only. The former may be termed turbines with complete admission, the latter turbines with partial admission. A reaction turbine should always have complete admission. An impulse turbine may have complete or partial admission. When two turbine wheels similarly constructed are placed on the same axis, in order to balance the pressures and diminish journal friction, the arrangement may be termed a twin turbine. If the water, having acted on one turbine wheel, is then passed through a second on the same axis, the arrangement may be termed a compound turbine. The object of such an arrangement would be to diminish the speed of rotation. Many forms of reaction turbine may be placed at any height not exceeding 30 ft. above the tail water. They then discharge into an air-tight suction pipe. The weight of the column of water in this pipe balances part of the atmospheric pressure, and the difference of pressure, producing the flow through the turbine, is the same as if the turbine were placed at the bottom of the fall. I. Impulse Turbines. (Wheel passages not filled, and discharging above the tail water.) [a) Complete admission. (Rare.) (b) Partial admission. (Usual.) II. Reaction Turbines. (Wheel passages filled, discharg- ing above or below the tail water or into a suction-pipe.) Always with complete admis- Axial flow, outward flow, inward flow, or mixed flow. Simple turbines; twin turbines; compound turbines. § 183. The Simple Reaction Wheel.— It has been shown, in § 162, that, when water issues from a vessel, there is a reaction on the vessel tending to cause motion in a direction opposite to that of the jet. This principle was applied in a rotating water motor at a very early period, and the Scotch turbine, at one time much used, differs in no essential respect from the older form of reaction wheel. The old reaction wheel consisted of a vertical pipe balanced on a vertical axis, and supplied with water (fig. 183). From the bottom of the vertical pipe two or more hollow horizontal arms extended, at the ends of which were orifices from which the water was dis- charged. The reaction of the jets caused the rotation of the machine. Let H be the available fall measured from the level of the water in the ver- tical pipe to the centres of the orifices, r the radius from the axis of rotation to the centres of the orifices, v the velocity of discharge through the jets, a the angular velocity of FIG. 183. XIV. 4 9» HYDRAULICS [TURBINES the machine. When the machine is at rest the water issues from the orifices with the velocity V (2gH) (friction being neglected). But when the machine rotates the water in the arms rotates also, and is in the condition of a forced vortex, all the particles having the same angular velocity. Consequently the pressure in the arms at the orifices is H+aV2/2g ft. of water, and the velocity of discharge through the orifices is » = V (2gH-j-aV2). If the total area of the orifices is w, the quantity discharged from the wheel per second is Q = ui>=uV (2gH+a2r2). While the water passes through the orifices with the velocity v, the orifices are moving in the opposite direction with the velocity ar. The absolute velocity of the water is therefore »- ar = V (2gH+aV2)-ar. The momentum generated per second is (GQ/g)(v-ar), which is numerically equal to the force driving the motor at the radius r. The work done by the water in rotating the wheel is therefore (GQ/g)(v-ar~)ar foot-pounds per sec. The work expended by the water fall is GQH foot-pounds per second. Consequently the efficiency of the motor is _(v-ar) ar_ Let then ij = i-gH/2or+... which increases towards the limit I as ar increases towards infinity. Neglecting friction, therefore, the maximum efficiency is reached when the wheel has an infinitely great velocity of rotation. But this condition is impracticable to realize, and even, at practicable but high velocities of rotation, the friction would considerably reduce the efficiency. Experiment seems to show that the best efficiency is reached when ar = V (2gH). Then the efficiency apart from friction is i, = (V(2aV)-or}ar/gH ' =o-4i4aV/gH =0-828, about 17 % of the energy of the fall being carried away by the water discharged. The actual efficiency realized appears to be about 60 %, so that about 21% of the energy of the fall is lost in friction, in addition to the energy carried away by the water. | 184. General Statement of Hydrodynamical Principles necessary for the Theory of Turbines. (a) When water flows through any pipe-shaped passage, such as the passage between the vanes of a turbine wheel, the relation be- tween the changes of pressure and velocity is given by Bernoulli's theorem (§ 29). Suppose that, at a section A of such a passage, hi is the pressure measured in feet of water, »i the velocity, and Zi the elevation above any horizontal datum plane, and that at a section B the same quantities are denoted by fe, »2, z2. Then Al-&2 = W-f lJ)/2g +Z2-21. (l ) If the flow is horizontal, 22 = 21; and hi-hi = (f22-»i2)/2g. (la) (6) When there is an abrupt change of section of the passage, or an abrupt change of section of the stream due to a contraction, then, in applying Bernoulli's equation allowance must be made for the loss of head in shock (§ 36). Let vi, vi be the velocities before and after the abrupt change, then a stream of velocity »i impinges on a stream at a velocity vt, and the relative velocity is PI-VJ. The head lost is (»i-i>2)2/2g. Then equation (la) becomes To diminish as much as possible the loss of energy from irregular eddying motions, the change of section in the turbine passages must be very gradual, and the curva- ture without discontinuity. (c) Equality of A ngular Impulse and Change of Angular Momen- tum.— Suppose that a couple, the moment of which is M, acts on a body of weight W for / seconds, during which it moves from Ai to A2 (fig. 184). Let »i be the velocity of the body at Ai, vt its velocity at A2, and let pi, pi be the perpendiculars from C on »i and t>2. Then M/ is termed the angular impulse of the couple, and W. the quantity FIG l8d and change of angular momentum is the change of angular momen- tum re'at'.ve'y to C. Then, from the equality of angular impulse or, if the change of momentum is estimated for one second, . M = Let n, r2 be the radii drawn from C to AI, A2, and let w,, Wi be the components of »i, r2, perpendicular to these radii, making angles ft and o with v\, fa. Then Wi sec ft ; t>2 =o>2 sec a ; = ri cos f);pi = rt cos a. /gXwr-zwi), (3) where the moment of the couple is expressed in terms of the radii drawn to the positions of the body at the beginning and end of a second, and the tangential components of its velocity at those points. Now the water flowing through a turbine enters at the admission surface and leaves at the discharge surface of the wheel, with its angular momentum relatively to the axis of the wheel changed. It therefore exerts a couple -M tending to rotate the wheel, equal and opposite to the couple M which the wheel exerts on the water. Let Q cub. ft. enter and leave the wheel per second, and let wi, wi be the tangential components of the velocity of the water at the receiv- ing and discharging surfaces of the wheel, ri, r? the radii of those surfaces By the principle above, - M =_(GQ/g) (wr-ovi). (4) If o is the angular velocity of the wheel, the work done by the water on the wheel is T = Ma= (GQ/g)(i0iri-i£>2r2)a foot-pounds per second. (5) § 185. Total and Available Fall. — Let H( be the total difference of level from the head-water to the tail-water surface. Of this total head a portion is expended in overcoming the resistances of the head race, tail race, supply pipe, or other channel conveying the water. Let t>p be that loss of head, which varies with the local conditions in which the turbine is placed. Then H=H,-hp is the available head for working the turbine, and on this the calcu- lations for the turbine should be based. In some cases it is necessary to place the turbine above the tail-water level, and there is then a fall J) from the centre of the outlet surface of the turbine to the tail- water level which is wasted, but which is properly one of the losses belonging to the turbine itself. In that case the velocities of the water in the turbine should be calculated for a head H-Ij, but the efficiency of the turbine for the head H. § 1 86. Gross Efficiency and Hydraulic Efficiency of a Turbine. — Let Td be the useful work done by the turbine, in foot-pounds per second, Ti the work expended in friction of the turbine shaft, gearing, &c., a quantity which varies with the local conditions in which the turbine is placed. Then the effective work done by the water in the turbine is The gross efficiency of the whole arrangement of turbine, races, and transmissive machinery is r,,=Td/GQH,. (6) And the hydraulic efficiency of the turbine alone is H-T/GQH._ (7)_ It is this last efficiency only with which the theory of turbines is concerned. From equations (5) and (7) we get TjGQH = (GQ/g) (a)iri-a»2r2)o ; r> = (iVirr^Wzrz) o/gH. (8) This is the fundamental equation in the theory of turbines. In general,1 Wi and w}, the tangential components of the water's motion on entering and leaving the wheel, are completely inde- pendent. That the efficiency may be as great as possible, it is obviously necessary that a>2 = o. In that case ij=aiiria/gH. (9) ori is the circumferential velocity of the wheel at the inlet surface. Calling this Vi, the equation becomes ij=i0iVj/gH. (90) This remarkably simple equation is the fundamental equation in the theory of turbines. It was first given by Reiche (Turbinen- baues, 1877). § 187. General Description of a Reaction Turbine. — Professor James Thomson's inward flow or vortex turbine has been selected as the type of reaction turbines. It is one of the best in normal conditions of working, and the mode of regulation introduced is decidedly superior to that in most reaction turbines. Figs. 185 and 186 are external views of the turbine case; figs. 187 and 1 88 are the corresponding sections; fig. 189 is the turbine wheel. The example chosen for illustration has suction pipes, which permit the turbine to be placed above the tail-water level. The water enters the turbine by cast-iron supply pipes at A, and is discharged through two suction pipes S, S. The water 1 In general, because when the water leaves the turbine wheel it ceases to act on the machine. If deflecting vanes or a whirlpool are added to a turbine at the discharging side, then t»i may in part depend on i^, and the statement above is no longer true. TURBINES] HYDRAULICS 99 on entering the case distributes itself through a rectangular supply chamber SC, from which it finds its way equally to the four guide-blade passages G, G, G, G. In these passages it in equal proportions from each guide-blade passage. It consists of a centre plate /> (fig. 189) keyed on the shaft aa, which passes through stuffing boxes on the suction pipes. On each side of FIG. 185. FIG. 1 86. FIG. 187. acquires a velocity about equal to that due to half the fall, and is directed into the wheel at an angle of about 10° or 12° with the tangent to its circumference. The wheel W receives the water FIG. 188. the centre plate are the curved wheel vanes, on which the pressure of the water acts, and the vanes are bounded on each side by dished or conical cover plates c, c. Joint-rings j, j on the cover 100 HYDRAULICS [TURBINES plates make a sufficiently water-tight joint with the casing, to prevent leakage from the guide-blade chamber into the suction pipes. The pressure near the joint rings is not very great, probably not one-fourth the total head. The wheel vanes receive the water without shock, and deliver it into central spaces, from which it flows on either side to the suction pipes. The mode of regu- lating the power of the turbine is very simple. The guide- blades are pivoted to the case at their inner ends, and they are connected by a link- work, so that they all open and close simul- taneously and equally. In this way the area of opening through the guide- blades is altered with- out materially alter- ing the angle or the other conditions of the delivery into the wheel. The guide- blade gear may be FIG. 189. variously arranged. In this example four spindles, passing through the case, are linked to the guide- blades inside the case, and connected together by the links - • FIG. 190. I, I, I on the outside of the case. A worm wheel on one of the spindles is rotated by a worm d, the motion being thus slow enough to adjust the guide-blades very exactly. These turbines are made by Messrs Gilkes & Co. of Kendal. Fig. 190 shows another arrangement of a similar turbine, with some adjuncts not shown in the other drawings. In this case the turbine rotates horizontally, and the turbine case is placed entirely below the tail water. The water is supplied to the turbine by a vertical pipe, over which is a wooden pentrough, containing a strainer, which prevents sticks and other solid bodies getting into the turbine. The turbine rests on three foundation stones, and, the pivot for the vertical shaft being under water, there is a screw and lever arrange- ment for adjusting it as it wears. The vertical shaft gives motion to the machinery driven by a pair of bevel wheels. On the right are the worm and wheel for working the guide-blade gear. § 1 88. Hydraulic Power at Niagara. — The largest development of hydraulic power is that at Niagara. The Niagara Falls Power Company have constructed two power houses on the United States side, the first with 10 turbines of 5000 h.p. each, and the second with 10 turbines of 5500 h.p. The effective fall is 136 to 140 ft. In the first power house the turbines are twin outward flow reaction turbines with vertical shafts running at 250 revs, per minute and driving the dynamos direct. In the second power house the turbines FIG. 191. are inward flow turbines with draft tubes or suction pipes. Fig. 191 shows a section of one of these turbines. There is a balancing piston keyed on the shaft, to the under side of which the pressure due to the fall is admitted, so that the weight of turbine, vertical shaft and part of the dynamo is water borne. About 70,000 h.p. is daily distributed electrically from these two power houses. The Canadian Niagara Power Company are erecting a power house to contain eleven units of 10,250 h.p. each, the turbines being twin inward flow reaction turbines. The Electrical Development Com- pany of Ontario are erecting a power house to contain 1 1 units of 12,500 h.p. each. The Ontario Power Company are carrying out another scheme for developing 200,000 h.p. by twin inward flow turbines of 12,000 h.p. each. Lastly the Niagara Falls Power and Manufacturing Company on the United States side have a station giving 35,000 h.p. and are constructing another to furnish 100,000 h.p. The mean flow of the Niagara river is about 222,000 cub. ft. per second with a fall of 1 60 ft. The works in progress if completed will utilize 650,000 h.p. and require 48,000 cub. ft. per second or 21 J% of the mean flow of the river (Unwin, " The Niagara Falls Power Stations," Proc. Inst. Mech. Eng., 1906). § 189. Different Forms of Turbine Wheel. — The wheel of a turbine or part of the machine on which the water acts is an annular space, furnished with curved vanes dividing it into passages exactly or roughly rectangular in cross section. For radial flow turbines the wheel may have the form A or B, fig. 192, A being most usual with B M »", FIG. 192. TURBINES] HYDRAULICS 101 FIG. 193. ) ) ' inward, and B with outward flow turbines. In A the wheel vanes are fixed on each side of a centre plate keyed on the turbine shaft. The vanes are limited by slightly-coned annular cover plates. In B the vanes are fixed on one side of a disk, keyed on the shaft, and limited by a cover plate parallel to the disk. Parallej flow or axial flow turbines have the wheel as in C. The vanes are limited by two concentric cylinders. Theory of Reaction Turbines. § 190. Velocity of Whirl and Velocity of Flow. — Let acb (fig. 193) be the path of the particles of water in a turbine wheel. That path will be in a plane normal to the axis of rotation in radial flow turbines, and on a cylindrical surface in axial flow turbines. At any point c of the path the water will have some velocity », in the direction of a tangent to the path. That velocity may be resolved into two components, a whirl- ing velocity w in the direction of the wheel's rotation at the point c, and a component u at right angles to this, radial in radial flow, and parallel to the axis in axial now turbines. This second component is termed the velocity of flow. Let Dp, wa, ua be the velocity of the water, the whirling velocity and velocity of flow at the outlet surface of the wheel, and ti,-, Wi, ti the same quantities at the inlet surface of the wheel. Let a and /3 be the angles which the water's direction of motion makes with the direction of motion of the wheel at those surfaces. Then Wo=v0 cos/3; ua=v, Wi=ViCOsa; «,=!)< sin a The velocities of flow are easily ascertained independently from the dimensions of the wheel. The velocities of flow at the inlet and outlet surfaces of the wheel are normal to those surfaces. Let ft, ft be the areas of the outlet and inlet surfaces of the wheel, and Q the volume of water passing through the wheel per second ; then »o = Q/ft.; w = Q/ft. (u) Using the notation in fig. 191, we have, for an inward flow turbine (neglecting the space occupied by the vanes), Q<, = 2irrada; ft =2«- be the angles the wheel vanes make with the inlet and outlet surfaces ; then cos COS , , FIG. 195 equations which may be used to determine and 0. § 192. Condition determining the Angle of the Vanes at the Outlet Surface of the Wheel. — It has been shown that, when the water leaves the wheel, it should ^ r^x~ have no tangential -^"^ velocity, if the effici- ency is to be as great as possible ; that is, w0 = o. Hence, from (10), cos /3 = o, 0 = 90°, Up=v,, and the direction of the water's motion is normal to the outlet surface of the wheel, radial in radial flow, and axial in axial flow turbines. Drawing v, or u, radial or axial as the case may be, and V0 tangential to the direction of motion, v,, can be found by the parallelogram of velocities. From fig. 195, tan <#> = i>«/V» = «o/V<>; (14) but is the angle which the wheel vane makes with the outlet surface of the wheel, which is thus determined when the velocity of flow «<> and velocity of the wheel V0 are known. When is thus determined, Correction of the Angle to allow for Thickness of Vanes. — In determining , it is most convenient to calculate its value approxi- mately at first, from a value of u, obtained by neglecting the thick- ness of the vanes. As, however, this angle is the most important angle in the turbine, the value should be afterwards corrected to allow for the vane thickness. Let <*>' = tan-' («„ /V0) = tan-1 (Q/ft V0) be the first or approximate value of , and let t be the thickness, and n the number of wheel vanes which reach the outlet surface of the wheel. As the vanes cut the outlet surface approximately at the angle ', their width measured on that surface is t cosec '. Hence the space occupied by the vanes on the outlet surface is For A, fig. 192, ntdo cosec T B, fig. 192, ntd cosec f" (15) C, fig. 192, ntfa-n) cosec ) Call this area occupied by the vanes u. Then the true value of the clear discharging outlet of the wheel is ft — w, and the true value of ua is Q/(ft - w). The corrected value of the angle of the vanes will be B2/V.(0,-i»)J. (16) § 193. Head producing Velocity with which the Water enters the Wheel. — Consider the variation of pressure in a wheel passage, which satisfies the condition that the sections change so gradually that there is no loss of head in shock. When the flow is in a hori- zontal plane, there is no work done by gravity on the water passing through the wheel. In the case of an axial flow turbine, in which the flow is vertical, the fall d between the inlet and outlet surfaces should be taken into account. 102 HYDRAULICS [TURBINES Let V,-, V, be the velocities of the wheel at the inlet and outlet surfaces, Vi, v0 the velocities of the water, «,-, MO the velocities of flow, tVi.tVo the relative velocities, hi, h, the pressures, measured in feet of water, Ti, Ta the radii of the wheel, a the angular velocity of the wheel. At any point in the path of a portion of water, at radius r, the velocity v of the water may be resolved into a component V = or equal to the velocity at that point of the wheel, and a relative com- ponent »r. Hence the motion of the water may be considered to consist of two parts: — (a) a motion identical with that in a forced vortex of constant angular velocity o; (6) a flow along curves parallel to the wheel vane curves. Taking the latter first, 'and using Bernoulli's theorem, the change of pressure due to flow through the wheel passages is given by the equation h'i+Vri*/2g=h'.+Vn>/2g; A'i-A'. = (tV,,'-«ViJ)/2g. The variation of pressure due to rotation in a forced vortex is A'i-A'. = (Vi4-V.s)/2g. Consequently the whole difference of pressure at the inlet and outlet surfaces of the wheel is hi-ho^h'i+h'i-h'.-h'. = (Vi2- V.')/2g + (^'-IV, and of this hi—h, is expended in overcoming the pressure in the wheel, the velocity of flow into the wheel is J'i=<;.V(2g(H-f)-(Vi2-V,,'/2g + (lV<,1-tVi')/2g)|, (18) where c, may be taken 0-96. From (140), It will be shown immediately that or, as this is only a small term, and 9 is on the average 90°, we may take, for the present purpose, v,i =«< nearly. Inserting these values, and remembering that for an axial flow turbine V< = V,,, Ij =o, and the fall d in the wheel is to be added, For an outward flow turbine, For an inward flow turbine, § 194. Angle which the Guide-Blades make with the Circumference of the Wheel. — At the moment the water enters the wheel, the radial component of the velocity is tt,-, and the velocity is Vi. Hence, if 7 is the angle between the guide-blades and a tangent to the wheel •X = sin-'(«tM). This angle can, if necessary, be corrected to allow for the thickness of the guide-blades. § 195. Condition determining the Angle of the Vanes at the Inlet Surface of the Wheel. — The single condition necessary to be satisfied at the inlet surface of the wheel is that the *•«»_ water should enter the wheel without shock. This condition is satis- fied if the direction of relative motion of the water and wheel is parallel to the first element of the wheel vanes. Let A (fig. 196) be a point on the inlet sur- face of the wheel, and let Vi represent in magnitude and direc- tion the velocity of the water entering the wheel, and V,- the velocity of the wheel. Completing the parallelogram, t)ri is the direction of relative motion. Hence the angle between iv< and V, is the angle 6 which the vanes should make with the inlet surface of the wheel. § 196. Example of the Method of designing a Turbine. Professor James Thomson's Inward Flow Turbine. — Let H =the available fall after deducting loss of head in pipes and channels from the gross fall ; Q = the supply of water in cubic feet per second; and ij =the efficiency of the turbine. The work done per second is »;GQH, and the horse-power of the turbine is h.p. =))GQH/55O. If i\ is taken at 0-75, an allowance will be made for the frictional losses in the turbine, the leakage and the friction of the turbine shaft. Then h.p. = o-o8sQH. The velocity of flow through the turbine (uncorrected for the space occupied by the vanes and guide-blades) may be taken tti=«<,=0-I25V2gH, in which case about jfoth of the energy of the fall is carried away by the water discharged. The areas of the outlet and inlet surface of the wheel are then 27rr,,(f0 = 2xri(/i=Q/o-i25V (2gH). If we take r0, so that the axial velocity of discharge from the central orifices of the wheel is equal to «„, we get da = ra. If, to obtain considerable steadying action of the centrifugal head, Ti =2re, then di = %da. Speed of the Wheel. — Let Vi = o-66V2gH, or the speed due to half the fall nearly. Then the number of rotations of the turbine per second is N = Vi/2iri = i -Q579V (HV H/Q) ; also V«=Vir0/ri=o-33V2gH. Angle of Vanes with Outlet Surface. Tan = tto/Vo = 0-125/0-33 = -3788 ; (jf> = 21 "nearly. If this value is revised for the vane thickness it will ordinarily become about 25°. Velocity with which the Water enters the Wheel. — The head pro- ducing the velocity is H - (Vi'/2g) (i +«oWi2) +tti"/2g = H|i --4356(1 +0-0358) + -0156) Then the velocity is Vi = -96V2g(-5646H) =0-721 V~2gH". Angle of Guide-Blades. Siny = Ui/Vi =0-125/0-721 =0-173; 7 = 10° nearly. Tangential Velocity of Water entering Wheel. 0-7101 V 2gH. 1 25 = -4008; Angle of Vanes at Inlet Surface. Cot 8 = (wi— Vi)/tti = (- 6 = 68 "nearly. Hydraulic Efficiency of Wheel. = °-9373- This, however, neglects the friction of wheel covers and leakage. The efficiency from experiment has been found to be 0-75 to 0-80. Impulse and Partial Admission Turbines. § 197. The principal defect of most turbines with complete admission is the imperfection of the arrangements for working with less than the normal supply. With many forms of reaction turbine the efficiency is considerably reduced when the regulating TURBINES] HYDRAULICS 103 sluices are partially closed, but it is exactly when the supply of water is deficient that it is most important to get out of it the greatest possible amount of work. The imperfection of the regulating arrangements is therefore, from the practical point of view, a serious defect. All turbine makers have sought by various methods to improve the regulating mechanism. B. Fourneyron, by dividing his wheel by horizontal diaphragms, virtually obtained three or more separate radial flow turbines, which could be successively set in action at their full power, but the arrangement is not altogether successful, because of the spreading of the water in the space between the wheel and guide-blades. Fontaine similarly employed two concentric axial flow turbines formed in the same casing. One was worked at full power, the other regulated. By this arrangement the loss of efficiency due to the action of the regulating sluice affected only half the water power. Many makers have adopted the expedient of erecting two or three separate turbines on the same waterfall. Then one or more could be put out of action and the others worked at full power. All these methods are rather palliatives than remedies. The movable guide-blades of Professor James Thomson meet the difficulty directly, but they are not applicable to every form of turbine. C. Gallon, in 1840, patented an arrangement of sluices for axial or outward flow turbines, which were to be closed success- ively as the water supply diminished. By preference the sluices were closed by pairs, two diametrically opposite sluices forming a pair. The water was thus admitted to opposite but equal arcs of the wheel, and the forces driving the turbine were sym- metrically placed. As soon as this arrangement was adopted, FIG. 197. a modification of the mode of action of the water in the turbine became necessary. If the turbine wheel passages remain full of water during the whole rotation, the water contained in each passage must be put into motion each time it passes an open portion of the sluice, and stopped each time it passes a closed portion of the sluice. It is thus put into motion and stopped twice in each rotation. This gives rise to violent eddying motions and great loss of energy in shock. To prevent this, the turbine wheel with partial admission must be placed above the tail water, and the wheel passages be allowed to clear themselves of water, while passing from one open portion of the sluices to the next. But if the wheel passages are free of water when they arrive at the open guide passages, then there can be no pressure other than atmospheric pressure in the clearance space between guides and wheel. The water must issue from the sluices with the whole velocity due to the head.; received on the curved vanes of the wheel, the jets must be gradually deviated and discharged with a small final velocity only, precisely in the same way as when a single jet strikes a curved vane in the free air. Turbines of this kind are therefore termed turbines of free deviation. There is no variation of pressure in the jet during the whole time of its action on the wheel, and the whole energy of the jet is im- parted to the wheel, simply by the impulse due to its gradual change of momentum. It is clear that the water may be admitted in exactly the same way to any fraction of the circumference at pleasure, without altering the efficiency of the wheel. The diameter of the wheel may be made as large as convenient, and the water admitted to a small fraction of the circumference only. Then the number of revolutions is independent of the water velocity, and may be kept down to a manageable value. § 198. General Description of an Impulse Turbine or Turbine with Free Deviation. — Fig. 197 shows a general sectional elevation of a Girard turbine, in n n n n which the flow is axial. The water, a a la L admitted above a horizontal floor, passes down through the annular wheel containing the guide- blades G, G, and thence into the re- volving wheel WW. The revolving wheel is fixed to a hollow shaft suspended from the pivot p. The solid internal shaft ii is merely a fixed column supporting the pivot. The advantage of this ,-. is that the pivot is should, however, be corrected for the space occupied by the guide-blades. The tangential velocity of the entering water is TVi =Vi COS-y=0-82V2g(H-b). The circumferential velocity of the wheel may be (at mean radius) Vi = o-sV2g(H-b). Hence the vane angle at inlet surface is given by the equation cot0=(«ii-Vi)/tti = (o-82-o-5)/o-45 = -7i; 0 = 55°- The relative velocity of the water striking the vane at the inlet edge is iv>=tt; cosec0 = \-22Ui. This relative velocity remains unchanged during the passage of the water over the vane; conse- quently the relative velocity at the point of discharge is vra = I-22M,. Also in an axial flow turbine V<, = Vi. If the final velocity of the water is axial, then cos^ = V0/»r<, = Vi/t)ri=o-5/(i-22Xo-45)=cos24° 23'. This should be corrected for the vane thickness. Neglecting this, U0 = vrosm=vrisin <#> = M,- cosec 0 sin <£ = o-5«;. The discharging area of the wheel must therefore be greater than the inlet area in the ratio of at least 2 to I. In some actual turbines the ratio is 7 to 3. This greater outlet area is obtained by splaying the wheel, as shown in the section (fig. 199). § 200. Pelton Wheel. — In the mining district of California about 1860 simple impulse wheels were used, termed hurdy-gurdy wheels. The wheels rotated in a vertical plane, being supported on a hori- zontal axis. Round the circumference were fixed flat vanes which were struck normally by a jet from a nozzle of size varying with the head and quantity of water. Such wheels have in fact long been used. They are not efficient, but they are very simply constructed. Then attempts were made to improve the efficiency, first by using hemispherical cup vanes, and then by using a double cup vane with a central dividing ridge, an arrangement invented by Pelton. In this last form the water from the nozzle passes half to each side of the wheel, just escaping clear of the backs of the advancing buckets. Fig. 203 shows a Pelton vane. Some small modifications have been made FIG. 203. by other makers, but they are not of any great importance. Fig. 204 shows a complete Pelton wheel with frame and casing, supply pipe and nozzle. Pelton wheels have been very largely used in America and to some extent in Europe. They are extremely simple and easy to construct or repair and on falls of 100 ft. or more are very efficient. The jet strikes tangentially to the mean radius of the buckets, and the face of the buckets is not quite radial but at right angles to the direction of the jet at the point of first impact. For greatest efficiency the peripheral velocity of the wheel at the mean radius of the buckets should be a little less than half the velocity of the jet. As the radius of the wheel can be taken arbitrarily, the number of revolutions per minute can be accommodated to that of the machinery to be driven. Pelton wheels have been made as small \ ,-ir\\. !$? I i "\« •-./ .- •:- •<: \ /' /A> i ; FIG. 204. as 4 in. diameter, for driving sewing machines, and as large as 24 ft. The efficiency on high falls is about 80 %. When large power is required two or three nozzles are used delivering on one wheel. The width of the buckets should be not less than seven times the diameter of the jet. At the Comstock mines, Nevada, there is a 3&-in. Pelton wheel made of a solid steel disk with phosphor bronze buckets riveted to the rim. The head is 2100 ft. and the wheel makes 1 150 revolutions per minute, the peripheral velocity being 180 ft. per sec. With a \-\n. nozzle the wheel uses 32 cub. ft. of water per minute and develops 100 h.p. At the Chollarshaft, Nevada, there are six Pelton wheeli on a fall of 1680 ft. driving electrical generators. With f-in. nozzles each develops 125 h.p. § 201. Theory of the Pelton Wheel.— Suppose a jet with a velocity » strikes tangentially a curved vane AB (fig. 205) moving in the same direction with the velocity u. The water will flow over the vane with the relative velocity » — u and at B will have the tangential TURBINES] HYDRAULICS relative velocity » — u making an angle a with the direction of the vane's motion. Combining this with the velocity u of the vane, the absolute velocity of the water leaving the vane will bew = Be. The com- ponent of w in the direction of motion of the vane is Bo = B6 — ab = u — (v — u) cos a. Hence if Q is the quantity of water reaching the vane per second the change of momentum per second in the direction of the vane's motion is (GQ/g)[f — {u — (r-tt)coso)] = (GQ/g)(v-u) (l + cos a). If a = 0°, cos 0 = 1, and the change of momentum per second, which is equal to the effort driving the vane, is P = 2(GQ/g) (»-«)• The work done on the vane is P«-3(GQ/f)(p-«)«. If a series of vanes are inter- posed in succession, the quantity of water imping- ing on the vanes per second is the total discharge of the nozzle, and the energy expended at the nozzle is GQi^g. Hence the efficiency of the arrangement is, when a = o°, neglecting friction, FIG. 205. which is a maximum and equal to unity if u = \v. In that case the whole energy of the jet is usefully expended in driving the series of vanes. In practice a cannot be quite zero or the water leaving one vane would strike the back of the next advancing vane. Fig. 203 shows a Pelton vane. The water divides each way, and leaves the vane on each side in a direction nearly parallel to the direction of motion of the vane. The best velocity of the vane is very approxi- mately half the velocity of the jet. § 202. Regulation of the Pelton Wheel. — At first Pelton wheels were adjusted to varying loads merely by throttling the supply. This method involves a total loss of part of the head at the sluice or throttle valve. In addition as the working head is reduced, the relation between wheel velocity and jet velocity is no longer that of greatest efficiency. Next a plan was adopted of deflecting the jet so that only part of the water reached the wheel when the Toad was reduced, the rest going to waste. This involved the use of an equal quantity of water for large and small loads, but it had, what in some cases is an advantage, the effect of preventing any water hammer in the supply pipe due to the action of the regulator. In most cases now regulation is effected by varying the section of the jet. A conical needle in the nozzle can be advanced or withdrawn so as to occupy more or less of the aperture of the nozzle. Such a needle can be controlled by an ordinary governor. § 203. General Considerations on the Choice of a Type of Turbine. — -The circumferential speed of any turbine is necessarily a fraction of the initial velocity of the water, and therefore is greater as the head is greater. In reaction turbines with com- plete admission the number of revolutions per minute becomes inconveniently great, for the diameter cannot be increased beyond certain limits without greatly reducing the efficiency. In impulse turbines with partial admission the diameter can be chosen arbitrarily and the number of revolutions kept down on high falls to any desired amount. Hence broadly reaction turbines are better and less costly on low falls, and impulse turbines on high falls. For variable water flow impulse turbines have some advantage, being more efficiently regulated. On the other hand, impulse turbines lose efficiency seriously if their speed varies from the normal speed due to the head. If the head is very variable, as it often is on low falls, and the turbine must run at the same speed whatever the head, the impulse turbine is not suitable. Reaction turbines can be constructed so as to overcome this difficulty to a great extent. Axial flow turbines with vertical shafts have the disadvantage that in addition to the weight of the turbine there is an unbalanced water pressure to be carried by the footstep or collar bearing. In radial flow turbines the hydraulic pressures are balanced. The application of turbines to drive dynamos directly has involved some new con- ditions. The electrical engineer generally desires a high speed of rotation, and a very constant speed at all times. The reaction turbine is generally more suitable than the impulse turbine. As the diameter of the turbine depends on the quantity of water and cannot be much varied without great inefficiency, a difficulty arises on low falls. This has been met by constructing four independent reaction turbines on the same shaft, each having of course the diameter suitable for one-quarter of the whole dis- charge, and having a higher speed of rotation than a larger turbine. The turbines at Rheinfelden and Chevres are so con- structed. To ensure constant speed of rotation when the head varies considerably without serious inefficiency, an axial flow turbine is generally used. It is constructed of three or four concentric rings of vanes, with independent regulating sluices, forming practically independent turbines of different radii. Any one of these or any combination can be used according to the state of the water. With a high fall the turbine of largest radius only is used, and the speed of rotation is less than with a turbine of smaller radius. On the other hand, as the fall decreases the inner turbines are used either singly or together, according to the power required. At the Zurich waterworks there are turbines of 90 h.p. on a fall varying from ic4 ft. to 4! ft. The power and speed are kept constant. Each turbine has three concentric rings. The outermost ring gives 90 h.p. with 105 cub. ft. per second and the maximum fall. The outer and middle compartments give the same power with 140 cub. ft. per second and a fall of 7 ft. 10 in. All three compartments working together develop the power with about 250 cub. ft. per second. In some tests the efficiency was 74% with the outer ring working alone, 75-4% with the outer and middle ring working and a fall of 7 ft., and 80-7% with all the rings working. § 204. Speed Governing. — When turbines are used to drive dynamos direct, the question of speed regulation is of great im- portance. Steam engines using a light elastic fluid can be easily regulated by governors acting on throttle or expansion valves. It is different with water turbines using a fluid of great inertia. IV Hand Regulator FIG. 206. In one of the Niagara penstocks there are 400 tons of water flowing at 10 ft. per second, opposing enormous resistance to rapid change of speed of flow. The sluices of water turbines also are necessarily large and heavy. Hence relay governors must be xiv. 4 a io6 HYDRAULICS [PUMPS used, and the tendency of relay governors to hunt must be overcome. In the Niagara Falls Power House No. i, each tur- bine has a very sensitive centrifugal governor acting on a ratchet relay. The governor puts into gear one or other of two ratchets driven by the turbine itself. According as one or the other ratchet is in gear the sluices are raised or lowered. By a sub- sidiary arrangement the ratchets are gradually put out of gear unless the governor puts them in gear again, and this prevents the over correction of the speed from the lag in the action of the governor. In the Niagara Power House No. 2, the relay is an hydraulic relay similar in principle, but rather more complicated in arrangement, to that shown in fig. 206, which is a governor used for the 1250 h.p. turbines at Lyons. The sensitive governor G opens a valve and puts into action a plunger driven by oil pressure from an oil reservoir. As the plunger moves forward it gradually closes the oil admission valve by lowering the fulcrum end/ of the valve lever which rests on a wedge w attached to the plunger. If the speed is still too high, the governor re- opens the valve. In the case of the Niagara turbines the oil pressure is 1200 Ib per sq. in. One millimetre of movement of the governor sleeve completely opens the relay valve, and the relay plunger exerts a force of 50 tons. The sluices can be completely opened or shut in twelve seconds. The ordinary variation of speed of the turbine with varying load does not exceed i%. If all the load is thrown off, the momentary variation of speed is not more than 5 %. To prevent hydraulic shock in the supply pipes, a relief valve is provided which opens if the pressure is in excess of that due to the head. § 205. The Hydraulic Ram. — The hydraulic ram is an arrange- ment by which a quantity of water falling a distance h forces a portion of the water to rise to a height hi, greater than //. It consists of a supply reservoir (A, fig. 207), into which the water enters from some natural stream. A pipe s of considerable length conducts the water to a lower level, where it is discharged intermittently through a self-acting pulsating valve at d. The supply pipe s may be fitted with a flap valve for stopping the ram, and this is attached in some cases to a float, so that the ram starts and stops itself automatically, according as the supply cistern fills or empties. The lower float is just sufficient to keep open the flap after it has been raised by the action of the upper float. The length of chain is adjusted so that the upper float opens the flap when the level in the cistern is at the desired height. If the water-level falls below the lower float the flap closes. The pipe i should be as long and as straight as possible, and as it is subjected to considerable pressure from the sudden arrest of the motion of the water, it must be strong and strongly FIG. 208. FIG. 207. jointed, a is an air vessel, and e the delivery pipe leading to the reservoir at a higher level than A, into which water is to be pumped. Fig. 208 shows in section the construction of the ram itself, d is the pulsating discharge valve already mentioned, which opens inwards and downwards. The stroke of the valve is regulated by the cotter through the spindle, under which are washers by which the amount of fall can be regulated. At o is a delivery valve, opening outwards, which is often a ball- valve but sometimes a flap-valve. The water which is pumped passes through this valve into the air vessel a, from which it flows by the delivery pipe in a regular stream into the cistern to which the water is to be raised. In the vertical chamber behind the outer valve a small air vessel is formed, and into this opens an aperture J in. in diameter, made in a brass screw plug b. The hole is reduced to -jV in. in diameter at the outer end of the plug and is closed by a small valve opening inwards. Through this, during the rebound after each stroke of the ram, a small quantity of air is sucked in which keeps the air vessel supplied with its elastic cushion of air. During the recoil after a sudden closing of the valve d, the pressure below it is diminished and the valve opens, permitting outflow. In consequence of the flow through this valve, the water in the supply pipe acquires a gradually increasing velocity. The upward flow of the water, towards the valve d, increases the pressure tending to lift the valve, and at last, if the valve is not too heavy, lifts and closes it. The forward mo- mentum of the column in the supply pipe being destroyed by the stoppage of the flow, the water exerts a pressure at the end of the pipe sufficient to open the delivery valve o, and to cause a portion of the water to flow into the air vessel. As the water in the supply pipe comes to rest and recoils, the valve d opens again and the operation is repeated. Part of the energy of the descending column is employed in compressing the air at the end of the supply pipe and expanding the pipe itself. This causes a recoil of the water which momentarily diminishes the pressure in the pipe below the pressure due to the statical head. This assists in opening the valve d. The recoil of the water is sufficiently great to enable a pump to be attached to the ram body instead of the direct rising pipe. With this arrangement a ram working with muddy water may be employed to raise clear spring water. Instead of lifting the delivery valve as in the ordinary ram, the momentum of the column drives a sliding or elastic piston, and the recoil brings it back. This piston lifts and forces alternately the clear water through ordinary pump valves. PUMPS § 206. The different classes of pumps corre- spond almost exactly to the different classes of water motors, although the mechanical details of the construction are somewhat different. They are properly reversed water motors. Ordinary reciprocating pumps corre- spond to water-pressure engines. Chain and bucket pumps are in principle similar to water wheels in which the water acts by weight. Scoop wheels are similar to undershot water wheels, and centrifugal pumps to turbines. Reciprocating Pumps are single or double acting, and differ from water-pressure engines in that the valves are moved by the water instead of by automatic machinery. They may be classed thus: — 1. Lift Pumps. — The water drawn through a foot valve on the ascent of the pump bucket is forced through the bucket valve when it descends, and lifted by the bucket when it reascends. Such pumps give an intermittent discharge. 2. Plunger or Force Pumps, in which the water drawn through the foot valve is displaced by the descent of a solid plunger, and forced through a delivery valve. They have the advantage that PUMPS] HYDRAULICS 107 the friction is less than that of lift pumps, and the packing round the plunger is easily accessible, whilst that round a lift pump bucket is not. The flow is intermittent. 3. The Double-acting Force Pump is in principle a double plunger pump. The discharge fluctuates from zero to a maximum and back to zero each stroke, but is not arrested for any appreciable time. 4. Bucket and Plunger Pumps consist of a lift pump bucket combined with a plunger of half its area. The flow varies as in a double-acting pump. 5. Diaphragm Pumps have been used, in which the solid plunger is replaced by an elastic diaphragm, alternately depressed into and raised out of a cylinder. As single-acting pumps give an intermittent discharge three are generally used on cranks at 120°. But with all pumps the variation of velocity of discharge would cause great waste of work in the delivery pipes when they are long, and even danger from the hydraulic ramming action of the long column of water. An air vessel is interposed between the pump and the delivery pipes, of a volume from 5 to 100 times the space described by the plunger per stroke. The air in this must be replenished from time to time, or continuously, by a special air-pump. At low speeds not exceeding 30 ft. per minute the delivery of a pump is about 90 to 95% of the volume described by the plunger or bucket, from 5 to 10% of the discharge being lost by leakage. At high speeds the quantity pumped occasionally exceeds the volume described by the plunger, the momentum of the water keeping the valves open after the turn of the stroke. The velocity of large mining pumps is about 140 ft. per minute, the indoor or suction stroke being sometimes made at 250 ft. per minute. Rotative pumping engines of large size have a plunger speed of 90 ft. per minute. Small rotative pumps are run faster, but at some loss of efficiency. Fire-engine pumps have a speed of 1 80 to 220 ft. per minute. The efficiency of reciprocating pumps varies very greatly. Small reciprocating pumps, with metal valves on lifts of 15 ft., were found by Morin to have an efficiency of 16 to 40%, or on the average 25%. When used to pump water at considerable pressure, through hose pipes, the efficiency rose to from 28 to 57%, or on the average, with 50 to 100 ft. of lift, about 50%. A large pump with barrels 18 in. diameter, at speeds under 60 ft. per minute, gave the following results: — • Lift in feet . . . 14} 34 47 Efficiency .... -46 -66 -70 The very large steam-pumps employed for waterworks, with 150 ft. or more of lift, appear to reach an efficiency of 90%, not including the friction of the discharge pipes. Reckoned on the indicated work of the steam-engine the efficiency may be 80%. Many small pumps are now driven electrically and are usually three-throw single-acting pumps driven from the electric motor by gearing. It is not convenient to vary the speed of the motor to accommodate it to the]varying rate of pumping usually required. Messrs Hayward Tyler have introduced a mechanism for varying the stroke of the pumps (Sinclair's patent) from full stroke to nil, without stopping the pumps. § 207. Centrifugal Pump. — For large volumes of water on lifts not exceeding about 60 ft. the most convenient pump is the centrifugal pump. Recent improvements have made it available also for very high lifts. It consists of a wheel or fan with curved vanes enclosed in an annular chamber. Water flows in at the centre and is discharged at the periphery. The fan may rotate in a vertical or horizontal plane and the water may enter on one or both sides of the fan. In the latter case there is no axial unbalanced pressure. The fan and its casing must be filled with water before it can start, so that if not drowned there must be a foot valve on the suction pipe. When no special attention needs to be paid to efficiency the water may have a velocity of 6 to 7 ft. in the suction and delivery pipes. The fan often has 6 to 12 vanes. For a double-inlet fan of diameter D, the diameter of the inlets is D/2. If Q is the discharge in cub. ft. per second D = about 0-6 VQ in average cases. The peripheral speed is a little greater than the velocity due to the lift. Ordinary centrifugal pumps will have an efficiency of 40 to 60%. The first pump of this kind which attracted notice was one exhibited by J. G. Appold in 1851, and the special features of his pump have been retained in the best pumps since constructed. Appold's pump raised continuously a volume of water equal to 1400 times its own capacity per minute. It had no valves, and it permitted the passage of solid bodies, such as walnuts and oranges, without obstruction to its working. Its efficiency was also found to be good. Fig. 209 shows the ordinary form of a centrifugal pump. The pump disk and vanes B are cast in one, usually of bronze, FIG. 209. and the disk is keyed on the driving shaft C. The casing A has a spirally enlarging discharge passage into the discharge pipe K. A cover L gives access to the pump. S is the suction pipe which opens into the pump disk on both sides at D. Fig. 210 shows a centrifugal pump differing from ordinary centrifugal pumps in one feature only. The water rises through a suction pipe S, which divides so as to enter the pump wheel W at the centre on each side. The pump disk or wheel is very similar to a turbine wheel. It is keyed on a shaft driven by a belt on a fast and loose pulley arrangement at P. The water rotating in the pump disk presses outwards, and if the speed is sufficient a continuous flow is maintained through the pump and into the discharge pipe D. The special feature in this pump is that the water, discharged by the pump disk with a whirling velocity of not inconsiderable magnitude, is allowed to continue rotation in a chamber somewhat larger than the pump. The use of this whirlpool chamber was first suggested by Professor James Thomson. It utilizes the energy due to the whirling velocity of the water which in most pumps is wasted in eddies in the discharge pipe. In the pump shown guide-blades are also added which have the direction of the stream lines in a free vortex. They do not therefore interfere with the action of the water when pumping the normal quantity, but only prevent irregular motion. At A is a plug by which the pump case is filled before starting. If the pump is above the water to be pumped, a foot valve is required to permit the pump to be filled. Sometimes instead of the foot valve a delivery valve is used, an air-pump or steam jet pump being employed to exhaust the air from the pump case. § 208. Design and Proportions of a Centrifugal Pump. — The design of the pump disk is very simple. Let ri, ra be the radii of the inlet and outlet surfaces of the pump disk, di, r i . — u.cot (5) Variation of Pressure in the Pump Disk. — Precisely as in the case of turbines, it can be shown that the variation of pressure between the inlet and outlet surfaces of the pump is *.-*i = (V,«- Vi«)/2g - (lV.'-»ri!)/22. Inserting the values of v,,, Vn in (4) and (5), we get for normal conditions of working h,-hi = WJ- t-*J cosecV/2g+ («i2+Vi2)/2g = Vo2/2g - Mo2 COSCC V/2g +«i2/2g. (6) Hydraulic Efficiency of the Pump. — Neglecting disk friction, journal friction, and leakage, the efficiency of the pump can be found in the same way as that of turbines (§ 186). Let M be the moment of the couple rotating the pump, and a its angular velocity; wot ra the tangential velocity of the water and radius at the outlet surface; wt, n the same quantities at the inlet surface. Q being the discharge per second, the change of angular momentum per second is (GQ/g)(w<,r0— win). Hence M = (GQ/g)(war0—Win). In normal working, wi = o. Also, multiplying by the angular velocity, the work done per second is Ma = ( But the useful efficiency is work done in pumping is GQH. Therefore the § 209. Case I. Centrifugal Pump with no Whirlpool Chamber. — When no special provision is made to utilize the energy of motion of the water leaving the wheel, and the pump discharges directly into a chamber in which the water is flowing to the discharge pipe, nearly the whole of the energy of the water leaving the disk is wasted. The water leaves the disk with the more or less considerable velocity »„, and impinges on a mass flowing to the discharge pipe at the much slower velocity v,. The radial component of va is almost necessarily wasted. From the tangential component there is a gain of pressure (W? -V ,2)/2g - (w, -».)*/22 = V,(W0— »,)/£, which will be small, if v, is small compared with wa. Its greatest value, if v, = %wa, is \w£\2g, which will always be a small part of the whole head. Suppose this neglected. The whole variation of pressure in the pump disk then balances the lift and the head tt;2/2g necessary to give the initial velocity of flow in the eye of the wheel. Mi2/2g + H = V02/2g-W02 COSCC 24>/2g+Mi2/2g, H = V02/2g - uf cosec 2/2g ) (8) or Vo = V(2gH+tt<,2 cosec * . ! and the efficiency of the pump is, from (7), l-»H/Vrf»,-fH/fy(V.-«. cot «)), = (V02-M«2 cosec V)/(2V.(V.-*. cot *!. (9) For<#>=oo0, i7=(V02-M<,2)/2V02, which is necessarily less than J. That is, half the work expended in driving the pump is wasted. By recurving the vanes, a plan intro- duced by Appold, the efficiency is increased, because the velocity v0 of discharge from the pump is diminished. If is very small, cosec = cot ; and then ij = (V0+«. cosec 0)/2V», which may approach the value I, as tends towards o. Equation (8) shows that u, cosec cannot be greater than V0. Putting M0 = o'2sV (2gH) we get the following numerical values o! the efficiency and the circumferential velocity of the pump : — PUMPS] HYDRAULICS 109 30° 20° 10° 0-47 0-56 0-65 o-73 0-84 i -06 I-I2 1-24 1-75 cannot practically be made less than 20°; and, allowing for the f fictional losses neglected, the efficiency of a pump in which = 20° is found to be about -60. §210. Case 2. Pump with a Whirlpool Chamber, as in fig. 210. — Professor James Thomson first suggested that the energy of the water after leaving the pump disk might be utilized, if a space were left in which a Free vortex could be formed. In such a free vortex the velocity varies inversely as the radius. The gain of pressure in the vortex chamber is, putting r0, ra for the radii to the outlet surface of wheel and to outside of free vortex, if k = ra/rn. The lift is then, adding this to the lift in the last case, H = (Vo'-wc,2 cosec^+ivKl -£2))/2g. But v,?=V+«o2 cosecV; .-.H ={(2-k2)VS-2kV0u0 cot -kW cosec2<£j/2g. (10) Putting this in the expression for the efficiency, we find a con- siderable increase of efficiency. Thus with <#> = 9O0 and fc = i, 17 = 5 nearly, a small angle and k = j, i) = I nearly. With this arrangement of pump, therefore, the angle at the outer ends of the vanes is of comparatively little importance. A moderate angle of 30° or 40° may very well be adopted. The following numerical values of the velocity of the circumference of the pump have been obtained by taking & = j, and w0 = o-25v (2gH). 45° -842 3°° "911 11 20° 1-023 „ The quantity of water to be pumped by a centrifugal pump neces- sarily varies, and an adjustment for different quantities of water can- not easily be introduced. Hence it is that the average efficiency of pumps of this kind is in practice less than the efficiencies given above. The advantage of a vortex chamber is also generally neglected. The velocity in the supply and discharge pipes is also often made greater than is consistent with a high degree of efficiency. Velocities of 6 or 7 ft. per second in the discharge and suction pipes, when the lift is small, cause a very sensible waste of energy; 3 to 6 ft. would be much better. Centrifugal pumps of very large size have been constructed. Easton and Anderson made pumps for the North Sea canal in Holland to deliver each 670 tons of water per minute on a lift of 5 ft. The pump disks are 8 ft. diameter. J. and H. Gwynne constructed some pumps for draining the Ferrarese Marshes, which together deliver 2000 tons per minute. A pump made under Pro- fessor J. Thomson's direction for drainage works in Barbados had a pump disk 16 ft. in diameter and a whirlpool chamber 32 ft. in diameter. The efficiency of centrifugal pumps when delivering less or more than the normal quantity of water is discussed in a paper in the Proc. Inst. Civ. Eng. vol. 53. § 211. High Lift Centrifugal Pumps. — It has long been known that centrifugal pumps could be worked in series, each pump overcoming a part of the lift. This method has been perfected, and centrifugal pumps for very high lifts with great efficiency have been used by Sulzer and others. C. W. Darley {Proc. Inst. Civ. Eng., supplement to vol. 154, p. 156) has described some pumps of this new type driven by Parsons steam turbines for the water supply of Sydney, N.S.W. Each pump was designed to deliver i \ million gallons per twenty-four hours against a head of 240 ft. at 3300 revs, per minute. Three pumps in series give therefore a lift of 720 ft. The pump consists of a central double- sided impeller 12 in. diameter. The water entering at the bottom divides and enters the runner at each side through a bell-mouthed passage. The shaft is provided with ring and groove glands which on the suction side keep the air out and on the pressure side prevent leakage. Some water from the pressure side leaks through the glands, but beyond the first grooves it passesinto a pocket and is returned to the suction side of the pump. For the glands on the suction side water is supplied from a low- pressure service. No packing is used in the glands. During the trials no water was seen at the glands. The following are the results of tests made at Newcastle: — I. II. III. IV. Duration of test . . hours 2 1-54 1-2 1-55 Steam pressure Ib per sq. in. 57 57 84 55 Weight of steam per water h.p. hour Ib 27-93 30-67 28-83 27-89 Speed in revs, per min. 3300 3330 3710 334° Height of suction . . .ft. ii ii II ii Total lift ft. 762 744 917 756 Million galls, per day pumped — By Venturi meter 1-573 1-499 1-689 I-503 By orifice 1-623 I-5I3 I-723 1-555 Water h.p 252 235 326 239 In trial IV. the steam was superheated 95° F. From other trials under the same conditions as trial I. the Parsons turbine uses 15-6 Ib of steam per brake h.p. hour, so that the combined efficiency of turbine and pumps is about 56%, a remarkably good result. § 212. Air-Lift Pumps. — An interesting and simple method of pumping by compressed air, invented by Dr J. Pohle of Arizona, is likely to be very useful in certain cases. Suppose a rising main placed in a deep bore hole in which there is a considerable depth of water. Air compressed to a sufficient pressure is con- veyed by an air pipe and introduced at the lower end of the rising main. The air rising in the main diminishes the average density of the contents of the main, and their aggregate weight no longer balances the pres- sure at the lower end of the main due to its sub- mersion. An up- ward flow is set up, and if the air supply is suffi- cient the water in the rising main is lifted to any required height. The higher the lift above the level in the bore hole the deeper must be the point at which air is injected. Fig. 212 shows an air- lift pump con- structed for W. H. Maxwell at the Tunbridge Wells water- works. There is a two-stage steam air compressor, compressing air to | FIG. 212. from 90 to 100 Ib per sq. in. The bore hole is 350 ft. deep, lined with steel pipes 1 5 in. diameter for 200 ft. and with perforated pipes 135 in. diameter for the lower 150 ft. The rest level of the water is 96 ft. from the ground-level, and the level when pumping 32,000 gallons per hour is 1 20 ft. from the ground-level. The rising main is 7 in. diameter, and is carried nearly to the bottom of the bore hole and to 20 ft. above the ground-level. The air pipe is 2\ in. diameter. In a trial run 31,402 gallons per hour were raised 133 ft. above the level in the well. Trials of the efficiency of the system made at San Francisco with varying conditions will be found in a paper by E. A. Rix (Journ. Amer. Assoc. Eng. Soc. vol. 25, -STeel Tubes 15 Diam. Rising Main 7 Diam. Air Pipt Zi' Diam no HYDRAZINE 1 900) . Maxwell found the best results when the ratio of immersion to lift was 3 to i at the start and 2-2 to i at the end of the trial. In these conditions the efficiency was 37% calculated on the indicated h.p. of the steam-engine, and 46% calculated on the indicated work of the compressor. 2-7 volumes of free air were used to i of water lifted. The system is suitable for temporary purposes, especially as the quantity of water raised is much greater than could be pumped by any other system in a bore hole of a given size. It is useful for clearing a boring of sand and may be advantageously used permanently when a boring is in sand or gravel which cannot be kept out of the bore hole. The initial cost is small. § 213. Centrifugal Fans. — Centrifugal fans are constructed similarly to centrifugal pumps, and are used for compressing air to pressures not exceeding 10 to 15 in. of water-column. With this small variation of pressure the variation of volume and density of the air may be neglected without sensible error. The conditions of pressure and discharge for fans are gener- ally less accurately known than in the case of pumps, and the design of fans is generally somewhat crude. They seldom have whirlpool chambers, though a large expanding outlet is pro- vided in the case of the important Guibal fans used in mine ventilation. It is usual to reckon the difference of pressure at the inlet and outlet of a fan in inches of water-column. One inch of water- column =64-4 ft. of air at average atmospheric pressure = 5-2lb per sq. ft. Roughly the pressure-head produced in a fan without means of utilizing the kinetic energy of discharge would be ti*/2g ft. of air, or 0-00024 »2 in. of water, where v is the velocity of the tips of the fan blades in feet per second. If d is the diameter of the fan and / the width at the external circumference, then wdt is the discharge area of the fan disk. If Q is the discharge in cub. ft. per sec., u=Q/-rdt is the radial velocity of discharge which is numerically equal to the discharge per square foot of outlet in cubic feet per second. As both the losses in the fan and the work done are roughly proportional to u* in fans of the same type, and are also proportional to the gauge pressure p, then if the losses are to be a constant percentage of the work done u may be taken proportional to V p. In ordinary cases u = about 22V p. The width / of the fan is generally from 0-35 to o-45) 80- 0 AS . a X2 1 i C L J ^ f «.«• ^* 4 1 i 1. 1' £• t o- 0 0 If p is the pressure difference in the fan in inches of water, and N the revolutions of fan, »=T/ the kinetic energy is 0-00125 Q1"2 foot-pounds per second. The efficiency of fans is reckoned in two ways. If B.H.P. is the effective horse-power applied at the fan shaft, then the efficiency reckoned on the work of compression is On the other hand, if the kinetic energy in the delivery pipe is taken as part of the useful work the efficiency is ... Although the theory above is a rough one it agrees sufficiently with experiment, with some merely numerical modifications. An extremely interesting experimental investigation of the action of centrifugal fans has been made by H. Heenan and W. Gilbert (Proc. Inst. Civ. Eng. vol. 123, p. 272). The fans delivered through an air trunk in which different resistances could be obtained by intro- ducing diaphragms with circular apertures of different sizes. Suppose a fan run at constant speed with different resistances and the com- pression pressure, discharge and brake horse-power measured. The results plot in such a diagram as is shown in fig. 213. The less the resistance to discharge, that is the larger the opening in the air trunk, the greater the quantity of air discharged at the given speed of the fan. On the other hand the compression pressure diminishes. The curve marked total gauge is the compression pressure +the velocity head in th« discharge pipe, both in inches of water. This curve falls, but not nearly so much as the compression curve, when the resist- ance in the air trunk is diminished. The brake horse-power increases as the resistance is diminished because the volume of discharge in- creases very much. The curve marked efficiency is the efficiency calculated on the work of compression only. It is zero for no dis- charge, and zero also when there is no resistance and all the energy given to the air is carried away as kinetic energy. There is a dis- charge for which this efficiency is a maximum; it is about half the discharge which there is when there is no resistance and the delivery pipe is full open. The conditions of speed and discharge correspond- ing to the greatest efficiency of compression are those ordinarily taken as the best normal conditions of working. The curve marked 2000 3OOO Discharge - CfT. ptr mln. Tip Speed . too -ft. joer arc. FIG. 213. total efficiency gives the efficiency calculated on the work of com- pression and kinetic energy of discharge. Messrs Gilbert and Heenan found the efficiencies of ordinary fans calculated on the compression to be 40 to 60% when working at about normal conditions. Taking some of Messrs Heenan and Gilbert's results for ordinary fans in normal conditions, they have been found to agree fairly with the following approximate rules. Let pc be the compression pressure and q the volume discharged per second per square foot of outlet area of fan. Then the total gauge pressure due to pressure of compression and velocity of discharge is approximately: p = pe-\-Q-ooo$ ft. per sec. The discharge per square foot of outlet of fan is — 9 = 15 to i8Vp cub. ft. per sec. The total discharge is t = -35^, 7 to 56 dt-Jp d = 0-22 to 0-25 V ( d=0-20 to 0-22V( /V p) ft. ft. For These approximate equations, which are derived purely from experiment, do not differ greatly from those obtained by the rough theory given above. The theory helps to explain the reason for the form of the empirical results. (W. C. U.) HYDRAZINE (DIAMIDOGEN), N2H< or H2 N-NH2, a compound of hydrogen and nitrogen, first prepared by Th. Curtius in 1887 from diazo-acetic ester, N2CH-CO2C2H6. This ester, which is obtained by the action of potassium nitrate on the hydrochloride of amidoacetic ester, yields on hydrolysis with hot concentrated potassium hydroxide an acid, which Curtius regarded as. CaHjN6(CO2H)8, but which A. Hantzsch and O. Silberrad (Ber., 1900, 33, p. 58) showed to be C2H2N4(CQ2H)2, bisdiazo- acetic acid. On digestion of its warm aqueous solution with warm dilute sulphuric acid, hydrazine sulphate and oxalic acid are obtained. C. A. Lobry de Bruyn (Ber., 1895, 28, p. 3085) prepared free hydrazine by dissolving its hydrochloride in methyl alcohol and adding sodium methylate; sodium chloride was precipitated and the residual liquid afterwards fractionated under reduced pressure. It can also be prepared by reducing potassium dinitrososulphonate in ice cold water by means of sodium amalgam: — HYDRAZONE— HYDROCEPHALUS in P. J. Sohestalcov (/. Russ. Phys. Chem. Soc., 1905, 37, p. i) obtained hydrazine by oxidizing urea with sodium hypochlorite in the presence of benzaldehyde, which, by combining with the hydrazine, protected it from oxidation. F. Raschig (German Patent 198307, 1908) obtained good yields by oxidizing ammonia with sodium hypochlorite in solutions made viscous with glue. Free hydrazine is a colourless liquid which boils at 113-5° C., and solidifies about o° C. to colourless crystals; it is heavier than water, in which it dissolves with rise of temperature. It is rapidly oxidized on exposure, is a strong reducing agent, and reacts vigorously with the halogens. Under certain conditions it may be oxidized to azoimide (A. W. Browne and F. F. Shetterly, /. Amer. C.S., 1908, p. 53). By fractional distilla- tion of its aqueous solution hydrazine hydrate NzHj-HjO (or perhaps H2N-NH3OH), a strong base, is obtained, which precipitates the metals from solutions of copper and silver salts at ordinary temperatures. It dissociates completely in a vacuum at 143°, and when heated under atmospheric pressure to 183° it decomposes into ammonia and nitrogen (A. Scott, J. Chem. Soc., 1904, 85, p. 913). The sulphate NjHLj-HzSO^ crystallizes in tables which are slightly soluble in cold water and readily soluble in hot water; it is decomposed by heating above 250° C. with explosive evolution of gas and liberation of sulphur. By the addition of barium chloride to the sulphate, a solution of the hydrochloride is obtained, from which the crystallized salt may be obtained on evaporation. Many organic derivatives of hydrazine are known, the most important being phenylhydrazine, which was discovered by Emil Fischer in 1877. It can be best prepared by V. Meyer and Lecco's method (Ber., 1883, 16, p. 2976), which consists in reducing phenyl- diazonium chloride in concentrated hydrochloric acid solution with stannous chloride also dissolved in concentrated hydrochloric acid. Phenylhydrazine is liberated from the hydrochloride so obtained by adding sodium hydroxide, the solution being then extracted with ether, the ether distilled off, and the residual oil purified by distilla- tion under reduced pressure. Another method is due to E. Bam- berger. The diazonium chloride, by the addition of an alkaline sulphite, is converted into a diazosulphonate, which is then reduced by zinc dust and acetic acid to phenylhydrazine potassium sulphite. This salt is then hydrolysed by heating it with hydrochloric acid — C,HsN2CI + K2SO, = KC1 + C6H6N2-SO,K, C6H6N2-SO*K + 2H = C,H6-NH.NH-SO3K, Phenylhydrazine is a colourless oily liquid which turns brown on exposure. It boils at 241° C., and melts at 17-5° C. It is slightly soluble in water, and is strongly basic, forming well-defined salts with acids. For the detection of substances containing the carbonyl group (such for example as aldehydes and ketones) phenylhydrazine is a very important reagent, since it combines with them with elimination of water and the formation of well-defined hydrazones (see ALDEHYDES, KETONES and SUGARS). It is a strong reducing agent; it precipitates cuprous oxide when heated with Fehling's solution, nitrogen and benzene being formed at the same time— C,H6-NH-NH2.+ 2CuO = Cu2O + N2+H2O + C.He. By energetic re- duction of phenylhydrazine (e.g. by use of zinc dust and hydrochloric acid), ammonia and aniline are produced — CeHsNH-NHj + 2H = CeH6NH2 + NH3. It is a]so a most important synthetic reagent. It combines with aceto-acetic ester to form phenylmethylpyrazolone, from which antipyrine (q.v.) may be obtained. Indoles (q.v.) are formed by heating certain hydrazones with anhydrous zinc chloride ; while semicarbazides, pyrrols (q.v.) and many other types of organic compounds may be synthesized by the use of suitable phenylhydrazine derivatives. HYDRAZONE, in chemistry, a compound formed by the con- densation of a hydrazine with a carbonyl group (see ALDE- HYDES ; KETONES). HYDROCARBON, in chemistry, a compound of carbon and hydrogen. Many occur in nature in the free state: for example, natural gas, petroleum and paraffin are entirely composed of such bodies; other natural sources are india-rubber, turpentine and certain essential oils. They are also revealed by the spectro- scope in stars, comets and the sun. Of artificial productions the most fruitful and important is provided by the destructive or dry distillation of many organic substances; familiar examples are the distillation of coal, which yields ordinary lighting gas, composed of gaseous hydrocarbons, and also coal tar, which, on subsequent fractional distillations, yields many liquid and solid hydrocarbons, all of high industrial value. For details reference should be made to the articles wherein the above subjects are treated. From the chemical point of view the hydrocarbons are of fundamental importance, and, on account of their great number, and still greater number of derivatives, they are studied as a separate branch of the science, namely, organic chemistry. See CHEMISTRY for an account of their classification, &c. HYDROCELE (Gr. vSup, water, and wjXij, tumour), the medical term for any collection of fluid other than pus or blood in the neighbourhood of the testis or cord. The fluid is usually serous. Hydrocele may be congenital or arise in the middle-aged without apparent cause, but it is usually associated with chronic orchitis or with tertiary syphilitic enlargements. The hydrocele appears as a rounded, fluctuating translucent swelling in the scrotum, and when greatly distended causes a dragging pain. Palliative treatment consists in tapping aseptically and remov- ing the fluid, the patient afterwards wearing a suspender. The condition frequently recurs and necessitates radical treatment. Various substances may be injected; or the hydrocele is incised, the tunica partly removed and the cavity drained. HYDROCEPHALUS (Gr. vSup, water, and K€<£aXi), head), a term applied to disease of the brain which is attended with excessive effusion of fluid into its cavities. It exists in two forms — acute and chronic hydrocephalus. Acute hydro- cephalus is another name for tuberculous meningitis (see MENINGITIS). Chronic hydrocephalus, or " water on the brain," consists in an effusion of fluid into the lateral ventricles of the brain. It is not preceded by tuberculous deposit or acute inflammation, but depends upon congenital malformation or upon chronic inflammatory changes affecting the membranes. When the disease is congenital, its presence in the foetus is apt to be a source of difficulty in parturition. It is however more commonly developed in the first six months of life; but it occasionally arises in older children, or even in adults. The chief symptom is the gradual increase in size of the upper part of the head out of all proportion to the face or the rest of the body. Occurring at an age when as yet the bones of the skull have not become welded together, the enlargement may go on to an enormous extent, the spaces between the bones becoming more and more expanded. In a well-marked case the deformity is very striking; the upper part of the forehead projects abnormally, and the orbital plates of the frontal bone being inclined forwards give a downward tilt to the eyes, which have also peculiar rolling movements. The face is small, and this, with the enlarged head, gives a remarkable aged expression to the child. The body is ill-nourished, the bones are thin, the hair is scanty and fine and the teeth carious or absent. The average circumference of the adult head is 22 in., and in the normal child it is of course much less. In chronic hydro- cephalus the head of an infant three months old has measured 29 in.; and in the case of the man Cardinal, who died in Guy's Hospital, the head measured 33 in. In such cases the head cannot be supported by the neck, and the patient has to keep mostly in the recumbent posture. The expansibility of the skull prevents destructive pressure on the brain, yet this organ is materially affected by the presence of the fluid. The cerebral ventricles are distended, and the convolutions are flattened. Occasionally the fluid escapes into the cavity of the cranium, which it fills, pressing down the brain to the base of the skull. As a consequence, the functions of the brain are interfered with, and the mental condition is impaired. The child is dull, listless and irritable, and sometimes imbecile. The special senses become affected as the disease advances; sight is often lost, as is also hearing. Hydrocephalic children generally sink in a few years; nevertheless there have been instances of persons with this disease living to old age. There are, of course, grades of the affection, and children may present many of the symptoms of it in a slight degree, and yet recover, the head ceasing to expand, and becoming in due course firmly ossified. 112 HYDROCHARIDEAE Various methods of treatment have been employed, but the results are unsatisfactory. Compression of the head by bandages, and the administration of mercury with the view of promoting absorption of the fluid, are now little resorted to. Tapping the fluid from time to time through one of the spaces between the bones, drawing off a little, and thereafter employing gentle pressure, has been tried, but rarely with benefit. Attempts have also been made to establish a permanent drainage between the interior of the lateral ventricle and the sub-dural space, and between the lumbar region of the spine and the abdomen, but without satisfactory results. On the whole, the plan of treatment which aims at maintaining the patient's nutrition by appropriate food and tonics is the most rational and successful. (E. O.*) HYDROCHARIDEAE, in botany, a natural order of Mono- cotyledons, belonging to the series Helobieae. They are water- plants, represented in Britain by frog-bit (Hydrocharis Morsus- ranae) and water-soldier (Stratiotes aloides). The order contains about fifty species in fifteen genera, twelve of which occur in fresh water while three are marine: and includes both floating and submerged forms. Hydrocharis floats on the surface of still water, and has rosettes of kidney-shaped leaves, from among which spring the flower-stalks; stolons bearing new leaf- rosettes are sent out on all sides, the plant thus propagating itself in the same way as the strawberry. Slratiotes alcfides has a rosette of stiff sword- like leaves, which when the plant is in flower project above the Surface; it is also stoloniferous, the young rosettes sinking to the bottom at the beginning of winter and rising again to the surface in the spring. Vallisneria (eel-grass) contains two species, one native of tropical Asia, the other in- habiting the warmer parts of both hemi- spheres and reaching as far north as south Morsus-ranae — Europe. It grows in FlG. I. — Hydrocharis the mud at the bottom of fresh water, and the short stem bears a cluster of long, narrow grass-like leaves; new plants are formed at Frog-bit — male plant, half natural size. 1, Female flower, half natural size. 2, Stamens, enlarged. 3, Barren pistil of male flower, enlarged. 4, Pistil of female flower. 5, Fruit. 6, Fruit cut transversely. 7 Seed 8, 9, Floral diagrams of male and female the end °f flowers respectively. runners. Another type s. Rudimentary stamens. is represented by Elodea canadensis or water-thyme, which has been introduced into the British Isles from North America. It is a small, submerged plant with long, slender branching stems bearing whorls of narrow toothed leaves; the flowers appear at the surface when mature. Halophila, Enhalus and Thalassia are submerged maritime plants found on tropical coasts, mainly in the Indian and Pacific oceans; Halophila has an elongated stem rooting at the nodes; Enhalus a short, thick rhizome, clothed with black threads resembling horse-hair, the persistent hard-bast strands of the leaves; Thalassia has a creeping rooting stem with upright branches bearing crowded strap-shaped leaves in two rows. The flowers spring from, or are enclosed in, a spathe, and are unisexual and regular, with generally a calyx and corolla, each of three members; the stamens are in whorls of three, the inner whorls are often barren; the two to fifteen carpels form an inferior ovary containing generally numerous ovules on often large, produced, parietal placentas. The fruit is leathery or fleshy, opening irregularly. The seeds contain a large embryo and no endosperm. In Hydrocharis (fig. i), which is dioe- cious, the flowers are borne above the surface of the water, have con- spicuous white petals, contain honey and are pollinated by in- sects. Stratiotes has similar flowers which come above the surface only for pollination, becoming sub- merged again during ripening of the fruit. In Val- lisneria (fig. 2), which is also dioe- cious, the small male flowers are borne in large numbers in short- stalked spathes; the petals are minute and scale- like, and only two of the three stamens are fer- FIG. 2.— Vallisneria spiralis—Ee\ grass — tile; the flowers 9ya,rter, natural size- A' Female plant; B, , . , Male plant, become detached before opening and rise to the surface, where the sepals expand and form a float bearing the two projecting semi-erect stamens. The female flowers are solitary and are raised to the surface on a long, spiral stalk; the ovary bears three broad styles, on which some of the large, sticky Af^A pollen-grains from the floating male flowers get de- posited (fig. 3). After pollination the female flower becomes drawn below the surface by the spiral con- traction of the long stalk, and the fruit ripens near the bottom. Elodea has poly- gamous flowers FIG. 3. (that is, male, female and hermaphrodite), solitary, in slender, tubular spathes; the male flowers become detached and rise to the surface; the females are raised to the surface when mature, and receive the floating pollen from the male. The flowers of Halophila are submerged and apetalous. The order is a widely distributed one; the marine forms are tropical or subtropical, but the fresh-water genera occur also in the temperate zones. HYDROCHLORIC ACID— HYDROGEN HYDROCHLORIC ACID, also known in commerce as " spirits of salts " and " muriatic acid," a compound of hydrogen and chlorine. Its chemistry is discussed under CHLORINE, and 'its manufacture under ALKALI MANUFACTURE. HYDRODYNAMICS (Gr. vdwp, water, 8vva/us, strength), the branch of hydromechanics which discusses the motion of fluids (see HYDROMECHANICS). HYDROGEN [symbol H, atomic weight 1-008(0=16)], one of the chemical elements. Its name is derived from Gr. OSoip, water, and yevvativ, to produce, in allusion to the fact that water is produced when the gas burns in air. Hydrogen appears to have been recognized by Paracelsus in the i6th century; the combustibility of the gas was noticed by Turquet de Mayenne in the i7th century, whilst in 1700 N. Lemery showed that a mixture of hydrogen and air detonated on the application of a light. The first definite experiments concerning the nature of hydrogen were made in 1766 by H. Cavendish, who showed that it was formed when various metals were acted upon by dilute sulphuric or hydrochloric acids. Cavendish called it " in- flammable air," and for some time it was confused with other inflammable gases, all of which were supposed to contain the 'Same inflammable principle, " phlogiston," in combination with varying amounts of other substances. In 1781 Cavendish showed that water was the only substance produced when hydrogen was burned in air or oxygen, it having been thought previously to this date that other substances were formed during the reaction, A. L. Lavoisier making many experiments with the object of finding an acid among the products of combustion. Hydrogen is found in the free state in some volcanic gases, in fumaroles, in the carnallite of the Stassfurt potash mines (H. Precht, Bcr., 1886, 19, p. 2326), in some meteorites, in certain stars and nebulae, and also in the envelopes of the sun. In combination it is found as a constituent of water, of the gases from certain mineral springs, in many minerals, and in most animal and vegetable tissues. It may be prepared by the electro- lysis of acidulated water, by the decomposition of water by various metals or metallic hydrides, and by the action of many metals on acids or on bases. The alkali metals and alkaline earth metals decompose water at ordinary temperatures; magnesium begins to react above 70° C., and zinc at a dull red heat. The decomposition of steam by red hot iron has been studied by H. Sainte-Claire Deville (Comptes rendus, 1870, 70, p. 1105) and by H. Debray (ibid., 1879, 88, p. 1341), who found that at about 1500° C. a condition of equilibrium is reached. H. Moissan (Bull. soc. chim., 1902, 27, p. 1141) has shown that potassium hydride decomposes cold water, with evolution of hydrogen, KH-r-H2O = KOH+H2. Calcium hydride or hydrolite, prepared by passing hydrogen over heated calcium, decomposes water similarly, i gram giving i litre of gas; it has been proposed as a commercial source (Prats Aymerich, Abst. J.C.S., 1907, ii. p. 543), as has also aluminium turnings moistened with potassium cyanide and mercuric chloride, which decomposes water regularly at 70°, i gram giving 1-3 litres of gas (Mauricheau-Beaupre, Comptes rendus, 1908, 147, p. 310). Strontium hydride behaves similarly. In preparing the gas by the action of metals on acids, dilute sulphuric or hydrochloric acid is taken, and the metals commonly used are zinc or iron. So obtained, it contains many impurities, such as carbon dioxide, nitrogen, oxides of nitrogen, phosphoretted hydrogen, arseniuretted hydrogen, &c., the removal of which is a matter of great difficulty (see E. W. Morley, Amer. Chem. Journ., 1890, 12, p. 460). When prepared by the action of metals on bases, zinc or aluminium and caustic soda or caustic potash are used. Hydrogen may also be obtained by the action of zinc on ammonium salts (the nitrate excepted) (Lorin, Comptes rendus, 1865, 60, p. 745) and by heating the alkali formates or oxalates with caustic potash or soda, Na2C2O4+2NaOH = H2-r-2Na2CO3. Technically it is prepared by the action of superheated steam on incandescent coke (see F. Hembert and Henry, Comptes rendus, 1885, 101, p. 797; A. Naumann and C. Pistor, Ber., 1885, 18, p. 1647), or by the electrolysis of a dilute solution of caustic soda (C. Winssinger, Chem. Zeit., 1898, 22, p. 609; " Die Elektrizitats-Aktiengesell- schaft," Zeit. f. Elektrochem., 1901, 7, p. 857). In the latter method a 15 % solution of caustic soda is used, and the electrodes are made of iron; the cell is packed in a wooden box, surrounded with sand, so that the temperature is kept at about 70° C.; the solution is replenished, when necessary, with distilled water. The purity of the gas obtained is about 97 %• Pure hydrogen is a tasteless, colourless and odourless gas of specific gravity 0-06947 (air= i) (Lord Rayleigh, Proc. Roy. Soc., 1893, p. 319). It may be liquefied, the liquid boiling at -252-68° C. to -252-84°C., and it has also been solidified, the solid melting at -264° C. (J. Dewar, Comptes rendus, 1899, 129, p. 451; Chem. News, 1901, 84, p. 49; see also LIQUID GASES). The specific heat of gaseous hydrogen (at constant pressure) is 3.4041 (water=i), and the ratio of the specific heat at constant pressure to the specific heat at constant volume is 1-3852 (W. C. Rontgen, Fogg. Ann., 1873, 148, p. 580). On the spectrum see SPECTROSCOPY. Hydrogen is only very slightly soluble in water. It diffuses very rapidly through a porous membrane, and through some metals at a red heat (T. Graham, Proc. Roy. Soc., 1867, 15, p. 223; H. Sainte-Claire Deville and L. Troost, Comptes rendus, 1863, 56, p. 977). Palladium and some other metals are capable of absorbing large volumes of hydrogen (especially when the metal is used as a cathode in a water electrolysis apparatus). L. Troost and P. Hautefeuille (Ann. chim. phys., 1874, (5) 2, p. 279) considered that a palladium hydride of composition Pd2H was formed, but the investigations of C. Hoitsema (Zeit. phys. Chem., 1895, 17, p. i), from the standpoint of the phase rule, do not favour this view, Hoitsema being of the opinion that the occlusion of hydrogen by palladium is a process of continuous absorption. Hydrogen burns with a pale blue non-luminous flame, but will not support the combustion of ordinary combustibles. It forms a highly explosive mixture with air or oxygen, especially when in the proportion of two volumes of hydrogen to one volume of oxygen. H. B. Baker (Proc. Chem. Soc., 1902, 18, p. 40) has shown that perfectly dry hydrogen will not unite with perfectly dry oxygen. Hydrogen combines with fluorine, even at very low temperatures, with great violence; it also combines with carbon, at the temperature of the electric arc. The alkali metals when warmed in a current of hydrogen, at about 360° C., form hydrides of composition RH(R = Na, K, Rb, Cs), (H. Moissan, Bull. soc. chim., 1902, 27, p. 1141); calcium and strontium similarly form hydrides CaH2, SrH2 at a dull red heat (A. Guntz, Comptes rendus, 1901, 133, p. 1209). Hydrogen is a very powerful re- ducing agent; the gas occluded by palladium being very active in this respect, readily reducing ferric salts to ferrous salts, nitrates to nitrites and ammonia, chlorates to chlorides, &c. For determinations of the volume ratio with which hydrogen and oxygen combine, see J. B. Dumas, Ann. chim. phys., 1843 (3), 8, p. 189; O. Erdmann ^nd R. F. Marchand, ibid. p. 212; E. H. Keiser, Ber., 1887, 20, p. 2323; J. P. Cooke and T. W. Richards, Amer. Chem. Journ., 1888, 10, p. 191; Lord Rayleigh, Chem. News, 1889, 59, p. 147; E. W. Morley, Zeit. phys. Chem., 1890, 20, p. 417; and S. A. Leduc, Comptes rendus, 1899, 128, p. 1158. Hydrogen combines with oxygen to form two definite com- pounds, namely, water (q.v.), H2O, and hydrogen peroxide, H2O2, whilst the existence of a third oxide, ozonic acid, has been indicated. Hydrogen peroxide, H2O2, was discovered by L. J. Thenard in 1818 (Ann. chim. phys., 8, p. 306). It occurs in small quantities in the atmosphere. It may be prepared by passing a current of carbon dioxide through ice-cold water, to which small quantities of barium peroxide are added from time to time (F. Duprey, Comptes rendus, 1862, 55, p. 736; A. J. Balard, ibid., p. 758), BaO2+CO2-r-H2O = H2O2+BaCO3. E. Merck (Abst. J.C.S., 1907, ii., p. 859) showed that barium percarbonate, BaC04, is formed when the gas is in excess; this substance readily yields the peroxide with an acid. Or barium peroxide may be decom- posed by hydrochloric, hydrofluoric, sulphuric or silicofluoric acids (L. Crismer, Bull. soc. chim., 1891 (3), 6, p. 24; Hanriot, Comptes rendus, 1885, 100, pp. 56, 172), the peroxide being added HYDROGRAPHY— HYDROLYSIS in small quantities to a cold dilute solution of the acid. It is necessary that it should be as pure as possible since the commercial product usually contains traces of ferric, manganic and aluminium oxides, together with some silica. To purify the oxide, it is dissolved in dilute hydrochloric acid until the acid is neatly neutralized, the solution is cooled, filtered, and baryta water is added until a faint permanent white precipitate of hydrated barium peroxide appears; the solution is now filtered, and a concentrated solution of baryta water is added to the filtrate, when a crystalline precipitate of hydrated barium peroxide, BaO28-H2O, is thrown down. This is filtered off and well washed with water. The above methods give a dilute aqueous solution of hydrogen peroxide, which may be concentrated somewhat by evaporation over sulphuric acid in vacua. H. P. Talbot and H. R. Moody (Jour. Anal. Chem., 1892, 6, p. 650) prepared a more concentrated solution from the commercial product, by the addition of a 10% solution of alcohol and baryta water. The solution is filtered, and the barium precipitated by sulphuric acid. The alcohol is removed by distillation in vacua, and by further concentration in vacua a solution may be obtained which evolves 580 volumes of oxygen. R. Wolffenstein (Ber., 1894, 27, p. 2307) prepared practically anhydrous hydrogen peroxide (containing 99-1% H20j) by first removing all traces of dust, heavy metals and alkali from the commercial 3% solution. The solution is then concentrated in an open basis on the water- bath until it contains 48% HjOj. The liquid so obtained is extracted with ether and the ethereal solution distilled under diminished pressure, and finally purified by repeated distillations. W. Staedel (Zeit.f. angew. Chem., 1902, 15, p. 642) has described solid hydrogen peroxide, obtained by freezing concentrated solutions. Hydrogen peroxide is also found as a product in many chemical actions, being formed when carbon monoxide and cyanogen burn in air (H. B. Dixon); by passing air through solutions of strong bases in the presence of such metals as do not react with the bases to liberate hydrogen; by shaking zinc amalgam with alcoholic sulphuric acid and air (M. Traube, Ber., 1882, 15, p. 659) ; in the oxidation of zinc, lead and copper in presence of water, and in the electrolysis of sulphuric acid of such strength that it contains two molecules of water to one molecule of sulphuric acid (M. Berthelot, Camples rendus, 1878, 86, p. 71). The anhydrous hydrogen peroxide obtained by Wolfienstein boils at 84-8s°C. (68 mm.) ; its specific gravity is 1-4996 (1-5° C.). It is very explosive (W. Spring, Zeit. anorg. Chem., 1895, 8, p. 424). The explosion risk seems to be most marked in the preparations which have been extracted with ether previous to distillation, and J. W. Briihl (Ber., 1895, 28, p. 2847) is of opinion that a very unstable, more highly oxidized product is produced in small quantity in the process. The solid variety prepared by Staedel forms colourless, prismatic crystals which melt at -2° C. ; it is decomposed with explosive violence by platinum sponge, and traces of manganese dioxide. The dilute aqueous solution is very unstable, giving up oxygen readily, and decomposing with explosive violence at 100° C. An aqueous solution containing more than 1-5% hydrogen peroxide reacts slightly acid. To- wards lupetidin [oa' dimethyl piperidine, C6HjN(CH3)2] hydrogen peroxide acts as a dibasic acid (A. Marcuse and R. Wolffenstein, Ber., 1001, 34, p. 2430; see also G. Bredig, Zeit. Electrochem., 1901, 7, p. 622). Cryoscopic determinations of its molecular weight show that it is H2O2. [G. Carrara, Rend, della Accad. dei Lincei, 1892 (5), i, ii. p. 19; W. R. Orndorff and J. White, Amer. Chem. Journ., 1893, 15, p. 347.] Hydrogen peroxide behaves very frequently as a powerful oxidizing agent; thus lead sulphide is converted into lead sulphate in presence of a dilute aqueous solution of the peroxide, the hydroxides of the alkaline earth metals are converted into peroxides of the type MOy8H2O, titanium dioxide is converted into the trioxide, iodine is liberated from potassium iodide, and nitriles (in alkaline solution) are converted into acid-amides (B. Radziszewski,5er., 1884, 17, p. 355). In many cases it is found that hydrogen peroxide will only act as an oxidant when in the presence of a catalyst; for example, formic, glygollic, lactic, tartaric, malic, benzoic and other organic acids are readily oxidized in the presence of ferrous sulphate (H. J. H. Fenton, Jour. Chem. Soc., 1900, 77, p. 69), and sugars are readily oxidized in the presence of ferric chloride (O. Fischer and M. Busch, Ber., 1891, 24, p. 1871). It is sought to explain these oxidation processes by assuming that the hydrogen peroxide unites with the compound undergoing oxidation to form an addition compound, which subsequently decomposes (J. H. Kastle and A. S. Loevenhart, Amer. Chem. Journ., 1903, 29, pp. 397, 517). Hydrogen peroxide can also react as a reducing agent, thus silver oxide is reduced with a rapid evolution of oxygen. The course of this reaction can scarcely be considered as definitely settled; M. Berthelot considers that a higher oxide of silver is formed, whilst A. Baeyer and V. Villiger are of opinion that reduced silver is obtained [see Comptes rendus, 1901, 133, p. 555; Ann. Chim. Phys., 1897 (7), n, p. 217, and .Ber., 1901,34, p. 2769]. Potassium permanganate, in the presence of dilute sulphuric acid, is rapidly reduced by hydrogen peroxide, oxygen being given off, 2KMnO4-(- 3H2SO4-r-5H2O2 = K2SO4-|-2MnSO4-r-8H2O+5O2. Lead peroxide is reduced to the monoxide. Hypochlorous acid and its salts, together with the corresponding bromine and iodine compounds, liberate oxygen violently from hydrogen peroxide, giving hydro- chloric, hydrobromic and hydriodic acids (S. Tanatar, Ber., 1899, 32, p. 1013). On the constitution of hydrogen peroxide see C. F. Schonbein, Jour. prak. Chem., 1858-1868; M. Traube, Ber., 1882-1889; J. W. Briihl, Ber., 1895, 28, p. 2847; 1900, 33, p. 1709; S. Tanatar, Ber., 1903. 36, p. 1893. Hydrogen peroxide finds application as a bleaching agent, as an antiseptic, for the removal of the last traces of chlorine and sulphur dioxide employed in bleaching, and for various quantitative separa- tions in analytical chemistry (P. Jannasch, Ber., 1893, 26, p. 2908). It may be estimated by titration with potassium permanganate in acid solution; with potassium ferricyanide in alkaline solution, 2K,Fe(CN)8+2KOH+H2O2 = 2K4Fe(CN)«+2H2O+O2;or by oxidiz- ing arsenious acid in alkaline solution with the peroxide and back titration of the excess of arsenious acid with standard iodine (B. Grutzner, Arch, der Pharm., 1899, 237, p. 705). It may be recognized by the violet coloration it gives when added to a very dilute solution of potassium bichromate in the presence of hydro- chloric acid ; by the orange-red colour it gives with a solution of titanium dioxide in concentrated sulphuric acid; and by the pre- cipitate of Prussian blue formed when it is added to a solution containing ferric chloride and potassium ferricyanide. Ozonic Acid, H2O«. By the action of ozone on a 40% solution of potassium hydroxide, placed in a freezing mixture, an orange- brown substance is obtained, probably K2O4, which A. Baeyer and V. Villiger (Ber., 1902, 35, p. 3038) think is derived from ozonic acid, produced according to the reaction Oa+H2O = H2O«. HYDROGRAPHY (Gr. vSup, water, and ypafaiv, to write), the science dealing with all the waters of the earth's surface, including the description of their physical features and con- ditions; the preparation of charts and maps showing the position of lakes, rivers, seas and oceans, the contour of the sea-bottom, the position of shallows, deeps, reefs and the direction and volume of currents; a scientific description of the position, volume, configuration, motion and condition of all the waters of the earth. See also SURVEYING (Nautical) and OCEAN AND OCEANOGRAPHY. The Hydrographic Department of the British Admiralty, established in 1795, undertakes the making of charts for the admiralty, and is under the charge of the hydrographer to the admiralty (see CHART). HYDROLYSIS (Gr. vSup, water, \vttv, to loosen), in chemistry, a decomposition brought about by water after the manner shown in the equation R-X+H-OH = R-H+X-OH. Modern research has proved that such reactions are not occasioned by water acting as H2O, but really by its ions (hydrions and hydroxidions), for the velocity is proportional (in accordance with the law of chemical mass action) to the concentration of these ions. This fact explains the so-called " catalytic " action of acids and bases in decomposing such compounds as the esters. The term " saponification " (Lat. sapo, soap) has the same meaning, but it is more properly restricted to the hydrolysis of the fats, i.e. glyceryl esters of organic acids, into glycerin and a soap (see CHEMICAL ACTION). HYDROMECHANICS HYDROMECHANICS (Gr. vdpo/jurixanKa) , the science of the mechanics of water and fluids in general, including hydrostatics or the mathematical theory of fluids in equilibrium, and hydro- mechanics, the theory of fluids in motion. The practical applica- tion of hydromechanics forms the province of hydraulics (g.v.) . Historical. — The fundamental principles of hydrostatics were first given by Archimedes in his work lUpi ran bxov^tv- (2) Thus in water, where w=62-4lb/ft.3, the pressure increases 62-4 ft/ft.2, or 62-4 -5-144=0-433 ft/in.2 for every additional foot of depth. 10. Theorem. — If two liquids of different density are resting in vessels in communication, the height of the free surface of such liquid above the surface of separation is inversely as the density. For if the liquid of density a rises to the height h and of density p to the height k, and po denotes the atmospheric pressure, the pressure in the liquid at the level of the surface of separation will be ah-\-ps, and pk-{-po, and these being equal we have ah = pk. (i) The principle is illustrated in the article BAROMETER, where a column of mercury of density a and height h, rising in the tube to the Torricellian vacuum, is balanced by a column of air of density p, which may be supposed to rise as a homogeneous fluid to a height k, called the height of the homogeneous atmosphere. Thus water being about 800 times denser than air and mercury 13-6 times denser than water, (2) and with an average barometer height of 30 in. this makes k 27,200 ft., about 8300 metres. 1 1 . The Head of Water or a Liquid. — The pressure a h at a depth h ft. in liquid of density a is called the pressure due to a head of h ft. of the liquid. The atmospheric pressure is thus due to an average head of 30 in. of mercury, or 30X13-6-^12=34 ft. of water, or 27,200 ft. of air. The pressure of the air is a convenient unit to employ in practical work, where it is called an " atmosphere "; it is made the equivalent of a pressure of one kg/cm2; and one ton/inch2, employed as the unit with high pressure as in artillery, may be taken as 150 atmospheres. 12. Theorem. — A body immersed in a fluid is buoyed up by a force equal to the weight of the liquid displaced, acting vertically upward through the centre of gravity of the displaced liquid. For if the body is removed, and replaced by the fluid as at first, this fluid is in equilibrium under its own weight and the thrust of the surrounding fluid, which must be equal and opposite, and the sur- rounding fluid acts in the same manner when the body replaces the displaced fluid again; so that the resultant thrust of the fluid acts vertically upward through the centre of gravity of the fluid displaced, and is equal to the weight. When the body is floating freely like a ship, the equilibrium of this liquid thrust with the weight of the ship requires that the weight of water displaced is equal to the weight of the ship and the two centres of gravity are in the same vertical line. So also a balloon begins to rise when the weight of air displaced is greater than the weight of the balloon, and it is in equilibrium when the weights are equal. This theorem is called generally the principle of Archimedes. It is used to determine the density of a body experimentally; for if W is the weight of a body weighed in a balance in air (strictly in vacua), and if W is the weight required to balance when the body is suspended in water, then the upward thrust of the liquid n8 HYDROMECHANICS [HYDROSTATICS or weight of liquid displaced is W-W, so that the specific gravity (S.G.), defined as the ratio of the weight of a body to the weight of an equal volume of water, is W/(W-W')- As stated first by Archimedes, the principle asserts the obvious fact that a body displaces its own volume of water; and he utilized it in the problem of the determination of the adulteration of the crown of Hiero. He weighed out a lump of gold and of silver of the same weight as the crown; and, immersing the three in succession in water, he found they spilt over measures of water in the ratio •ft '• A : ft °r 33 : 24 : 44 ; thence it follows that the gold : silver alloy of the crown was as 1 1 : 9 by weight. 13. Theorem. — The resultant vertical thrust on any portion of a curved surface exposed to the pressure of a fluid at rest under gravity is the weight of fluid cut out by vertical lines drawn round the boundary of the curved surface. Theorem. — The resultant horizontal thrust in any direction is obtained by drawing parallel horizontal lines round the boundary, and intersecting a plane perpendicular to their direction in a plane curve; and then investigating the thrust on this plane area, which will be the same as on the curved surface. The proof of these theorems proceeds as before, employing the normality principle; they are required, for instance, in the deter- mination of the liquid thrust on any portion of the bottom of a ship. In casting a thin hollow object like a bell, it will be seen that the resultant upward thrust on the mould may be many times greater than the weight of metal; many a curious experiment has been devised to illustrate this property and classed as a hydrostatic paradox (Boyle, Hydrostatical Paradoxes, 1666). Consider, for instance, the operation of casting a hemispherical bell, in fig. 2. As the molten metal is run in, the upward thrust on the outside mould, when the level has reached PP', is the weight of metal in the volume gen- erated by the revolution of APQ; and this, by a theorem of Archimedes, has the same volume as the cone ORR', or fay*, where y is the depth of metal, the horizontal sections being equal so long as y is less than the radius of the outside hemisphere. Afterwards, when the metal has risen above B, to the level KK', the additional thrust is the weight of the cylinder of diameter KK' and height BH. The upward thrust is the same, however thin the metal may be in the interspace between the outer mould and the core inside ; and this was formerly considered paradoxical. Analytical Equations of Equilibrium of a Fluid at rest under any System of Force. 14. Referred to three fixed coordinate axes, a fluid, in which the pressure is p, the density p, and X, Y, Z the components of impressed force per unit mass, requires for the equilibrium of the part filling a fixed surface S, on resolving parallel to Ox, JjlpdS=jjfpXdxdydz, (i) where /, m, n denote the direction cosines of the normal drawn outward of the surface S. But by Green's transformation ///pdS=///gd*_i_± d9 . pdz~p dz~8 dz~p~6dz~k~8dz' which is positive, and the density p diminishes with the ascent, provided the temperature-gradient dS/dz does not exceed 8/k. With uniform temperature, taking k constant in the gas-equation, dp/dz = p=p/k, p=pee'"<, . (9) so that in ascending in the atmosphere of thermal equilibrium the pressure and density diminish at compound discount, and for pressures pi and pi at heights Zi and z2 (zi-za)/* =log.(#j//>i) =2-3 logio(/>2//>i). (10) In the convective equilibrium of the atmosphere, the air is sup- posed to change in density and pressure without exchange of heat by conduction ; and then p/po = (9/ffo)", Plpo = (0/ft>)"+1, (n) where y is the ratio of the specific heat at constant pressure and constant volume. In the more general case of the convective equilibrium of a spherical atmosphere surrounding the earth, of radius a, gravity varying inversely as the square of the distance r from the centre; so that, k = po/po, denoting the height of the homogeneous atmosphere at the surface, 8 is given by (n + i)ft(i-9/flo)=o(i-o/r), (13) or if c denotes the distance where 8 = 0, i = -r-^ 04) ' When the compressibility of water is taken into account in a deep ocean, an experimental law must be employed, such as />-£o = £(p-po), or p/po =! + (£-» A, X = fcpo, (15) so that X is the pressure due to a head k of the liquid at density po under atmospheric pressure /v, and it is the gauge pressure required on this law to double the density. Then dp/dz = kdp/dz=p, p=p^'k, p-po = kpo(e""'-i); (16) and if the liquid was incompressible, the depth at pressure p would be (p—pa)/pa, so that the lowering of the surface due to compression is ke*lk-k-z = \zllk, when k is large. (17) For sea water, X is about 25,000 atmospheres, and k is then 25,000 times the height of the water barometer, about 250,000 metres, so that in an ocean 10 kilometres deep the level is lowered about 200 metres by the compressibility of the water; and the density at the bottom is increased 4 %. On another physical assumption of constant cubical elasticity X, (i 8) dz pt p (19) HYDROSTATICS] HYDROMECHANICS 119 (3) (4) (5) (6) (7) (8) (9) and the lowering of the surface is i> — Po p F i / z \ z* , * <- ^— Z = k log — — Z= — k log I I— j-1 — ZK—r (2O) Po 6 Po V «/ 2« as before in 17). 16. Centre of Pressure. — A plane area exposed to fluid pressure on one side experiences a single resultant thrust, the integrated pressure over the area, acting through a definite point called the centre of pressure (C.P.) of the area. Thus if the plane is normal to Oz, the resultant thrust R=ffpdxdy, (i) and the co-ordinates *, y of the C.P. are given by xR=ffxpdxdy, yR = ffypdxdy. (2) The C.P. is thus the C.G. of a plane lamina bounded by the area, in which the surface density is p. If p is uniform, the C.P. and C.G. of the area coincide. For a homogeneous liquid at rest under gravity, p is proportional to the depth below the surface, i.e. to the perpendicular distance from the line of intersection of the plane of the area with the free surface of the liquid. If the equation of this line, referred to new coordinate axes in the plane area, is written x cos o +y sin a — h = O, R=fjp(h—xcosa—y sin a)dxdy, xR = ffpx(h—xcos o— y sin a)dxdy, yR = fjpy(h—xcos a— y sin a)dxdy. Placing the new origin at the C.G. of the area A, ffxdxdy = o, ffydxdy = o, R = p«A, xhA= —cos affxydA— sin affxydA, yhA = —cos affxydA— sin aff)3dA. Turning the axes to make them coincide with the principal axes of the area A, thus making ffxydA = O, xh = — a* cos a, y&= — V sin a, (10) where a and 6 denoting the semi-axes of the momental ellipse of the area. This shows that the C.P. is the antipole of the line of intersection of its plane with the free surface with respect to the momental ellipse at the C.G. of the area. Thus the C.P. of a rectangle or parallelogram with a side in the surface is at f of the depth of the lower side; of a triangle with a vertex in the surface and base horizontal is J of the depth of the base; but if the base is in the surface, the C.P. is at half the depth of the vertex; as on the faces of a tetrahedron, with one edge in the surface. The core of an area is the name given to the limited area round its C.G. within which the C.P. must lie when the area is immersed completely; the boundary of the core is therefore the locus of the antipodes with respect to the momental ellipse of water lines which touch the boundary of the area. Thus the core of a circle or an ellipse is a concentric circle or ellipse of one quarter the size. The C.P. of water lines passing through a fixed point lies on a straight line, the antipolar of the point ; and thus the core of a tri- angle is a similar triangle of one quarter the size, and the core of a parallelogram is another parallelogram, the diagonals of which are the middle third of the median lines. In the design of a structure such as a tall reservoir dam it is important that the line of thrust in the material should pass inside the core of a section, so that the material should not be in a state of tension anywhere and so liable to open and admit the water. 17. Equilibrium and Stability of a Ship or Floating Body. The Metacentre. — The principle of Archimedes in § 12 leads immediately to the conditions of equili- brium of a body sup- ported freely in fluid, like a fish in water or a balloon in the air, or like a ship (fig. 3) floating partly im- mersed in water and the rest in air. The body is in equili- brium under two forces: — (i.) its weight W acting vertically downward through G, the C.G. of the body, and (ii.) the buoyancy of the fluid, equal to the weight of the displaced fluid, and acting vertically upward through E, the C.G. of the displaced fluid; for equilibrium these two forces must be equal and opposite in the same line. The conditions of equilibrium of a body, floating like a ship on the surface of a liquid, are therefore: — (i.) the weight of the body must be less than the weight of the total volume of liquid it can displace; or else the body will sink to the bottom of the liquid; the difference of the weights is called the " reserve of buoyancy." (ii.) the weight of liquid which the body displaces in the position of equilibrium is equal to the weight W of the body ; and (iii.) the C.G., B, of the liquid displaced and G of the body, must lie in the same vertical line GB. 18. In addition to satisfying these conditions of equilibrium, a ship must fulfil the further condition of stability, so as to keep upright; if displaced slightly from this position, the forces called into play must be such as to restore the ship to the upright again. The stability of a ship is investigated practically by inclining it; a weight is moved across the deck and the angle is observed of the heel produced. Suppose P tons is moved c ft. across the deck of a ship of W tons displacement ; the C.G. will move from G to Gi the reduced distance GiG2 = c(P/W); and if B, called the centre of buoyancy, moves to BI, along the curve of buoyancy BBi, the normal of this curve at Bi will be the new vertical Bid, meeting the old vertical in a point M, the centre of curvature of BBi, called the metacentre. If the ship heels through an angle 9 or a slope of I in m, GU=GGicot0=mc(PfW), (i) and GM is called the metacentric height; and the ship must be ballasted, so that G lies below M. If G was above M, the tangent drawn from G to the evolute of B , and normal to the curve of buoyancy, would give the vertical in a new position of equilibrium. Thus in H.M.S. " Achilles " of 9000 tons displacement it was found that moving 20 tons across the deck, a distance of 42 ft., caused the bob of a pendulum 20 ft. long to move through 10 in., so that also cot 9=24, e =2" 24'. (2) (3) In a diagram it is conducive to clearness to draw the ship in one position, and to incline the water-line; and the page can be turned if it is desired to bring the new water-line horizontal. Suppose the ship turns about an axis through F in the water-line area, perpendicular to the plane of the paper; denoting by y the distance of an element dA if the water-line area from the axis of rotation, the change of displacement is ~LydA tan 9, so that there is no change of displacement if 2y<2A=o, that is, if the axis passes through the C.G. of the water-line area, which we denote by F and call the centre of notation. The righting couple of the wedges of immersion and emersion will be ZwydA. tan O.y=w tan 02/dA = w tan e.Ak1 f t. tons, (4) w denoting the density of water in tons/ft.3, and W = a>V, for a displacement of V ft.3 This couple, combined with the original buoyancy W through B, is equivalent to the new buoyancy through B, so that W.BBi=wA*2tan9, (5) BM = BBi cot 9 = A£2/V, (6) giving the radius of curvature BM of the curve of buoyancy B, in terms of the displacement V, and Ak1 the moment of inertia of the water-line area about an axis through F, perpendicular to the plane of displacement. An inclining couple due to moving a weight about in a ship will heel the ship about an axis perpendicular to the plane of the couple, only when this axis is a principal axis at F of the momental ellipse of the water-line area A. For if the ship turns through a small angle 6 about the line FF', then 61, 62, the C.G. of the wedge of immersion and emersion, will be the C.P. with respect to FF' of the two parts of the water-line area, so that bibi will be conjugate to FF' with respect to the momental ellipse at F. The naval architect distinguishes between the stability of form, represented by the righting couple W.BM, and testability of ballast- ing, represented by W.BG. Ballasted with G at B, the righting couple when the ship is heeled through 0 is given by W.BM. tan0; but if weights inside the ship are raised to bring G above B, the righting couple is diminished by W.BG. tan 8, so that the resultant righting couple is W.GM. tan B. Provided the ship is designed to float upright at the smallest draft with no load on board, the stability at any other draft of water can be arranged by the stowage of the weight, high or low. 19. Proceeding as in § 16 for the determination of the C.P. of an area, the same argument will show that an inclining couple due to 120 HYDROMECHANICS [HYDRODYNAMICS the movement of a weight P through a distance c will cause the ship to heel through an angle 6 about an axis FF' through F, which is conjugate to the direction of the movement of P with respect to an ellipse, not the momental ellipse of the water-line area A, but a confocal to it, of squared semi-axes a?-hV/A, 62-/rV/A, (i) h denoting the vertical height BG between C.G. and centre of buoyancy. The varying direction of the inclining couple PC may be realized by swinging the weight P from a crane on the ship, in a circle of radius c. But if the weight P was lowered on the ship from a crane on shore, the vessel would sink bodily a distance P/wA if P was deposited over F; but deposited anywhere else, say over Q on the water-line area, the ship would turn about a line the antipolar of Q with respect to the confocal ellipse, parallel to FF', at a distance FK from F FK = (£2-fcV/A)/FQ sin QFF' (2) through an angle 0 or a slope of one in m, given by where k denotes the radius of gyration about FF' of the water-line area. Burning the coal on a voyage has the reverse effect on a steamer. HYDRODYNAMICS 20. In considering the motion of a fluid we shall suppose it non-viscous, so that whatever the state of motion the stress across any section is normal, and the principle of the normality and thence of the equality of fluid pressure can be employed, as in hydrostatics. The practical problems of fluid motion, which are amenable to mathematical analysis when viscosity is taken into account, are excluded from treatment here, as constituting a separate branch called "hydraulics" (q.v.). Two methods are employed in hydrodynamics, called the Eulerian and Lagrangian, although both are due originally to Leonhard Euler. In the Eulerian method the attention is fixed on a particular point of space, and the change is observed there of pressure, density and velocity, which takes place during the motion; but in the Lagrangian method we follow up a particle of fluid and observe how it changes. The first may be called the statistical method, and the second the historical, according to J. C. Maxwell. The Lagrangian method being employed rarely, we shall confine ourselves to the Eulerian treatment. The Eulerian Form of the Equations of Motion. 21. The first equation to be established is the equation of continuity, which expresses the fact that the increase of matter within a fixed surface is due to the flow of fluid across the surface into its interior. In a straight uniform current of fluid of density p, flowing with velocity q, the flow in units of mass per second across a plane area A, placed in the current with the normal of the plane making an angle 9 with the velocity, is oAg cos 0, the product of the density p, the area A, and q cos 9 the component velocity normal to the plane. Generally if S denotes any closed surface, fixed in the fluid, M the mass of the fluid inside it at any time t, and 9 the angle which the outward-drawn normal makes with the velocity q at that point, dM/dt = rate of increase of fluid inside the surface, (i) = flux across the surface into the interior = -//P2 cos 6dS, the integral equation of continuity. In the Eulerian notation u, v, w denote the components of the velocity q parallel to the coordinate axes at any point (x, y, z) at the time t; u, v, w are functions of x, y, z, t, the independent variables; and d is used here to denote partial differentiation with respect to any one of these four independent variables, all capable of varying one at a time. To transfer the integral equation into the differential equation of continuity, Green's transformation is required again, namely, or individually I I I -rdxdydz= jfl^dS, ..., (3) where the integrations extend throughout the volume and over the surface of a closed space S; I, m, n denoting the direction cosines of the outward-drawn normal at the surface element dS, and {, ij, f any continuous functions of x, y, z. The integral equation of continuity (i) may now be written fffdidxdydz +ff(lP"+mpv+npw)dS = o, (4) ///(&- -} dxdydz = o, (5) which becomes by Green's transformation (pu) d(pv) d(pw)^ dx dy dz leading to the differential equation of continuity when the integration is removed. 22. The equations of motion can be established in a similar way by considering the rate of increase of momentum in a fixed direction of the fluid inside the surface, and equating it to the momentum generated by the force acting throughout the space S, and by the pressure acting over the surface S. Taking the fixed direction parallel to the axis of x, the time-rate of increase of momentum, due to the fluid which crosses the surface, is -fCpuq cos 6dS> = -Jf(lpu*-\-mpuv+npuw)dS, (i) which by Green's transformation is The rate of generation of momentum in the interior of S by the component of force, X per unit mass, is fffpXdxdyds, (3) and by the pressure at the surface S is -JflpdS = - fjj^dydz, (4) by Green's transformation. The time rate of increase of momentum of the fluid inside S is and (5) is the sum of (i), (2}, (3), (4), so that dpuv . dpuw v , d ---' r r r/dpu dpu* JJJ (rar+-3F- (5) dxdydz = o, (6) (7) leading to the differential equation of motion dpu dpu* dpuv dpuw __ -vjip with two similar equations. The absolute unit of force is employed here, and not the gravitation unit of hydrostatics; in a numerical application it is assumed that C.G.S. units are intended. These equations may be simplified slightly, using the equation of continuity (5) §21; for dpu . dpu1 dpuv dpuw du . du . du . du dp , dpu dpv dpw\ • ,„•. reducing to the first line, the second line vanishing in consequence of the equation of continuity; and so the equation of motion may be written in the more usual form du . du , du , du -v- i dp with the two others dv dv dv dv -, — t- u~r~ -T-V-T~ -rW~r~ ~ (Lt dx dy dz dw . dw , dw , dw dy dp (10) (u) 23. As a rule these equations are established immediately by determining the component acceleration of the fluid particle which is passing through (x, y, z) at the instant t of time con- sidered, and saying that the reversed acceleration or kinetic reaction, combined with the impressed force per unit of mass and pressure-gradient, will according to d'Alembert's principle form a system in equilibrium. To determine the component acceleration of a particle, suppose F to denote any function of x, y, z, t, and investigate the time rate of F for a moving particle; denoting the change by DF/dt, DF = . F(X+uSl, y+v&l, z+wSi, t+St)-F(x, y, z, t) ~dT U dF. dF. dF. dF , . = Tt+u3X-+vdy+m^' and D/dl is called particle differentiation, because it follows the rate of change of a particle as it leaves the point x, y, z; but dF/dt, dFfdx, dF/dy, dF/dz (2) represent the rate of change of F at the time t, at the point, x, y, z, fixed in space. HYDRODYNAMICS] HYDROMECHANICS Dp dv dv dv dv ~dT = ^Tt' U7T~ '^iTv' "^ti?' Div div . dw . dw . dw The components of acceleration of a particle of fluid are conse- quently D« du . du.au. du ,„., (4) leading to the equations of motion above. If F (x, y, z, t) =o represents the equation of a surface containing always the same particles of fluid, — =o or— +«— +v— +w— = o (6) which is called the differential equation of the bounding surface. A bounding surface is such that there is no flow of fluid across it, as expressed by equation (6). The surface always contains the same fluid inside it, and condition (6) is satisfied over the complete surface, as well as any part of it. But turbulence in the motion will vitiate the principle that a bounding surface will always consist of the same fluid particles, as we see on the surface of turbulent water. 24. To integrate the equations of motion, suppose the impressed force is due to a potential V, such that the force in any direction is the rate of diminution of V, or its downward gradient ; and then X = -dV/dx, Y = -dV/dy, Z = -dV/dz; (i) and putting dw dv . du dw dv du rf| dr, . dx+dy+dz~ dx dy o, the equations of motion may be written dv dw dH (2) (3) (4) (5) (6) where (7) (8) and the three terms in H may be called the pressure head, potential head, and head of velocity, when the gravitation unit is employed and ig2 is replaced by j?2/g. Eliminating H between (5) and (6) D{ du dv dw . /du . dv --- and combining this with the equation of continuity i_ Dp du dv dw p dt +dx+dy+~dz-°' we have -j- (I) -I5H _2 *!_£^_o dt \pf pdx pdx p dx with two similar equations. Putting (10) (ii) (12) a vortex line is defined to be such that the tangent is in the direction of w, the resultant of £, i\, f, called the components of molecular rotation. A small sphere of the fluid, if frozen suddenly, would retain this angular velocity. If a vanishes throughout the fluid at any instant, equation (11) shows that it will always be zero, and the fluid motion is then called irrotational; and a function exists, called the velocity function, such that udx+vdy+wdz — -d, (13) and then the velocity in any direction is the space-decrease or downward gradient of . 25. But in the most general case it is possible to have three functions , $, m of x, y, z, such that udx -\-vdy -\-wdz = -d-md^, (i) as A. Clebsch has shown, from purely analytical considerations (Crelle, Ivi.) ; and then , m) 17 • >~2 dm dm . dm (2) and so that, at any instant, the surfaces over which i intersect in the vortex lines. (3) and m are constant Putting d ~- the equations of motion (4), (5), (6) § 24 can be written dK _ , d(t, m) dK . dK . dK 121 (4) (5) (6) (7) dK d Dm dm D^- Jx~dx ~dT+-dJ-dT=0 and as we prove subsequently (§37) that the vortex lines are composed of the same fluid particles throughout the motion, the surface m and i/< satisfies the condition of (6) § 23 ; so that K is uniform throughout the fluid at any instant, and changes with the time only, and so may be replaced by F(/). 26. When the motion is steady, that is, when the velocity at any point of space does not change with the time, * — CD and therefore Equation (5) becomes, by a rearrangement, dK d\L /dm . dm . dm . dm\ -' -- dm dK dK.dK dK. dK. dK and (3) is constant along a vortex line, and a stream line, the path of a fluid particle, so that the fluid is traversed by a series of H surfaces, each covered by a network of stream lines and vortex lines; and if the motion is irrotational H is a constant throughout the fluid. Taking the axis of x for an instant in the normal through a point on the surface H= constant, this makes u = o, £ = o ; and in steady motion the equations reduce to where 0 is the angle between the stream line and vortex line; and this holds for their projection on any plane to which dv is drawn perpendicular. In plane motion (4) reduces to dH lag , a\ —j — = 2oF = Q i — ^ -i- I lO dv \dv r] if r denotes the radius of curvature of the stream line, so that p dv' dv ~ dv dv ~r' the normal acceleration. The osculating plane of a stream line in steady motion contains the resultant acceleration, the direction ratios of which are du , du , du d|<72 dig* dH and when q is stationary, the acceleration is normal to the surface H = constant, and the stream line is a geodesic. Calling the sum of the pressure and potential head the statical head, surfaces of constant statical and dynamical head intersect in lines on H, and the three surfaces touch where the velocity is stationary. Equation (3) is called Bernoulli's equation, and may be interpreted as the balance-sheet of the energy which enters and leaves a given tube of flow. If homogeneous liquid is drawn off from a vessel so large that the motion at the free surface at a distance may be neglected, then Bernoulli's equation may be written where P denotes the atmospheric pressure and h the height of the free surface, a fundamental equation in hydraulics; a return has been made here to the gravitation unit of hydrostatics, and Oz is taken vertically upward. In particular, for a jet issuing into the atmosphere, where p = P, (fJ2g = h-z, (9) or the velocity of the jet is due to the head k— z of the still free surface above the orifice; this is Torricelli's theorem (1643), the foundation of the science of hydrodynamics. 27. Uniplanar Motion. — In the uniplanar motion of a homogeneous liquid the equation of continuity reduces to du d_v_ dx dy ' so that we can put , v = d4>/dx, (2) 122 HYDROMECHANICS where = - udy with PP' parallel to Oy; and generally d\///ds is the velocity across ds, in a direction turned through a right angle forward, against the clock. In the equations of uniplanar motion 4 dx dy d: so that in steady motion dH , _,, are conjugate functions of x and y, or putting -\-iln=w, x-\-yi = z, w=f(z). The curves = constant and 4* = constant form an orthogonal system; and the interchange of and ^ will give a new state of uniplanar motion, in which the velocity at every point is turned through a right angle without alteration of magnitude. For instance, in a uniplanar flow, radially inward towards O, the flow across any circle of radius r being the same and denoted by 27rOT, the velocity must be mjr, and = m\ogr, tl/ = mO, -\-^i = m log re**, w = m\ogz. (7) Interchanging these values gives a state of vortex motion, circulating round Oz, called a straight or columnar vortex. A single vortex will remain at rest, and cause a velocity at any point inversely as the distance from the axis and perpendicular to its direc- tion ; analogous to the magnetic field of a straight electric current. If other vortices are present, any one may be supposed to move with the velocity due to the others, the resultant stream function being ^ = Sm log r = log Ilrw; (9) the path of a vortex is obtained by equating the value of ^ at the vortex to a constant, omitting the r"> of the vortex itself. When the liquid is bounded by a cylindrical surface, the motion of a vortex inside may be determined as due to a series of vortex- images, so arranged as to make the flow zero across the boundary. For a plane boundary the image is the optical reflection of the vortex. For example, a pair of equal opposite vortices, moving on a line parallel to a plane boundary, will have a corresponding pair of images, forming a rectangle of vortices, and the path of a vortex will be the Cotes' spiral r sin 26 = 20, or x~*+y-ut = a-t; (10) this is therefore the path of a single vortex in a right-angled corner; and generally, if the angle of the corner is ir/n, the path is the Cotes' spiral r sin nO = na. (n) A single vortex in a circular cylinder of radius o at a distance c from the centre will move with the velocity due to an equal opposite image at a distance o2/c, and so describe a circle with velocity »»c/(a2-c2)in the periodic time 2r(ai-c*)/m. (12) Conjugate functions can be employed also for the motion of liquid in a thin sheet between two concentric spherical surfaces; the com- ponents of velocity along the meridian and parallel in colatitude 9 and longitude X can be written _ J . J * (13) d4 _ i _ _ dj, ~SB sin e 3\' sin 03X de' and then ^+^» = F(tan J0. «x«). (14) 28. Uniplanar Motion of a Liquid due to the Passage of a Cylinder through it. — A stream-function = constant over the moving cylinder; [HYDRODYNAMICS and ^+Uy = ^' is the stream function of the relative motion of the liquid past the cylinder, and similarly // + \Jy- Vx+4R(x2+}'2) is the relative stream function for velocity components, U, V, R. 29. Example I. — Liquid motion past a circular cylinder. Consider the motion given by (i) so that (2) Then ^ = o over the cylinder r — a, which may be considered a fixed post; and a stream line past it along which \[/ = \]c, a constant, is the curve a cubic curve (C»). Over a concentric cylinder, external or internal, of radius r = b, and \l/' is zero if (4) (5) so that the cylinder may swim for an instant in the liquid without distortion, with this velocity Ui; and w in (i) will give the liquid motion in the interspace between the fixed cylinder r = a and the concentric cylinder r = b, moving with velocity Ui. When 6 = 0, Ui = oo; and when 6 = 00, Ui = — U, so that at infinity the liquid is streaming in the direction xO with velocity U. If the liquid is reduced to rest at infinity by the superposition of an opposite stream given by w = — Uz, we are left with (6) (7) 1^ = - U (o2/r) sin 0 = - Va2y/(x' +y*) , (8) giving the motion due to the passage of the cylinder r = a with velocity U through the origin O in the direction Ox. If the direction of motion makes an angle 8' with Ox, -y tan 26, 0 = and the velocity is Ua2/r2. Along the path of a particle, defined by the C» of (3), .*&-£>, . sin2 ie^jdpj, 0, .,dB' 2y-cd (9) (10) (II) on the radius of curvature is }a2/(j> — \c), which shows that the curve is an Elastica or Lintearia. (J. C. Maxwell, Collected Works, ii. 208.) If i denotes the velocity function of the liquid filling the cylinder r = 6, and moving bodily with it with velocity Ui, *,= -U,*, (12) and over the separating surface r = b U/. ,«* a*+b> ^ and this, by § 36, is also the ratio of the kinetic energy in the annular interspace between the two cylinders to the kinetic energy of the liquid moving bodily inside r = b. Consequently the inertia to overcome in moving the cylinder r = b, solid or liquid, is its own inertia, increased by the inertia of liquid (o'+fr2)/^2 — V) times the volume of the cylinder r = b; this total inertia is called the effective inertia of the cylinder r = 6, at the instant the two cylinders are concentric. HYDRODYNAMICS] With liquid of density p, this gives rise to a kinetic reaction to acceleration dV/dt, given by irpb2 . ,2 "gr~ ^2 — pM '~di' ('4^ if M' denotes the mass of liquid displaced by unit length of the cylinder r = b. In particular, when a = co, the extra inertia is M'. When the cylinder r = a is moved with velocity U and r = 6 with velocity Ui along Ox, HYDROMECHANICS 123 #= and similarly, with velocity components V and Vi along Oy (15) (16) (17) and then for the resultant motion „= (U2 + V2)^ TJ Ui+Vi*. 'V-a2Ui+Vii &2_02 z ' ^ The resultant impulse of the liquid on the cylinder is given by the component, over r = a (§ 36), X =/pc*> cos e.ade = wpa? (\J jrr^-Uigj^^) ; (20) and over r = b and the difference X— Xi is the component momentum of the liquid in the interspace ; with similar expressions for Y and Yi. Then, if the outside cylinder is free to move XVI i=°» TV (22) But if the outside cylinder is moved with velocity Ui, and the inside cylinder is solid or filled with liquid of density a, (23) and the inside cylinder starts forward or backward with respect to the outside cylinder, according as p> or — mch 2(i7-o)sin2{, ^ = -j»sh 2 (77-0)033 2{; (i) in which \j/ = o over the ellipse o, and (2) which is constant over the ellipse ij if JRc2^ wish 2 (17-0); (3) so that this ellipse can be rotating with this angular velocity R for an instant without distortion, the ellipse o being fixed. For the liquid filling the interior of a rotating elliptic cylinder of cross section with vVi'=-2R=-2mi(i/a2+i/62;, (5) (6) The velocity of a liquid particle is thus (a2— 62)/(a2+62) of what it would be if the liquid was frozen and rotating bodily with the ellipse; and so the effective angular inertia of the liquid is (of — fr^Vfa'+fc2)2 of the solid; and the effective radius of gyration, solid and liquid, is given by *' = J(o'+n and Ka'-JWa'+P). (7) For the liquid in the interspace between a and 77, 4>_ _ TO ch 2(17-0) sin 2? ~ (8) _ i ~ JRc2sh 217 sin = l/th2(iro)th277; and the effective K* of the liquid is reduced to JcVth2(7j-o)sh2>J, (9) which becomes Jc2/sh 217 = \(al-V)lab, when o = °o,andthe liquid surrounds the ellipse 17 to infinity. An angular velocity R, which gives components — Ry, R* of velocity to a body, can be resolved into two shearing velocities, — R parallel to O*, p.nd R parallel to Oy; and then ^ is resolved into fa+fa, such that ih+JR*2 and fa+$Ry* is constant over the boundary. Inside a cylinder *i-HM = - HRk+yiya'Ka'+b1), (10) *i+*»* = iiRCc+yiT^/V+fi2), (n) and for the interspace, the ellipse a being fixed, and ai revolving with angular velocity R i-hM' = -4»Rc2sh2(77-a+fi)(ch2a+l)/sh2(a1-a), (12) « = lRe'(ch2a,-i), (15) constant values. In a similar way the more general state of motion may be analysed, given by W = mch2(f-y), y = a+0i, (16) as giving a homogeneous strain velocity to the confocal system; to which may be added a circulation, represented by an additional term mf in w. [HYDRODYNAMICS Similarly, with x+yi=CTJ[sin(£-\-rii)] (17) the function lf = Qe shjfo— o)sinj(£-/3) (18) will give motion streaming past the fixed cylinder 77 = 0, and dividing along £ = 0; and then x2— ji2=c2sin£ch77, 2xy=c2cos£sh77. (19) In particular, with sh a = i , the cross-section of 77 = o is when the axes are turned through 45°. 33. Example 3. — Analysing in this way the rotation of a rectangle filled with liquid into the two components of shear, the stream function ^i is to be made to satisfy the conditions (i.) vVi=o, (ii.) ^i + jRx2 = JRa2, or ^i = o when x = =t a, Expanded in a Fourier series, , ,.,-32 - (i) so that lh = R-3 (4) (5) (6) and the resistance of the liquid is 27rpoV2/2g. A relative stream line, along which \j/' = Uc, is the quartic curve '. (7) jjT-i r=- and in the absolute space curve given by ^, dy (y-c)2 2oc . , . 25= zaT' x=-y^-2al°s(y-c). (8) 34. Motion symmetrical about an Axis. — When the motion of a liquid is the same for any plane passing through O*, and lies in the plane, a function \l/ can be found analogous to that employed in plane motion, such that the flux across the surface generated by the revolution of any curve AP from A tq P is the same, and represented by 2ir(\l/— fa); and, as before, if d\)/ is the increase in ^ due to a displacement of P to P', then k the component of velocity normal to the surface swept out by PP' is such that 2wd\(' = 2iryk.PP' ; and taking PP' parallel to Oy and Ox, u = — difr/ydy, v — d^/Jydx, (i) and \lf is called after the inventor, "Stokes's stream or current function," as it is constant along a stream line (Trans. Camb. Phil. Soc., 1842; "Stokes's Current Function," R. A. Sampson, Phil. Trans., 1892); and d I '/•/- f = 0' u = - = - 231-5; a? (6) (7) HYDRODYNAMICS] HYDROMECHANICS Changing to polar coordinates, x = r cos 0, y = r sin 0, the equation (2) becomes, with cos 0=ju, of which a solution, when f = o, is 0 = {(n-r-i)Ar"-nBr-"-1lPn, (10) where Pn denotes the zonal harmonic of the nth order; also, in the exceptional case of ^ = Ao cos 8, <(> = Ao/r ; if* = B0r, (f> = - Bo log tan %9 --iBosh-1*/?. (ii) Thus cos 9 is the Stokes' function of a point source at O, and PA- PB of a line source AB. The stream function ^ of the liquid motion set up by the passage of a solid of revolution, moving with axial velocity U, is such that I^=-U^, ^-HU/ constant, (12) over the surface of the solid; and $ must be replaced byy-'^+illy2 in the general equations of steady motion above to obtain the steady relative motion of the liquid past the solid. For instance, with ra = i in equation (9), the relative stream function is obtained for a sphere of radius a, by making it ,£•=,£+ iUy2 = JU(r2-' is constant, and putting it equal to JUc8, (r2-as/r) sin20=c2, sin20=cV/(r3-rt3), (17) the polar equation; or y = c2r3/(r3-a3), r3=a3;y2/(:y2-c2), (18) a curve of the loth degree (do). In the absolute path in space cos ^ = (2-3 sin20)/V (4-sin20), and sin30 = (;y3-c2;y)/a3, (19) which leads to no simple relation. The velocity past the surface of the sphere is ., (20) so that the loss of head is (1 sin2 0 — 1 )U2/2g, having a maximum |U2/2g, (21) which must be less than the head at infinite distance to avoid cavitation at the surface of the sphere. With n = 2, a state of motion is given by (22) (23) representing a stream past the surface r1 =oV- 35. A circular vortex, such as a smoke ring, will set up motion symmetrical about an axis, and provide an illustration; a half vortex ring can be generated in water by drawing a semicircular blade a short distance forward, the tip of a spoon for instance. The vortex advances with a certain velocity; and if an equal circular vortex is generated coaxially with the first, the mutual influence can be observed. The first vortex dilates and moves slower, while the second contracts and shoots through the first; after which the motion is reversed periodically, as if in a game of leap-frog. Projected perpendicularly against a plane boundary, the motion is determined by an equal opposite vortex ring, the optical image; the vortex ring spreads out and moves more slowly as it approaches the wall; at the same time the molecular rotation, inversely as the cross-section of the vortex, is seen to increase. The analytical treatment of such vortex rings is the same as for the electro-magnetic effect of a current circulating in each ring. 36. Irrotational Motion in General. — Liquid originally at rest in a singly-connected space cannot be set in motion by a field of force due to a single- valued potential function; any motion set up in the liquid must be due to a movement of the boundary, and the motion will be irrotational ; for any small spherical element of the liquid may be considered a smooth solid sphere for a moment, and the normal pressure of the surrounding liquid cannot impart to it any rotation. The kinetic energy of the liquid inside a surface S due to the velocity function is given by T = i i^dS (0 by Green's transformation, dv denoting an elementary step along the normal to the exterior of the surface; so that d/dv = o over the surface makes T = o, and then If the actual motion at any instant is supposed to be generated instantaneously from rest by the application of pressure impulse over the surface, or suddenly reduced to rest again, then, since no natural forces can act impulsively throughout the liquid, the pressure impulse ts satisfies the equations i(to__ I^5=_ I^5__ / pdx ' p dy ' p dz~ ' » = p0+a constant, (4) and the constant may be ignored; and Green's transformation of the energy T amounts to the theorem that the work done by an impulse is the product of the impulse and average velocity, or half the velocity from rest. In a multiply connected space, like a ring, with a multiply valued velocity function 0, the liquid can circulate in the circuits inde- pendently of any motion of the surface; thus, for example, will give motion to the liquid, circulating in any ring-shaped figure of revolution round Oz. To find the kinetic energy of such motion in a multiply connected space, the channels must be supposed barred, and the space made acyclic by a membrane, moving with the velocity of the liquid; and then if k denotes the cyclic constant of 0 in any circuit, or the value by which has increased in completing the circuit, the values of 0 on the two sides of the membrane are taken as differing by k, so that the integral over the membrane -j-^S, (6) dv and this term is to be added to the terms in (i) to obtain the ad- ditional part in the kinetic energy; the continuity shows that the integral is independent of the shape of the barrier membrane, and its position. Thus, in (5), the cyclic constant k = 2irm. In plane motion the kinetic energy per unit length parallel to Oz (7) For example, in the equilateral triangle of (8) § 28, referred to co- ordinate axes made by the base and height, and over the base y = o, (9) (10) Integrating over the base, to obtain one-third of the kinetic energy T, so that the effective k2 of the liquid filling the triangle is given by = | (radius of the inscribed circle)2, (12) or two-fifths of the & for the solid triangle. Again, since '"•, d/ds=-dt/dv, (13) — 2pf\f/d. (14) With the Stokes' function \j/ for motion symmetrical about an axis. 37. Flow, Circulation, and Vortex Motion. — The line integral of the tangential velocity along a curve from one point to another, defined by dx , dy , dz\ , ,, , , , , u-j-+ v -^ -\-w-j-] ds=J(ud x -\-vdy -\-zdz), (i) as ds as/ is called the " flux " along the curve from the first to the second point ; and if the curve closes in on itself the line integral round the curve is called the " circulation " in the curve. With a velocity function 0, the flow ~fd — 01 — 02, (2) /( 126 HYDROMECHANICS so that the flow is independent of the curve for all curves mutual!' reconcilable; and the circulation round a closed curve is zero, i the curve can be reduced to a point without leaving a region fo which is single valued. If through every point of a small closed curve the vortex lines ar drawn, a tube is obtained, and the fluid contained is called a vortex filament. By analogy with the spin of a rigid body, the component spin o the fluid in any plane at a point is defined as the circulation round a small area in the plane enclosing the point, divided by twice the area. For in a rigid body, rotating about Oz with angular velocity f the circulation round a curve in the plane xy is I f ( x ^ ~y~J~) ds — f times twice the area. \T,) In a fluid, the circulation round an elementary area dxdy equal to udx + (v+£dx)dy- (u+fydy) dx~^y= (frx -|) dxdy' w so that the component spin is in the previous notation of § 24; so also for the other two com- ponents £ and j;. Since the circulation round any triangular area of given aspect is the sum of the circulation round the projections of the area on the coordinate planes, the composition of the components of spin |, 7j, f, is according to the vector law. Hence in any infinitesimal part of the fluid the circulation is zero round every small plane curve passing through the vortex line; and consequently the cir- culation round any curve drawn on the surface of a vortex filament is zero. If at any two points of a vortex line the cross-section ABC, A'B'C' is drawn of the vortex filament, joined by the vortex line AA', then, since the flow in AA' is taken in opposite directions in the complete circuit ABC AA'B'C' A'A, the resultant flow in AA' cancels, and the circulation in ABC, A'B'C' is the same; this is expressed by saying that at all points of a vortex filament ua is constant where a is the cross-section of the filament and o> the resultant spin (W. K. Clifford, Kinematic, book iii.). So far these theorems on vortex motion are kinematical; but introducing the equations of motion of § 22, , -dT+7x dz dy' Q-f&fp+V, and taking dx, dy, dz in the direction of u, v, w, and dx: dy: dz = u: v. w, o, (6) (7) (8) and integrating round a closed curve jij (udx+vdy+wdz) =o, (9) and the circulation in any circuit composed of the same fluid particles is constant ; and if the motion is differential irrotational and due to a velocity function, the circulation is zero round all reconcilable paths. Interpreted dynamically the normal pressure of the sur- rounding fluid on a tube cannot create any circulation in the tube. The circulation being always zero round a small plane curve passing through the axis of spin in vortical motion, it follows con- versely that a vortex filament is composed always of the same fluid particles; and since the circulation round a cross-section of a vortex filament is constant, not changing with the time, it follows from the previous kinematical theorem that aw is constant for all time, and the same for every cross-section of the vortex filament. A vortex filament must close on itself, or end on a bounding surface, as seen when the tip of a spoon is drawn through the surface of water. Denoting the cross-section a of a filament by dS and its mass by dm, the quantity adS/dm is called the vorticity; this is the same at all points of a filament, and it does not change during the motion; and the vorticity is given by w cos edS/dm, if dS is the oblique section of which the normal makes an angle e with the filament, while the aggregate vorticity of a mass M inside a surface S is Employing geneous, M"1/* cos fdS. the equation of continuity when the liquid is homo- which is expressed by V(u, v,w)=2 curl ({, i), f), (£, ij, f) = i curl (u, v, w). (i i) 38. Moving Axes in Hydrodynamics. — In many problems, such as the motion of a solid in liquid, it is convenient to take coordinate axes fixed to the solid and moving with it as the movable trihedron frame of reference. The components of velocity of the moving [HYDRODYNAMICS origin are denoted by U, V, W, and the components of angular velocity of the frame of reference by P, Q, R; and then if u, v, w denote the components of fluid velocity in space, and u', v', w' the components relative to the axes at a point (x, y, z) fixed to the frame of reference, we have +u'-yR +zQ, (i) a> = W +w'-xQ . Now if k denotes the component of absolute velocity in a direction fixed in space whose direction cosines are I, m, n, k—lu-\-mv -\-mn\ (2) and in the infinitesimal element of time dt, the coordinates of the fluid particle at (x, y, z) will have changed by («', v', w')dt ; so that Dk dl .dm . dn tft^"tK-rrTy^w'd*r (3) But as /, m, n are the direction cosines of a line fixed in space, so that (5) py pdz ' for all values of I, m, n, leading to the equations of motion with moving axes. When the motion is such that as in § 25 (i), a first integral of the equations in (5) may be written in which -F0, (7) dt dx dy dz is the time-rate of change of at a point fixed in space, which is left behind with velocity components u — u', v—v', w—w'. In the case of a steady motion of homogeneous liquid symmetrical about Ox, where O is advancing with velocity U, the equation (5) of § 34 Pip + V + £g'2 -f(4*') = constant (9) jecomes transformed into subject to the condition, from (4) § 34, Thus, for example, with or the space inside the sphere r = a, compared with the value of I/' in § 34^ (13) for the space outside, there is no discontinuity of the velocity in crossing the surface. Inside the sphere A l\d$'\ _i$,,y av U4) d fid A yTx)- o that § 34 (4) is satisfied, with «-&(5 and (10) reduces to constant; (I6) his gives the state of motion in M. J. M. Hill's spherical vortex, advancing through the surrounding liquid with uniform velocity. 39. As an application of moving axes, consider the motion of quid filling the ellipsoidal case "2 ? = I= (0 nd first suppose the liquid to be frozen, and the ellipsoid to be HYDRODYNAMICS] HYDROMECHANICS 127 rotating i), f ; then about the centre with components of angular velocity (2) Now suppose the liquid to be melted, and additional components of angular velocity a, %> $2s communicated to the ellipsoidal case; the additional velocity communicated to the liquid will be due to a velocity-function as may be verified by considering one term at a time. If u', v', w' denote the components of the velocity of the liquid relative to the axes, u' = u+yR-zQ=-^^Ay-^^Oi!i, (4) ' = v+zP-xR = w' = -yP = Thus (5) (6) (7) (8) 1*2 1*2 «*K so that a liquid particle remains always on a similar ellipsoid. The hydrodynamical equations with moving axes, taking into account the mutual gravitation of the liquid, become . du „ . „ . ,du . _,,du , ...,du_n ^ ,-, where A,B,C, abcd\ X, C2+X)P i2 = 4"(o2+X)(62+X)(c2+X). (10) With the values above of u, v, w, u', v', w', the equations become of the form =o, (u) = 0, (12) = 0, (13) and integrating - +§(a*2-)-/3y2+7Z2+2/;yz+2gzx+2A:cy) = const., (14) so that the surfaces of equal pressure are similar quadric surfaces, which, symmetry and dynamical considerations show, must be coaxial surfaces; and /, g, h vanish, as follows also by algebraical reduction ; and (15) with similar equations for /3 and y. If we can make the surfaces of equal pressure are similar to the external case, which can then be removed without affecting the motion, provided a, 0, y remain constant. This is so when the axis of revolution is a principal axis, say Oz; when a = o, $22 = 0, { = 0, ri = o. (17) If $2s = o or 63 = f in addition, we obtain the solution of Jacobi's ellipsoid of liquid of three unequal axes, rotating bodily about the least axis; and putting a = b, Maclaurin's solution is obtained of the rotating spheroid. In the general motion again of the liquid filling a case, when a = 6, Hs may be replaced by zero, and the equations, hydrodynamical and dynamical, reduce to Jt~ -,r2 .1 T-,2 .It- ~~2 - _ .. a i „_ q<-_ zc /„ > n- ^"(jg) of which three integrals are and then where Z is a quadratic in except when c — a, or 30. Put a = I6c4(a2-c2) f2, so that f J2 cos — Q sin , M + _4±* / <" d C ./ M , ^ (24) (25) (26) which, as Z is a quadratic function of f2, are non-elliptic integrals; so also for ^ acM dt * a2-c2nfl I — (27) (28) ,(29) (30) (30 (32) (33) \" — i v / TV** I ~ / and a state of steady motion is impossible when 30^ c >o An experiment was devised by Lord Kelvin for demonstrating this, in which the difference of steadiness was shown of a copper shell filled with liquid and spun gyroscopically, according as the shell was slightly oblate or prolate. According to the theory above the stability is regained when the length is more than three diameters, so that a modern projectile with a cavity more than three diameters long should fly steadily when filled with water; while the old-fashioned type, not so elongated, would be highly unsteady; and for the same reason the gas bags of a dirigible balloon should be over rather than under three diameters long. 40. A Liquid Jet. — By the use of the complex variable and its conjugate functions, an attempt can be made to give a mathe- matical interpretation of problems such as the efflux of water in a jet or of smoke from a chimney, the discharge through a weir, the flow of water through the piers of a bridge, or past the side of a ship, the wind blowing on a sail or aeroplane, or against a wall, or impinging jets of gas or water; cases where a surface of discontinuity is observable, more or less distinct, which separates the running stream from the dead water or air. Uniplanar motion alone is so far amenable to analysis; the velocity function and stream function = across the end JJ' of the jet, bounded by the curved lines APJ, A'P'T', over which the skin velocity is Q. The stream lines *BAJ, xA ]' are given by ^ = o, m; so that if c denotes the ultimate breadth JJ' of the jet, where the velocity may be supposed uniform and equal to the skin velocity Q, If there are more B corners than one, either on xA or x'A', the expression for f is the product of corresponding factors, such as in (5). Restricting the attention to a single corner B, ", V(6-a'.«-a)+V(6— a.u—a') W (cosH+ismf*) — V(a-a'.«-6) ' (6) -©' ch nQ = ch log (—) cos nB +i sh log sh ni2 = sh log \*j cos nS+i ch log (— j sin nB \la— a \u — t oo >o>6>o>o'> —oo ; (7) (8) (9) and then dfl i - 3J=-2=-Q- « = denoting the arc AP by s, starting at «=a; sh «H (12) (13) (14) % (15) T- (I6) (17) and this gives the intrinsic equation of the jet, and then the radius of curvature ds i d i dw i dw _£ u — b V(u— a.u — a') not requiring the integration of (11) and (12) (18) If 0 = a across the end JJ'of the jet, where u = 00, q = Q, t, t i ch n!2 = ( •os na = \j 7, sh nS2 = isin na=i\- \a — a \a—a ', (19) Then cos 2ni ~~0 ~ a ^'^ fl/ 1 • •> ^ a' (20) (21) a—a'.u — b V(M — a.u— a') 211 c ( b \^(a — b.b — a') cos 2na — [a+a'+(a — a') cos 2na]cos 2nO (a— a') sin2 2na Along the wall ^COS 2110. - -cos 2n0 X sin AB, cos nd=o, sin n6 = l, 2ne a>u>b, (22) ch nO = ishlog( — ) =i\ —i\r~tt, \q/ \a — a \M — o (23) sh »n =,• ch log (2) " mi^Js^Js:^, (24) AB_ C"Qdu V C ~J 62 M ds ds d wi c Q du~ddt ~irqu~ir qu j L V(o— <*')V (« — b) J u' ^u; Along the wall Bx, cos «0 = i, sin nff=o, b>u>o (27) At * where <#> = oo, «=o, and g=2o, In crossing to the line of flow x'A'P'J', \f/ changes from o to m, so that with q = Q across JJ', while across xx' the velocity is gc, so that (31) giving the contraction of the jet compared with the initial breadth of the stream. Along the line of flow x'A'P'J', \l/ = m, M = o'e-"p*/m, and from *' to A', cos nO = l, sin n6 = o, (33) (34) (35) (36) (37) (38) o>u>a'. Along the jet surface A'J', 2 = Q, a'>u=a'e"'":> — oo , giving the intrinsic equation. 41. The first problem of this kind, worked out by H. v. Helm- holtz, of the efflux of a jet between two edges A and Ai in an infinite wall, is obtained by the symmetrical duplication of the above, with n = i, b = o, a' = — oo , as in fig. 5, (2) (3) and along the jet APJ, oo >u=aelr'lc>a, /« si 4 HYDRODYNAMICS] HYDROMECHANICS 129 so that PT=c/5T, and the curve AP is the tractrix; efficient of contraction, or breadth of the jet •* breadth of the orifice ?r+2' and the co- (4) A change of Q and 0 into n£l and n8 will give the solution for two walls converging symmetrically to the orifice AAt at an angle jr/n. With n = \, the re-entrant walls are given of Borda's mouthpiece, and the coefficient of contraction becomes f . Generally, by making o' = — oo, the line *'A' may be taken as a straight stream line of infinite length, forming an axis of symmetry; and then by duplica- tion the result can be ob- O tained, with assigned n, a, " and 6, of the efflux from a symmetrical converging FIG. 5. FIG. 6. mouthpiece, or of the flow of water through the arches of a bridge, with wedge-shaped piers to divide the stream. 42. Other arrangements of the constants n, a, b, a' will give the results of special problems considered by J. M. Michell, Phil. Trans. 1890. Thus with o'=o, a stream is split symmetrically by a wedge of angle ir/n as in Bobyleff's problem; and, by making 0=00, the wedge extends to infinity ; then f 6 In chnQ = \lT—r.,shnQ = \l- — 7.. (i) Over the jet surface ^ = m, q=Q, u = —e~nlm = —be"'lc, ch Q = cos »9 = For a jet impinging normally on an infinite plane, as in fig. 6, n = l, ejir«/« = tan 0, ch (fas/c) sin 20 = I, (4) sh \icx\c = cot 0, sh \ttylc =tan 0, sh \irxlc sh fary/c — l, ei"(I+»)/c=ejiM/»-)-gjnw/t-(-i. (g) With n = \, the jet is reversed in direction, and the profile is the : catenary of equal strength. ' '.In Bobyleff's problem of the wedge of finite breadth, ,16 lu—a Ib—a - * ch "°- , . sh . |-, sm na and along the free surface APJ, g=Q, ^=o, u=e-*4'lm—ae*'ic, (6) (7) sin2n0 — sm2tta" the intrinsic equation, the other free surface A'P'J' being given by Putting n= i gives the case of a stream of finite breadth disturbed by a transverse plane, a particular case of Fig. 7. When 0 = 6, a=o, and the stream is very broad compared with the wedge or lamina; so, putting w = w' (a — 6)/o in the penultimate case, and u=ae~"xa — (a—b)'w', (10) (ii) in which we may write w' =0+fi. (12) Along the stream line *ABPJ, ^=o; and along the jet surface APJ, — i>(j>>— cc ; and putting = —irslc — i, the intrinsic equation is irs/c = cot2n0, (13) which for n = i is the evolute of a catenary. 43. When the barrier AA' is held oblique to the current, the stream line #B is curved to the branch point B on AA' (fig. 7), and so must be excluded from the boundary of u; the conformal re- P\ /c presentation is made now with du (u— 6)V (u—a.u — a') dw _ _m I m' l du TT u — i TT u — j ' m+m' u—b u-j.u-f mj'+m'j m-\-m' ' taking w = oo at the source where FIG. 7. = », u = b at the branch point B, u=j, j' at the end of the two diverging streams where =— oo ; while dw du a-Q ds _irds _ (cos a— cos j3) (cos a— cos/3') sin 0 — L —*' ~*" ~~c dd ~ (cos a —cos 0) (cos 0 —cos ft) (cos 0 —cos ft')' sin 0 , cos a —cos ft' sin 0 l^^ija w — \,\js \j 0111 v "cos o— cos 0 ' cos j3— cos j3''cos 0— cos ft cos o— cos /3 sin 0 (7) cos ft— cos ft' cos 0 —cos ft" giving the intrinsic equation of the surface of a jet, with proper attention to the sign. From A to B, a>u>b, 0=o, . = cos a — j sm ch fl = sh JJ = sh log •"•^ — ~u=b Q _ (u — b) cos a — %(a— a') sin2a+V (o— u.u— a')sin a ,0. q u-b W ^ds ^ds d _ _Q dw q du m+m' (u — b) cos a — j(a— a') sin2a+V (o— u.u — a') sin a •AB r* r~=J> j-u.u-j (9) a—a'.j—u.u—j' with a similar expression for BA'. The motion of a jet impinging on an infinite barrier is obtained by putting j = a,j'=a'; duplicated on the other side of the barrier, the motion reversed will represent the direct collision of two jets of unequal breadth and equal velocity. When the barrier is small compared with the jet, a=ft=ft', and G. Kirchhoff's solution is obtained of a barrier placed obliquely in an infinite stream. Two corners Bi and 82 in the wall xA, with o'= — oo, and n = i, will give the solution, by duplication, of a jet issuing by a reentrant mouthpiece placed symmetrically in the end wall of the channel; or else of the channel blocked partially by a diaphragm across the middle, with edges turned back symmetrically, problems discussed by J. H. Michell, A. E. H. Love and M. Rethy. XIV. 5 130 HYDROMECHANICS When the polygon is closed by the walls joining, instead of reach- ing back to infinity at xx', the liquid motion must be due to a source, and this modification has been worked out by B. Hopkinson in the Proc. Land. Math. Soc., 1898. Michell has discussed also the hollow vortex stationary inside a polygon (Phil. Trans., 1890) ; the solution is given by ch nf2 = snoi, shnfi=icna/ (n) so that, round the boundary of the polygon, ^ = K', sin W0 = o; and on the surface of the vortex ^ = o, q = Q, and (12) the intrinsic equation of the curve. This is a closed Sumner line for n = I , when the boundary consists of two parallel walls ; and n = j gives an Elastica. 44. The Motion of a Solid through a Liquid. — An important problem in the motion of a liquid is the determination of the state of velocity set up by the passage of a solid through it ; and thence of the pressure and reaction of the liquid on the surface of the solid, by which its motion is influenced when it is free. Beginning with a single body in liquid extending to infinity, and denoting by U, V, W, P, Q, R the components of linear and angular velocity with respect to axes fixed in the body, the velocity function takes the form (0 where the <£'s and x's are functions of x, y, z depending on the shape of the body; interpreted dynamically, C— p represents the impulsive pressure required to stop the motion, or C+p4> to start it 'again from rest. The terms of $ may be determined one at a time, and this problem is purely kinematical; thus to determine i must be determined to satisfy the conditions (i.) V'^i=o, throughout the liquid; (ft.) d£l = —lt the gradient of down the normal at the surface of the moving solid ; (iii.) TT=O, over a fixed boundary, or at infinity; ' dv similarly for fa and ^>. To determine xi the angular velocity P alone is introduced, and the conditions to be satisfied are (i.) v'xi=o, throughout the liquid; (Ji.) 4xi = mz-ny, at the surface of the moving body, but zero over a fixed surface, and at infinity ; the same for x> a°d xs- For a cavity filled with liquid in the interior of the body, since the liquid inside moves bodily for a motion of translation only, , j. - l->\ but a rotation will stir up the liquid in the cavity, so that the" x's depend on the shape of the surface. The ellipsoid was the shape first worked out, by George Green, in his Research on the Vibration of a Pendulum in a Fluid Medium (1833) ; the extension to any other surface will form an important step in this subject. A system of confocal ellipsoids is taken and a velocity function of the form = x of the liquid in the interspace as the ellipsoid X = o is passing with velocity U through the confocal position ; must now take the " and will satisfy the conditions in the shape abc , Ai abcd\ •+Cl _TT_ Bo 4" Co — Bi— Ci _ abc _ Ai aibiCi J o (a abcd\ (I) and any~confocal ellipsoid defined by ft, internal or external to X = Xi, may be supposed to swim with the liquid for an instant, without distortion or rotation, with velocity along O* TTBA+Cx-Bi-Ci uB0+Co-B,-Cr Since - U* is the velocity function for the liquid W' filling the ellipsoid X = o, and moving bodily with it, the effective inertia of the liquid in the interspace is (2) Bo+Co-Bi-Ci" If the ellipsoid is of revolution, with 6 = and the Stokes' current function ^ can be written down (3) (4) reducing, when the liquid extends to infinity and BI=O, to #-JU«J-o, ^=-JU/Br; (5) so that in the relative motion past the body, as when fixed in the current U parallel to xO, A \ / T3 \ (6) Changing the origin from the centre to the focus of a prolate spheroid, then putting V = pa, X = X'a, and proceeding to the limit where a = 00 , we find for a paraboloid of revolution B = i^p, | = ^T7, (7) (8) (9) *=-iu/» log The relative path of a liquid particle is along a stream line t' = iUc2, a constant, (12) with X' = o over the surface of the paraboloid; and then a C4 ; while the absolute path of a particle in space'wfll be given by dy _ r-x _ y2 - c2 d'x~" y '' ~ 2py ' W) (IS) (i) 46. Between two concentric spheres, with a2+X = r2, a^+X^B!2, a3 (2) and the effective inertia of the liquid in the interspace is 2Ao-2A,vv = >0l3-a3V1/'- (3) When the spheres are not concentric, an expression for the effective inertia can be found by the method of images (W. M. Hicks, Phil. Trans., 1880). The image of a source of strength M at S outside a sphere of radius a is a source of strength na/f at H, where OS=/, OH=o2//, and a line sink reaching from the image H to the centre O of line strength — ft/a; this combination will be found to produce no flow across the surface of the sphere. Taking Ox along OS, the Stokes' function at P for the source S is in cos PSx, and of the source H and line sink OH is u(a//) cos PH* and -(»,/a)(PO-PH); so that / a PO - PH\ t = M (cos PSx + j cos PH* J , (4) and tj/= -n, a constant, over the surface of the sphere, so that there is no flow across. When the source S is inside the sphere and H outside, the line sink must extend from H to infinity in the image system ; to realize physically the condition of zero flow across the sphere, an equal sink must be introduced at some other internal point S'. When S and S' lie on the same radius, taken along Ox, the Stokes' function can:,be written down ; and when S and S' coalesce a doublet is produced, with a doublet image at H. For a doublet at S, of moment m, the Stokes' function is d v2 — rnQ PS-r = — • ( e ^ df ijx "*pg3» ^5/ and for its image at H the Stokes' function is so that for the combination (6) (7) • •» / and this vanishes over the surface of the sphere. There is no Stokes' function when the axis of the doublet at S does not pass through O; the image system will consist of an inclined doublet at H, making an equal angle with OS as the doublet S, and of a parallel negative line doublet, extending from H to O, of moment varying as the distance from O. A distribution of sources and doublets over a moving surface will enable an expression to be obtained for the velocity function of a body moving in the presence of a fixed sphere, or inside it. The method of electrical images will enable the stream function $' to be inferred from a distribution of doublets, finite in number when the surface is composed of two spheres intersecting at an angle v/m, where m is an integer (R. A. Herman, Quart. Jour, of Math. xxii.). Thus for m=2, the spheres are orthogonal, and it can be verified that where a\, a2, a = aia2/V ( = xyx (i) for a rotation R about Oz; and a similar procedure shows that an ellipsoidal surface X may be in rotation about Oz without disturbing the motion if (2) (3) (4) (5) . (6) p_ and that the continuity of the liquid is secured if 'X (a2+X)(62+X)P~aic' a2-*2 • and at the surface X = o, /i_ , i\ N Bo-Ao JN i R=- — I/62- i/a2 N _R = K abc i a^F2' i - Ao (a2-62)2/(a2+62) V(a2-ft2)/(a2 + fi2)- (Bo-Ao) 132 HYDROMECHANICS [HYDRODYNAMICS The velocity function of the liquid inside the ellipsoid X = o due to the same angular velocity will be and on the surface outside N Bo-Ao /a-. so that the ratio of the exterior and interior value of at the surface is 0 BQ — Ao /Q\ 0I~(a2-62)/(a2+&2)-(B0-Ao)' and this is the ratio of the effective angular inertia of the liquid, outside and inside the ellipsoid X = o. The extension to the case where the liquid is bounded externally by a fixed ellipsoid X = Xi is made in a similar manner, by putting =xy(x+M), (10) and the ratio of the effective angular inertia in (9) is changed to Make c = °o for confocal elliptic cylinders ; and then ab al A ab (a»+X)V (4.a2+X.62+X) i=cshoi (13) and then as above in § 31, with o = cch o, 6 = csh a, ai = V(a2+X)=cch the ratio in (n) agrees with § 31 (6). As before in § 31, the rotation may be resolved into a shear-pair, in planes perpendicular to O* and Oy. A torsion of the ellipsoidal surface will give rise to a velocity function of the form = xyz$l, where JJ can be expressed by the elliptic integrals Ax, Bx, Cx, in a similar manner, since 48. The determination of the 's and x's is a kinematical problem, solved as yet only for a few cases, such as those discussed above. But supposing them determined for the motion of a body through a liquid, the kinetic energy T of the system, liquid and body, is expressible as a quadratic function of the components U, V, W, P, Q, R. The partial differential coefficient of T with respect to a component of velocity, linear or angular, will be the component of momentum, linear or angular, which corresponds. Conversely, if the kinetic energy T is expressed as a quadratic function of *i, %, xa, y\, yi, ya, the components of momentum, the partial differential coefficient with respect to a momentum com- ponent will give the component of velocity to correspond. These theorems, which hold for the motion of a single rigid body, are true generally for a flexible system, such as considered here for a liquid, with one or more rigid bodies swimming in it; and they ex- press the statement that the work done by an impulse is the product of the impulse and the arithmetic mean of the initial and final velocity; so that the kinetic energy is the work done by the impulse in starting the motion from rest. Thus if T is expressed as a quadratic function of U, V, W, P, Q, R, the components of momentum corresponding are = ' dT dT ' but when it is expressed as a quadratic function of *i, Xt, xt, y\,, u=£- v=£ w=£ (2) p^ Q=£I. R = dT. The second system of expression was chosen by Clebsch and adopted by Halphen in his Fonctions elliptiques; and thence the dynamical equations follow _dxt _.dT , .. dT. Y=..., Z=.. (3) dT dT dT dT ., M= • • - N= • • - (4) where X, Y, Z, L, M, N denote components of external applied force on the body. These equations are proved by taking a line fixed in space, whose direction cosines are /, m, n, then (5) If P denotes the resultant linear impulse or momentum in this direction P = lxi+mx2+nX3, (6) dP dl . ,dm . dn =«+»«Y+nZ, (7) for all values of /, m, n. Next, taking a fixed origin n and axes parallel to Ox, Oy, Oz through O, and denoting by x, y, z the coordinates of O, and by G the component angular momentum about Q. in the direction (/, m, n) . ... (8) Differentiating with respect to t, and afterwards moving the fixed origin up to the moving origin O, so that ^=U ^!=V -=W dt ' dt ' dt (9) for all values of I, m, n. When no external force acts, the case which we shall consider, there are three integrals of the equations of motion (i.) T = constant, (ii.) *i2+: (ii.) Xi*+Xs'+x,2 = F*, a constant, (iii.) Xiyi -{-Xtyt +x3j>j = n — GF, a constant ; and the dynamical equations in (3) express the fact that *:, Xi, xt are the components of a constant vector having a fixed direction; while (4) shows that the vector resultant of yi, yt, ya moves as if subject to a couple of components *3W-*,V, *SU-*,W, xtf-xJJ, (10) and the resultant couple is therefore perpendicular to F, the re- sultant of x\, Xi, x>, so that the component along OF is constant, as expressed by (iii). If a fourth integral is obtainable, the solution is reducible to a quadrature, but this is not possible except in a limited series of cases, investigated by H. Weber, F. Kotter, R. Liouville, Caspary, Jukovsky, Liapounoff, Kolosoff and others, chiefly Russian mathe- maticians; and the general solution requires the double-theta hyperelliptic function. 49. In the motion which can be solved by the elliptic function, the most general expression of the kinetic energy was shown by A. Clebscn to take the form (i) (2) (3) (4) (5) so that a fourth integral is given by dy>/dt=o, ys = constant ; dxt , -fr = xi(qxt- +ryi) = r (XM - x,yl), ? (w)' = <*'2+*2')W in which so that i +X2y,)-2q'x3ys-r'ys> mi (6) (7) i /dx,\ 2 „ 3\~JT1 =x»> (8) where X> is a quartic function of X3, and thus t is given by an elliptic HYDRODYNAMICS] HYDROMECHANICS 133 integral of the first kind ; and by inversion x3 is in elliptic function of the time t. Now requiring the elliptic integral of the third kind; thence the ex- pression of Xi+x2i and yi+y2i. Introducing Euler's angles 6, , $, Xi=F sin 0 sin <£, X2 = F sin 0 cos , (14) (15) dT . dT = qF2sin-8+r(FG-x3y,), —Xjy3 Frdx3 - (16) , . (17) elliptic integrals of the third kind. Employing G. Kirchhoff's expressions for X, Y, Z, the coordinates of the centre of the body, FX =yi cos x7+yj cos yY+y3 cos zY, FY = -yi cos xX+y2 cos yX+y3 cos zX, G = yi cos *Z+y2 cos yZ+y3 cos zZ, F2(X2+Y2) =yi2+y22+y32-G*, (18) (19) (20) (21) (22) Suppose xs~F is a repeated factor of Xs, then y3 = G, and X3 = (*3-F)2 [^(*3+F)2+22^G(*3+F) -G2] , (23) and putting *8-F = y, +2 2F+G y+^ , (24) so that the stability of this axial movement is secured if A = 4^7^F2+42-pFG-G2 (25) is negative, and then the axis makes rV ( — A)/ir nutations per second. Otherwise, if A is positive -/= yV (A+2By+Cy!) -' VAV(A + 2By+Cy2) = VAch-' yV(B2~AC) ' A + By lyV(B2~AC)' (26) and the axis falls away ultimately from its original direction. A number of cases are worked out in the American Journal of Mathematics (1907), in which the motion is made algebraical by the use of the pseudo-elliptic integral. To give a simple instance, changing to the stereographic projection by putting tan j0 = x, (27) 6, (28) N'= -8(0+6), (29) will give a possible state of motion of the axis of the body ; and the motion of the centre may then be inferred from (22). 50. The theory preceding is of practical application in the investigation of the stability of the axial motion of a submarine boat, of the elongated gas bag of an airship, or of a spinning rifled projectile. In the steady motion under no force of such a body in a medium, the centre of gravity describes a helix, while the axis describes a cone round the direction of motion of the centre of gravity, and the couple causing precession is due to the dis- placement of the medium. In the absence of a medium the inertia of the body to trans- lation is the same in all directions, and is measured by the weight W, and under no force the C.G. proceeds in a straight line, and the axis of rotation through the C.G. preserves its original direction, if a principal axis of the body; otherwise the axis describes a cone, right circular if the body has uniaxial symmetry, and a Poinsot cone in the general case. But the presence of the medium makes the effective inertia depend on the direction of motion with respect to the external shape of the body, and on W the weight of fluid medium displaced. Consider, for example, a submarine boat under water; the inertia is different for axial and broadside motion, and may be represented c,=W+W'a, c2 = W+W'/3, (I) where a, ft are numerical factors depending on the external shape; and if the C.G is moving with velocity V at an angle with the axis, so that the axial and broadside component of velocity is u = V cos , v=V sin , the total momentum F of the medium, represented by the vector OF at an angle 9 with the axis, will have components, expressed in sec. ft, Fcos9 = c,- = (W+W'o)-cos0, Fsin0 = <;2-=(W+W'/3)-sin0. (2) Suppose the body is kept from turning as it advances; after t seconds the C.G. will have moved from O to O', where OO'=V<; and at O' the momentum is the same in magnitude as before, but its vector is displaced from OF to O'F'. For the body alone the resultant of the components of momentum V V V W— cos andW— sin is W— sec. Ib, (3) 6 & & acting along OO', and so is unaltered. But the change of the resultant momentum F of the medium as well as of the body from the vector OF to O'F' requires an impulse couple, tending to increase the angle FOO', of magnitude, in sec. foot-pounds F.OO'.sin FOO' = FV< sin (ff-), (4) equivalent to an incessant couple N=FVsin (9-0) = (F sin 6 cos 4>— F cos 8 sin tf>)V = (c2-Ci)(VVg) sin 0cos = W(0-a)w>lg. (5) This N is the couple in foot-pounds changing the momentum of the medium, the momentum of the body alone remaining the same ; the medium reacts on the body with the same couple N in the opposite direction, tending when ci-ci is positive to set the body broadside to the advance. An oblate flattened body, like a disk or plate, has c^-Ci negative, so that the medium steers the body axially ; this may be verified by a plate dropped in water, and a leaf or disk or rocket-stick or piece of paper falling in air. A card will show the influence of the couple N if projected with a spin in its plane, when it will be found to change its aspect in the air. An elongated body like a ship has Ci-Ci positive, and the couple N tends to disturb the axial movement and makes it unstable, so that a steamer requires to be steered by constant attention, at the helm. Consider a submarine boat or airship moving freely with the direction of the resultant momentum horizontal, and the axis at a slight inclination 8. With no reserve of buoyancy W = W', and the couple N, tending to increase 8, has the effect of diminishing the metacentric height by h ft. vertical, where (6) , _ 51. An elongated shot is made to preserve its axial flight through the air by giving it the spin sufficient for stability, without which it would turn broadside to its advance; a top in the same way is made to stand upright on the point in the position of equilibrium, unstable statically but dynamically . stable if the spin is sufficient; and the investigation proceeds in the same way for the two problems (see GYROSCOPE). The effective angular inertia of the body in the medium is now required ; denote it by Ci about the axis of the figure, and by C2 about a diameter of the mean section. A rotation about the axis of a figure of revolution does not set the medium in motion, so that Ci is the moment of inertia of the body about the axis, denoted by Wfc? . But if Wfe| is the moment of inertia of the body about a mean diameter, and « the angular velocity about it generated by an impluse couple M, and M' is the couple required to set the surrounding medium in motion, supposed of effective radius of gyration k', , (i) (2) / *i, (3) in which we have put k'i = tk2, where « is a numerical factor depend- ing on the shape. 134 HYDROMECHANICS [HYDRODYNAMICS If the shot is spinning about its axis with angular velocity p, and is precessing steadily at a rate n about a line parallel to the resultant momentum F at an angle 6, the velocity of the vector of angular momentum, as in the case of a top, is CI/>M sin 0-C2M2 sin0 cos 0; (4) and equating this to the impressed couple (multiplied by g), that is, to gN = (c, -£,)?«' tan 9, (5) t/2 and dividing out sin 6, which equated to zero would imply perfect centring, we obtain 2 cos 6- Cipn + (ci-cj -«2 sec 6 = o. (6) The least admissible value of p is that which makes the roots equal of this quadratic in it, and then the roots would be imaginary for a value of p smaller than given by If the shot is moving as if fired from a gun of calibre d inches, in which the rifling makes one turn in a pitch of n calibres or nd inches, so that the angle i of the rifling is given by (10) **"If )v, (20) VfW = fad'x— (i-/*)ha symmetrical disposition of the tentacles fXrm n<-r"on as in the medusa. The primitive number of four in a whorl is seen, however, in Stauridium (fig. 2) and Cladonema (Allman [i], pi. xvii.), and in Clavatella each whorl consists regularly of eight (Allman, loc. cit. pi. xviii.). As a rule, however, the number in a whorl is irregular. The tentacles may form a single whorl, or more than one; thus in Corymorpha (fig. 3) and Tubularia (fig. 4) there are two circlets; in Staur- idium (fig. 2) several ; in Coryne and Cordylophora the tentacles are scattered irregularly over the elongated hydranth. As regards form, the tentacles show a number of types, of which the most important arc (i) filiform, i.e. cylindrical or tapering from 1 The numbers in square brackets [ ] refer to the bibliography at the end of this article; but when the number is preceded by the word Hydrozoa, it refers to the bibliography at the end of the article HYDROZOA. to medusiform persons by budding from the margin of the disk; B, ^ "3fff Fort£? (A~ii,nmflia,nf) an, £}' ^ *?£ * /After Alf ° AND MORPHOLOGY] HYDROMEDUSAE base to extremity, as in Clava (fig. 5); (2) capitate, i.e. knobbed at the extremity, as in Coryne (see Allman, loc. cit. pi. iv.); (3) branched, a rare form in the polyp, but seen in Cladocoryne (see Allman, loc. cit. p. 380, fig. 82). Sometimes more than one type of form is found in the same polyp; in Pennaria and Stauridium (fig. 2) the upper whorls are capitate, the lower filiform. Finally, as regards structure,^ the tentacles may retain their primitive hollow nature, or become solid by obliteration of the axial cavity. The hypostome of the hydropolyp may be small, or, on the other hand, as in Eudendrium (Allman, loc. cit. pis. xiii., xiv.), large and trumpet - shaped. In the curious polyp Myriothela the body of the polyp is differ- FIG. 4. — Diagram of Tubularia entiated into nutritive and indivisa. A single hydriform person reproductive portions. a bearing a stalk carrying numerous Histology. — The ectoderm degenerate medusiform persons or of the hydropolyp is chiefly sporosacs b. (After Allman.) sensory, contractile and pro- tective in function. It may also be glandular in places. It consists of two regions, an external epithelial layer and a more internal sub-epithelial layer. The epithelial layer consists of (l) so-called " indifferent " cells secreting the perisarc or cuticle and modified to form glandular cells in places; for example, the adhesive cells in the foot. (2) Sensory cells, which may be fairly numerous in places, especially on the tentacles, but which occur always scattered and isolated, never aggregated to form sense-organs as in the medusa. (3) Contractile From Altaian's Gymnoblastic Hydroids, by permission of the Council of the Ray Society. FIG. 5. — Colonies of Clava. A, Clava squamata, magnified. B, C. multicornis, natural size; p, polyp; gort, gonophores; rh, hydrorhiza. or myo-epithelial cells, with the cell prolonged at the base into a contractile muscle-fibre (fig. 6, B). In the hydropolyp the ectodermal muscle-fibres are always directed longitudinally. Belonging primarily to the epithelial layer, the muscular cells may become secondarily sub-epithelial. The sub-epithelial layer consists primarily of the so-called inter- stitial cells, lodged between the narrowed basal portions of the epithelial cells. From them are developed two distinct types of histological elements ; the genital cells and the cnidoblasts or mother- cells of the nematocysts. The sub-epithelial layer thus primarily constituted may be recruited by immigration from without of other FIG. 6 A. — Portion .of the body-wall of Hydra, showing ecto- derm cells above, separated by " structureless lamella " from three flagellate .endoderm cells below. The latter are vacuolated, and contain each a nucleus and several dark granules. In the middle ectoderm cell are seen a nucleus and three nematocysts, with trigger hairs projecting beyond the cuticle. A large nematocyst, with everted thread, is seen in the right-hand ectodermal cell. (After F. E. Schulze.) elements, more especially by nervous (ganglion) cells and muscle- cells derived from the epithelial layer. In its fullest development, therefore, the sub-epithelial layer consists of four classes of cell- elements. The genital cells are simple wandering cells (archaeocytes), at first minute and without any specially distinctive features, until they begin to develop into germ-cells. According to Wulfert [60] the- primitive germ-cells of Gonothyraea can be distinguished soon after the fixation of the planula, appearing amongst the interstitial cells of the ectoderm. The germ-cells are capable of extensive migrations, not only in the body of the same polyp, but also from parent to bud through many non-sexual generations of polyps in a colony (A. Weismann [58]). The cnidoblasts are the mother-cells of the nematocysts, each cell producing one nematocyst in its interior. The complete nemato- cyst (fig. 7) is a spherical or oval capsule containing a hollow thread, usually barbed, coiled in its interior. The capsule has a double wall, an outer one (o.c.), tough and rigid in nature, and an inner one (i.e.) of more flexible consistence. The outer wall of the capsule is in- complete at one pole, leaving an aperture through which the thread is discharged. The inner mem- brane is continuous with the wall Fie. 6 B.— Epidermo-muscular of the hollow thread at a spot im- cells of Hydra, m, muscular-fibre mediately below the aperture in the processes. (After Kleinenberg, outer wall, so that the thread itself from Gegenbaur.) (/) is simply a hollow prolongation of the wall of the inner capsule inverted and pushed into its cavity. The entire nematocyst is enclosed in the cnidoblast which formed it. When the nematocyst is completely developed, the cnidoblast passes outwards so as to occupy a superficial position in the ectoderm, and a delicate protoplasmic process of sensory nature, termed the cnidocil (en) projects from the cnidoblast like a fine hair or cilium. Many points in the development and mechanism of the nematocyst are disputed, but it is tolerably certain (i) that the cnidocil is of sensory nature, and that stimulation, by contact with prey or in other ways, causes a reflex discharge of the nematocyst ; (2) that the dis- charge is an explosive change whereby the in-turned thread is suddenly everted and turned inside out, being thus shot through the opening in the outer wall of the capsule, and forced violently into the tissues of the prey, or, it may be, of an enemy; (3) that the thread inflicts not merely a mechanical wound, but instils an irritant poison, numbing and paralysing in its action. The points most in dispute are, first, how the explosive discharge is brought about, whether by pressure exerted external to the capsule (i.e. by contraction of the cnidoblast) or by internal pressure. N. Iwanzov [27] has brought forward strong grounds for the latter view, pointing out that the cnidoblast has no contractile mechanism and that measurements show discharged capsules to be on the average slightly larger than undischarged ones. He believes that the capsule contains a sub- stance which swells very rapidly when brought into contact with water, and that in the undischarged condition the capsule has its opening closed by a plug of protoplasm (x, fig. 7) which prevents xiv. 5 a 138 HYDROMEDUSAE ORGANIZATION cn- access of water to the contents; when the cnidocil is stimulated it sets in action a mechanism or perhaps a series of chemical changes by which the plug is dissolved or removed; as a result water pene- trates into the capsule and causes its contents to swell, with the result that the thread is everted violently. A second point of dispute concerns the spot at which thepoison is lodged. Iwanzoy believes it to be contained within the thread itself before dis- charge, and to be intro- duced into the tissues of the prey by the eversion of the thread. A third point of dispute is whether the nematocysts are formed in situ, or whether the cnidoblasts migrate with them to the region where they are most needed; the fact that in Hydra, for example, there are no interstitial cells in the tentacles, where nema- tocysts are very abundant, is certainly in favour of the view that the cnido- blasts migrate on to the tentacles from the body, and that like the genital cells the cnidoblasts are wandering cells. The muscular tissue consists primarily of pro- cesses from the bases of the epithelial cells, pro- cesses which are contrac- tile in nature and may be distinctly striated. A FIG. 7.— Diagrams~to show the struc- further stage in evolution ture of Nematocysts and their mode of }s that the muscle-cells working. (After Iwanzov.) a, Undischarged nematocyst b. Commencing discharge. Discharge complete. CnidociL Nucleus of cnidoblast. Outer capsule. c, en, N, o.c x. lose their connexion with the epithelium and come to lie entirely beneath it, forming a sub-epithelial contractile layer, de- veloped chiefly in the ten- tacles of the polyp. The t.c. Plug closing the opening of the evolution of the ganglion- outer capsule. cells is probably similar; Inner capsule, continuous with the an epithelial cell develops wall of the filament, /. processes of nervous nature b Barbs. from the base, which come into connexion with the bases of the sensory cells, with the muscular cells, and with the similar processes of other nerve-cells; next the nerve-cell loses its connexion with the outer epithelium and becomes a sub-epithelial ganglion-cell which is closely connected with the muscular layer, conveying stimuli from the sensory cells to the contractile elements. The ganglion-cells of Hydromedusae are generally very small. In the polyp the nervous tissue is always in the form of a scattered plexus, never con- centrated to form a definite nervous system as in the medusa. The endoderm of the polyp is typically a flagellated epithelium of large cells (fig. 6) , from the bases of which arise contractile muscular processes lying in the plane of the transverse section of the body. In different parts of the coelen- teron the endoderm may be of From Gegenbaur's Elements oj Com- parative Anatomy. FIG. 8. — Vacuolated Endo- derm Cells of cartilaginous _„_ _ consistence from the axis of the three principal types — (i) tentacle of a Medusa (Cunina). digestive endoderm, the primi- tive type, with cells of large size and considerably vacuolated, found in the hydranth; some of these cells may become special glandular cells, without flagella or contractile processes; (2) circulatory endoderm, without vacuoles and without basal contractile processes, found in the hydro- rhiza and hydrocaulus; (3) supporting endoderm (fig. 8), seen in solid tentacles as a row of cubical vacuolated cells, occupying the axis of the tentacle, greatly resembling notochordal tissue, particularly that of Amphioxus at a certain stage of development; as a fourth variety of endodermal cells excretory cells should perhaps be reckoned as seen in the pores in the foot of Hydra and elsewhere (cf. C. Chun HYDROZOA [i], pp. 314, 315). The mesogloea in the hydropolyp is a thin elastic layer, in which may be lodged the muscular fibres and ganglion cells mentioned abovei jut which never contains any connective tissue or skeletogenous cells or any other kind of special mesogloeal corpuscles. 2. The Polyp-colony. — All known hydropolyps possess the power of reproduction by budding, and the buds produced may become either polyps or nedusae. The juds may all be- come detached after a time and _ive rise to separate and in- dependent indi- viduals, as in the :ommon Hydra, n which only jolyp-individuals are produced and sexual elements From Allman's Gymnoblaslic Bydroids, by permission of are developed the Council of the Ray Society. upon the polyps FIG. 9. — Colony of Hydractinia echinata, grow- themselves; or, ing on the Shell of a Whelk. Natural size. on the other hand, the polyp -individuals produced by budding may remain permanently in connexion with the parent polyp, in which case sexual elements are never developed on polyp-individuals but only on medusa-individuals, and a true colony is formed. Thus the typica.1 hydroid colony starts from a " founder " polyp, which n the vast majority of cases is fixed, but which may be floating, as in Nemopsis, Pelagohydra, &c. The founder-polyp usually produces by rmdding polyp-individuals, and these in their turn produce other Duds. The polyps are all non-sexual individuals whose function s purely nutritive. After a time the polyps, or certain of them, aroduce by budding medusa-individuals, which sooner or later develop sexual elements; in some cases, however, the founder_ polyp remains solitary, that is to say, does not produce polyp- buds, but only medusa-buds, from the first (Corymorpha, fig. 3, Myriothela, &c.). In primitive forms the medusa-individuals ; set free before reaching sexual maturity and do not con- tribute anything to the colony. In other cases, however, the medusa-individuals become sexually mature while still at- tached to the parent polyp, and are then not set free at all, but become appanages of the hydroid colony and undergo degenerative changes leading to reduction and even to complete obliteration of their original medusan structure. In this way the hydroid colony becomes composed of two por- tions of different function, the nutritive " trophosomc," com- posed of non-sexual polyps, and the reproductive " gonosome," composed of sexual medusa- individuals, which never exercise a nutritive function while at- tached to the colony. As a general rule polyp-buds are pro- duced from the hydrorhiza and hydrocaulus, while medusa-buds are formed on the hydranth. In some cases, however, medusa- buds are formed on the hydro- rhiza, as in Hydrocorallines. In such a colony of connected individuals, the exact limits of the separate " persons " are not always clearly marked out. Hence it is necessary to distin- guish between, first, the " zooids," indicated in the case of the polyps by the hydranths, each with mouth and tentacles; and, secondly, the "coenosarc," or rh, hydrorhiza. common flesh, which cannot be assigned more to one individual than another, but consists of a more or less complicated network of tubes, corresponding to the hydrocaulus and hydrorhiza of the primitive independent polyp- individual. The coenosarc constitutes a system by which the digestive cavity of any one polyp is put into communication with that of any other individual either of the trophosome or gonosome. In this manner the food absorbed by one individual contributes to the welfare of the whole colony, and the coenosarc has the 90* From Allman's Gymnoblaslic Bydroidt, by permission of the Council of the Ray Society. FIG. 10. — Polyps from a Colony of Hydractinia, magnified, dz, dactylozoid; gz, gastrozoid; b, blastostyle; gon, gonophores; AND MORPHOLOGY] HYDROMEDUSAE function of circulating and distributing nutriment through the colony. The hydroid colony shows many variations in form and architec- ture which depend simply upon differences in the methods in which polyps are budded. In the first place, buds may be produced only from the hydro- rhiza, which grows out and branches to form a basal stolon, typically net-like, spreading over the substratum to which the founder- polyp attached itself. From the stolon the daughter-polyps grow up vertically. The re- sult is a spreading or creeping colony, with the coenosarc in the form of a root-like horizontal network (fig. 5, B; n, A). Such a colony may undergo two principal modifica- tions. The meshes of the basal network may become very small or virtually obliterated, so that the coenosarc be- comes a crust of tubes tendingtofusetogether, and covered over by a common perisarc. Encrusting colonies of this kind are seen in Clava squamata (fig. 5, A) and Hydractinia (figs. 9, 10), the latter having the perisarc calcified. A further very important modifi- After Hincks, Forbes, and Browne. A and B modified cation is seen when the from Hincks; C modified from Forbes's Brit. Naked- ^ U.L_ Kocol eyed Medusae. perisarc do not remain FIG. ii. — Lar sabellarum and two stages spread out in one plane, of its Medusa, Willia stellata. A, colony of but grow in all planes Lar; B and C, young and adult medusae. forming a felt-work; the result is a massive colony, such as is seen in the so-called Hydrocorallines (fig. 60), where the interspaces between the coenosarcal tubes are filled up with calcareous matter, or coenosteum, replacing the chitinous perisarc. The result is a stony, solid mass, which contributes to the building up of coral reefs. In massive colonies of this kind no sharp distinction can be drawn between hydrorhiza and hydro- ,. caulus in the coenosarc; it ^7- Tis practically all hydrorhiza. ==r=^" Massive colonies may assume various forms and are often branching or tree-like. A fur- ther peculiarity of this type of colony is that the entire coeno- sarcal complex is covered ex- ternally by a common layer of ectoderm; it is not clear how this covering layer is developed. In the second place, the buds may be produced from the hydrocaulus, growing out laterally from it; the result is an arborescent, tree-like colony (figs. 12, 13). Budding from the hydrocaulus may be combined with budding from the hydrorhiza, so that numer- ous branching colonies arise from a common basal stolon. In the formation of arbores- cent colonies, two sharply FIG. 12.— Colony of Bougainvillea distinct types of budding are fruticosa, natural size, attached to the found, which are best de- underside of a piece of floating tim- scribed in botanical termmo- ber. (After Allman.) logy as the monopodial or racemose, and the sympodial or cymose types respectively; each is characteristic of one of the two sub-orders of the Hydroidea, the Gymnoblastea and Calypto- blastea. In the monopodial method (figs. 12, 14) the founder-polyp is, theoretically, of unlimited growth in a vertical direction, and as il grows up it throws out buds right and left alternately, so that the first bud produced by it is the lowest down, the second bud is above the first, the third above this again, and so on. Each bud produced FIG. 13. — Portion of colony of Bougainmllea fruticosa (Antho- medusae-Gymnoblasted) more magnified. (From Lubbock, after Allman.) by the founder proceeds to grow and to bud in the same way as the founder did, producing a side branch of the main stem. Hence, in a colony of gymnoblastic hydroids, the oldest polyp of each system, that is to say, of the main stem or of a' branch, is the topmost polyp ; FIG. 14. — Diagrams of the monopodial method of budding, shown in five stages (1-5). F, the founder-polyp; I, 2, 3, 4, the succession of polyps budded from the founder-polyp; a', b', c' , the succession of polyps budded from I ; a2, V, polyps budded from 2 ; a3, polyp budded from 3. the youngest polyp of the system is the one nearest to the topmost polyp ; and the axis of the system is a true axis. In the sympodial method of budding, on the other hand, the founder-polyp is of limited growth, and forms a bud from its side, which is also of limited growth, and forms a bud in its turn, and so on (figs. 15, 16). Hence, in a colony of calyptoblastic hydroids, the oldest polyp °f a system is the lowest ; the youngest polyp is the top- 140 HYDROMEDUSAE [ORGANIZATION most one; and the axis of the system is a false axis composed of portions of each of the consecutive polyps. In this method of budding there are two types. In one, the biserial type (fig. 1 5), the polyps pro- duce buds right i3 and left alter- nately, so that the hydranths are arranged in a zig- zag fashion, form- ing a " scorpioid cyme," as in Obelia and Sertularia. In the other, the uni- serial type (fig. 1 6), the buds are formed always on the same side, forming a " heli- FIG. 15. — Diagram of sympodial budding, coid cyme," as in biserial type, shown in five stages (1-5). F, Hydrallmania, founder-polyp; j, 2, 3, 4, 5, 6, succession of according to H. polyps budded from the founder; a, b, c, Driesch, in which, second series of polyps budded from the founder ; h o w ey e r, the a3, b3, series budded from 3. primitively uni- serial arrange- ment becomes masked later by secondary torsions of the hydranths. In a colony formed by sympodial budding, a polyp always produces first a bud, which contributes to the system to which it belongs, i.e. continues the stem or branch of which its parent forms a part. The I polyp may then form a second bud, which becomes the starting ^v point of a new system, the j \ beginning, that is, of a new *>. A ) branch; and even a third bud, starting yet another system, may be produced from the same polyp. Hence the colonies of Calyptoblastea may be com- plexly branched, and the bud- ding may be biserial through- out, uniserial throughout, or partly one, partly the other. Thus in Plumularidae (figs. 17, 7. , 1 8) there is formed a main stem FIG. 16.— Diagram of sympodial by biserial budding; each polyp budding, uniserial type shown on the main stem forms a in four stages (1-4).. F, founder- second bud which usuall E olIPliV 2' 3, succession of polyps forms a side branch or pinnuie budded from the founder. by uniserial budding. In this way are formed the familiar feathery colonies of Plumularia, in which the pinnules are all in one plane, while in the allied Anten- nularia the pinnules are arranged in whorls round the main biserial stem. The pinnules never branch again, since in the uniserial mode of budding a polyp never forms a second polyp-bud. On the other hand, a polyp on the main stem may form a second bud which, instead of form- ing a pinnule by uni- serial budding, pro- duces by biserial bud- ding a branch, from which pinnules arise as from the main stem (fig. 18— 3, 6). Or a polyp on the main stem, after having budded a second time to form a pinnule, may give rise to a third bud, which starts a new biserial FIG. 17. — Diagram of sympodial budding, system, from which simple unbranched Plumularia-type. F, uniserial pinnules arise founder; 1-8, main axis formed by biserial as from the main stem budding from founder; a-e, pinnule formed — type of Aglaophenia by uniserial budding from founder; al-d{, (fig. 19). The laws of branch formed by similar budding from I ; budding in hydroids a2-d? from 2, and so forth. have been worked out in an interesting manner by H. Driesch [13], to whose memoirs the reader must be referred for further details. Individualization of Polyp-Colonies. — As in other cases where animal colonies are formed by organic union of separate individuals, there is ever a tendency for the polyp-colony as a whole to act as a single individual, and for the members to become subordinated to the needs of the colony and to undergo specialization for particular functions, with the result that they simulate organs and their in- dividuality becomes masked to a greater or less degree. Perhaps the earliest of such specializations is connected with the reproductive function. Whereas primitively any polyp in a colony may produce medusa-buds, in many hydroid colonies medusae are budded only by certain polyps termed blastostyles (fig. 10, b). At first not differing in any way from other polyps (fig. 5), the blasto- styles gradually lose their nutritive function and the organs connected with it; the mouth and tentacles disappear, and the blasto- style obtains the nutriment necessary for its activity by way of the coenosarc. In the Calyptoblastea, where the polyps are protected by special capsules of the perisarc, the gonothecae en- closing the blastostyles differ from the hydro- thecae protecting the hy- dranths (fig. 54). In other colonies the two functions of the nutritive polyp, namely, capture and digestion of food, may be shared between different _ polyps (fig. 10). One class /,IG- 18— Diagram showing method of polyps, the dactylozoids of branching in the Plumulana-type; (dz), lose their mouth and compare with fig. 17. Polyps 3 and 6, stomach, and become elon- instead of producing uniserial pinnules, gated and tentacle-like, have produced biserial branches (31, 3', showing great activity of 33- 34: 61;6 ),' which give off uniserial movement. Another class, branches in their turn, the gastrozoids (gz), have the tentacles reduced or absent, but have the mouth and stomach enlarged. The dactylozoids capture food and pass it on to the gastrozoids, which swallow and digest it. Besides the three types of individual above mentioned, there are other appendages of hydroid colonies, of which the individuality is doubtful. Such are the " guard-polyps " (machopolyps) of Plumu- laridae, which are often regarded as individuals of the nature of dac- tylozoids, but from a study of the mode of budding in this hydroid family Driesch concluded that the guard-polyps were not true polyp-individuals, although each is enclosed in a small protecting cup of the perisarc, known as a nematophore. Again, the spines arising from the basal crust of Podocoryne have been interpreted by some authors as reduced polyps. 3. The Medusa. — In the Hydro- medusae the medusa-individual occurs, as already stated, in one of two conditions, either as an inde- pendent organism leading a true life the open seas, or as a subordinate individuality in the hydroid colony, from which it is never set free; it then becomes a mere reproductive appendage or gono- phore, losing sue- FIG. 19. — Diagram showing method of branch- cessively its organs ing in the A glaophenia-type. Polyp 7 has pro- of sense, loco- duced as its first bud, 8; as its second bud, a7, motion and nutri- which starts a uniserial pinnule; and as a third tion, until its bud I7, which starts a biserial branch (II'-VI7) medusoid nature that repeats the structure of the main stem and and organization gives off pinnules. The main stem is indicated become scarcely by — — , the new stem by re cognizab 1 e. Hence it is convenient to consider the morphology of the medusa from these two aspects. (o) The Medusa as an Independent Organism. — The general structure and characteristics of the medusa are described elsewhere (see articles HYDROZOA and MEDUSA), and it is only necessary here to deal with the peculiarities of the Hydromedusa. As regards habit of life the vast majority of Hydromedusae arc AND MORPHOLOGY] HYDROMEDUSAE 141 pelagic organisms, floating on the surface of the open sea, propelling themselves feebly by the pumping movements of the umbrella produced by contraction of the sub-umbral musculature, and capturing their prey with their tentacles. The genera Cladonema (fig. 20) and Clava- tella (fig. 21), how- ever,are ambulatory, creeping forms, living in rock-pools and walking, as it were, on the tips of the proximal branches of each of the tentacles, while the remaining branches serve for capture of food. Cladonema still has the typical medusan structure, and is able to swim about, but in Clavatella the um- brella is so much re- duced that swimming -t oc. t From Allman's Gymnoblastic Eydroids, by permission of the Council of the Ray Society. FIG. 2 1 . — Clavatella prolifera, ambulatory medusa. /, tentacles; oct ocelli. is no longer possible. The remarkable medusa Mnestra />ariiu?mvr '' " ""* covered with sensory ^Uf^m&Sn''"'''*" ectodermal epithelium (eft 1 and rnnt-aini'no- on ^tei O. and R. Hertwig, Nenensystem und Sinnes- A A cmitammg an organe da Medusen, by permission of F. C. W. endodermal core (end.), Vogel. which is at first continu- FIG. 34.— Tentaculocyst (statorhabd) ous with the endoderm of Cunina solmaris. n.c, Nerve-cushion; of the ring-canal, but ena, endodermal concrement-cells; con, later becomes separated otolith. from it. In the endoderm large concretions are formed (con.). Other sensory cells with long cilia cover a sort of cushion (n.c.) at the base of the club ; the club may be long and the cushion small, or the cushion large and the club small. The whole structure is innervated, like the tentacles, from the ex-umbral nerve-ring. An advance towards the second stage is seen in such a form as Rhopalo- nema (fig. 36), where the ectoderm of the cushion rises up in a double fold to enclose the club in a protective covering form- ing a cup or vesicle, at first open distally ; finally the opening closes and the closed vesicle may sink inwards and be found far removed from After 0. and R. Hertwig, Nenensystem und Sinnes- the surface, as in Geryonia "'Sane der Medusen, by permission of F. C. W. (fig. 37). V°sel- The ocelli are seen in FIG. 35.— Tentaculocyst of Cunina lati- their simplest form as a ventris. pigmented patch of ecto- ect, Ectoderm, derm, which consists of n.c, Nerve-cushion, two kinds of cells — (l) end, Endodermal concrement-cells. pigment-cells, which are con, Otolith. ordinary indifferent cells of the epithelium containing pigment-granules, and (2) visual cells, slender sensory epithelial cells of the usual type, which may develop visual cones or rods at their free extremity. The ocelli occur usually either on the inner or outer sides of the ten- tacles; if on the inner side, the tentacle is turned upwards and carried over the ex - umbrella, so as to expose the ocellus to the light; if the -end. nc. -hit FIG. 36. — Simple tentaculocyst of Rhopalo' ocellus be on the nema velatum. The process carrying the otolith outer side of a or concretion hk, formed by endoderm cells, is tentacle, two enclosed by an upgrowth forming the " vesicle," nerves run round which is not yet quite closed in at the top. the base of the (After Hertwig.) tentacle to it. In other cases ocelli may occur between tentacles, as in Tiaropsis (fig. 29). The simple form of ocellus described in the foregoing paragraph may become folded into a pit or cup, the interior of which becomes filled with a clear gelatinous secretion forming a sort of vitreous 144 HYDROMEDUSAE [ORGANIZATION -ex ex, sub, c.c, v, body. The distal portion of the vitreous body may project from rhe cavity of the cup, forming a non-cellular lens as in Lizzia (fig. 28). Beyond this simple condition the visual organs of the Hydromedusae do not advance, and are far from reaching the wonderful develop- ment of the eyes of Scyphomedusae (Charybdaea) . Besides the ordinary type of ocellus just described, there is found in one genus(Tiaropsis) a type of ocellus in which the visual elements are inverted, and s'-£ _ have their cones turned away from the light, as in the human retina (fig. 30). In this case the pigment-cells are endodermal, forming a cup of pigment in which the visual cones are embedded. A similar ocellus is formed in Aurelia among the Scypho- medusae (g.f.). After O. and R. Hertwig, ffenensystem and Sinnesors/me Other sense ier Hcdusm, by permission of F. C. W. Vogel. organs of Hydro- FIG. 37. — Section of statocyst of Geryonia medusae are the (Carmarina hastata). so-called sense- st.c, Statocyst containing the minute tentaculo- clubs or cordyli cyst, found in a few nrjt Ex-umbral nerve-ring. Leptomedusae, nr,, Sub-umbral nerve-ring. especially in those Ex-umbral ectoderm. genera, in which Sub-umbral ectoderm. otocysts are mcon- Circular canal. spicuous or absent Velum. (fig- 39)-. Each cordylus is a ten- tacle-like structure with an endodermal axis containing an axial cavity which may be continuous with the ring-canal, or may be partially occluded. Externally the cordylus is covered by very flattened ectoderm, and bears no otoliths or sense-cells, but the base of the club rests upon the ex-umbral nerve-ring. Brooks regards these organs as sensory, serving for the sense of balance, and representing a primitive stage of the tentaculocysts of Trachylinae; Linko, on the other hand! finding no nerve-elements connected with them, regards them as digestive (?) in function. The sense-organs of the two fresh-water medusae Limnocodium and Limnocnida are peculiar and of rather doubtful nature (see E. T. Browne [10]). The endoderm of the medusa shows the same general types of structure as in the polyp, described above. We can distinguish (i) digestive endoderm, in the stomach, often with special glandular elements; (2) circu- latory endoderm, in the radial and ring- canals; (3) supporting endoderm in the axes of the tentacles and in the endoderm- lamella; the latter is primitively a double layer of cells, produced by concrescence of the ex-umbral and sub-umbral layers of the coelenteron, but it is usually found as a single layer of flattened cells (fig. 40); in Geryonia, however, it remains double, and the centripetal canals arise by parting of the two layers; (4) excretory endoderm, lining pores at the margin of the umbrella, occurring in certain Leptomedusae as so- called " marginal tubercles," opening, on the one hand, into the ring-canal and, on the other hand, to the exterior by " marginal funnels," which debouch into the sub-umbral cavity above the velum. As has been de- FIG. 38. — Ocellus of scribed above, the endoderm may also con- Lizzia koellikeri. oc, tribute to the sense-organs, but such Pigmented ectodermal contributions are always of an accessory cefis; /, lens. (After nature, for instance, concrement-cells in Hertwig.) the otocysts, pigment in the ocelli, and never of sensory nature, sense-cells being in all cases ectodermal. The reproductive cells may be regarded as belonging primarily to neither ectoderm nor endoderm, though lodged in the ectoderm in all Hydromedusae. As described for the polyp, they are wandering cells capable of extensive migrations before reaching the particular spot at which they ripen. In the Hydromedusae they usually, if not invariably, ripen in the ectoderm, but in the neighbourhood of the main sources of nutriment, that is to say, not far from the stomach. Hence the gonads are found on the manubrium in Anthomedusae generally; on the base of the manubrium, or under the gastral pouches, or in both these situations (Octorchidae), or under the radial canals, in Trachomedusae; under the gastral pouches or radial canals, in Narcomedusae. When ripe, the germ-cells are dehisced directly to the exterior. Hydromedusae are of separate sexes, the only known exception being Amphogona apsteini, one of the Trachomedusae (Browne [9]). Moreover, all the medusae budded from a given hydroid colony are either male or female, so that even the non-sexual polyp must be considered to have a latent sex. (In Hydra, on the other hand, the individual is usually hermaphrodite.) The medusa always reproduces itself sexually, and in some cases non-sexually also. The non-sexual reproduction takes the form of fission, budding or sporogony, the details of which are described below. Buds may be pro- duced from the manu- brium, radial canals, ring-canal, or tentacle- bases, or from an aboral stolon (Narcomedasae). In all cases only medusa- buds are produced, never polyp-buds. The- mesogloea of the medusa is largely de- veloped and of great thickness in the umbrella. The sub-epithelial tissues, i.e. the nervous and mus- cular ceHs, are lodged in the mesogloea, but in Hydromedusae it never contains tissue-cells or After w |K Brooks Jmrnai o{ Morphology, x., mesogloeal corpuscles. by permission of Ginn & Co. FIG. 39. — Section of a Cordylus of Laodice. Circular canal. Velum. Tentacle. Cordylus, composed e» c c „ ' of flattened ectoderm ec covering a large-celled endodermal axis en. (6) The Medusae as a Subordinate Individuality. — It has been shown above that polyps are budded only from polyps and that the medusae may be budded either from polyps or from medusae. I n any case the daughter-individuals produced from the buds may be imagined as remaining attached to the parent and forming a colony of individuals in organic connexion with one another, and thus three possible cases arise. The first case gives a colony entirely composed of polyps, as in many Hydroidea. The second case gives a colony partly composed of polyp-individuals, partly of medusa-individuals, a possibility also realized in many colonies of Hydroidea. The third case gives a colony entirely composed of medusa-individuals, a possibility perhaps realized in the Siphonophora, which will be discussed in dealing with this group. The first step towards the formation of a mixed hydroid colony is undoubtedly a hastening of the sexual maturity of the medusa- individual. Normally the medusae are liberated in quite an imma- ture state; they swim away, feed, grow and become adult mature individuals. From the bionomical point of view, the medusa is to be considered as a means of spreading the species, supplementing the deficiencies of the sessile polyp. It may be, however, that in- creased reproductive- ness becomes of greater importance to the species than wide diffu- sion; such a condition FIG. 40. — Portions of Sections through will be brought about if the Disk of Medusae — the upper one of the medusae mature Lizzia, the lower of Aurelia. (After quickly and are either Hertwig.) set free in a mature d Endoderm iamella. condition or remain in Muscular processes of the ectoderm-cells the shelter of the polyp- in croi.£Brtfcn. Ectoderm. Endoderm lining the enteric cavity. Wandering endoderm cells of the gelatinous substance. colony, protected^ from j risks of a free life in the ' open sea. In this way ' the medusa sinks from ' an independent per- sonality to an organ of the polyp-colony, becoming a so-called medusoid gonophore, or bearer of the reproductive organs, and losing gradually all organs necessary for an independent existence, namely those of sense, locomotion and nutrition. In some cases both free medusae and gonophpres may be produced from the same hydroid colony. This is the case in Syncoryne mirabilis (Allman [1], p. 378) and in Campanularia volubilis; in the latter, free medusae are produced in summer, gonophores in winter (Duplessis [14]). Again in Pennaria, the male medusae are set free AND MORPHOLOGY] HYDROMEDUSAE in a state of maturity, and have ocelli ; the female medusae remain attached and have no sense organs. The gonophores of different hydroids differ greatly in structure from one another, and form a series showing degeneration of the medusa-individual, which is gradually stripped, as it were, of its characteristic features of medusan organization and finally reduced to the simplest structure. A very early stage in the degeneration is well exemplified by the so-called " meconidium " of Gonothyraea (fig. 41, A). Here the medusoid, attached by the centre of its ex-umbral surface, has lost its velum and sub-umbral muscles, its sense organs and mouth, though still retaining rudimentary tentacles. The gonads (g) are produced on the manubrium, which has a hollow endodermal axis, termed the spadix (sp.), in open communication with the coenosarc of the polyp-colony and serving for the nutrition of the generative cells. A very similar condition is seen in Tubularia (fig. 41, B), where, however, the tentacles have quite disappeared, and the circular rim formed by the margin of the umbrella has nearly closed over the manubrium leaving only a small aperture through which the embryos emerge. The next step is illustrated by the female gonophores of Cladocoryne, where the radial and ring-canals H Modified from Weismaan, Entstehung der Sexucdzellen bei den Hydromedusen. FIG. 41. — Diagrams of the Structure of the Gonophores of various Hydromedusae, based on the figures of G. J. Allman and A. Weismann. A, "Meconidium" of Gonothyraea. H, Withspadix branched (Cordy- B, Type of Tubularia. C, Type of Garveia, &c. [&c. D, Type of Plumularia, Agalma, E, Type of Coryne, Forskalia, &c. F, G, H, Sporosacs. F, With simple spadix. G, With spadix prolonged (Eudendrium). lophora) . s.c, Sub-umbral cavity. /, Tentacles. c.c, Circular canal, g, Gonads. sp, Spadix. e.l, Endoderm-lamella. ex, Ex-umbral ectoderm. ect, Ectotheca. have become obliterated by coalescence of their walls, so that the entire endoderm of the umbrella is in the condition of the endoderm- lamella. Next the opening of the umbrella closes up completely and disappears, so that the sub-umbral cavity forms a closed space surrounding the manubrium, on which the gonads are developed; such a condition is seen in the male gonophore of Cladocoryne and in Garveia (fig. 41, C), where, however, there is a further complication in the form of an adventitious envelope or ectotheca (ect.) split off from the gonophore as a protective covering, and not present in Clado- coryne. The sub-umbral cavity (s.c.) functions as a brood-space for the developing embryos, which are set free by rupture of the wall. It is evident that the outer envelope of the gonophore represents the e»-umbral ectoderm (ex.), and that the inner ectoderm lining the cavity represents the sub-umbral ectoderm of the free medusa. The next step is the gradual obliteration of the sub-umbral cavity (s.c.) by disappearance of which the sub-umbral ectoderm comes into contact with the ectoderm of the manubrium. Such a type is found in Plumularia and also in Agalma (fig. 41, D) ; centrally is seen the spadix (sp.), bearing the generative cells (g), and external to these (i) a layer of ectoderm representing the epithelium of the manubrium ; (2) the layer of sub-umbral ectoderm; (3) the endoderm-lamella (e.l.) ; (4) the ex-umbral ectoderm (ex.) ; and (5) there may or may not be present also an ectotheca. Thus the gonads are covered over by at least four layers of epithelium, and since these are unnecessary, presenting merely obstacles to the dehiscence of the gonads, they gradually undergo reduction. The sub-umbral ectoderm and that covering the manubrium undergo concrescence to form a single layer (fig. 41, E), which finally disappears altogether, and the endoderm- lamella disappears. The gonophore is now reduced to its simplest condition, known as the sporosac (fig. 41, F, G, H), and consists of the spadix bearing the gonads covered by a single layer of ectoderm (ex.), with or without the addition of an ectotheca. It cannot be too strongly emphasized, however, that the sporosac should not be com- pared simply with the manubrium of the medusa, as is sometimes done. The endodermal spadix (sp ) of the sporosac represents the endoderm of the manubrium; the ectodermal lining of the sporosac (ex.) represents the ex-umbral ectoderm of the medusa; and the intervening layers, together with the sub-umbral cavity, have disappeared. The spadix, as the organ of nutrition for the gonads, may be developed in various ways, being simple (fig. 41, F) or branched (fig. 41, H); in Eudendrium (fig. 41, G) it curls round the single large ovum. The hydroid Dicoryne is re- markable for the possession of gono- phores, which are ciliate and become detached and swim away by means of their cilia. Each such sporosac has two long tentacle-like processes thickly ciliated. It has been maintained that the gonads of Hydra represent sporosacs or gono- phores greatly re- duced, with the last traces of medusoid Struc- ^ter Allman, Gymnoblastic Hydroids, by permission of the ture completely CouncU o£ the ^ Sodety~ obliterated. There FIG. 42. — Gonophores of Dicoryne conferta. is, however, no A, A male gonophore still enclosed in its ecto- evidence whatever theca.' [liberation, for this, the gonads B and C, Two views of a female gonophore after of Hydra being t, Tentacles. purely ectodermal ov, Ova, two carried on each female gonophore. structures, while sp, Testis. all medusoid gono- phores have an endodermal portion. Hydra is, moreover, bisexual, in contrast with what is known of hydroid colonies. In some Leptomedusae the gonads are formed on the radial canals and form protruding masses resembling sporosacs super- ficially, but not in structure. Allman, however, regarded this type of gonad as equivalent to a sporosac, and considered the medusa bearing them as a non-sexual organism, a " blastocheme " as he termed it, producing by budding medusoid gonophores. As medusae are known to bud medusae from the radial canals there is nothing impossible in Allman's theory, but it cannot be said to have; received satisfactory proof. Reproduction and Ontogeny of the Hydromedusae. Nearly every possible method of reproduction occurs amongst the Hydromedusae. In classifying methods of generation it is usual to make use of the sexual or non-sexual nature of the reproduction as a primary difference, but a more scientific classification is afforded by the distinction between tissue-cells 146 HYDROMEDUSAE [REPRODUCTION (histocytes) and germinal cells, actual or potential (archaeo- cytes), amongst the constituent cells of the animal body. In this way we may distinguish, first, vegetative reproduction, the result of discontinuous growth of the tissues and cell-layers of the body as a whole, leading to (i) fission, (2) autotomy, or (3) vegetative budding; secondly, germinal reproduction, the result of the reproductive activity of the archaeocytes or germinal tissue. In germinal reproduction the proliferating cells may be undi/erentiated, so-called primitive germ-cells, or they may be differentiated as sexual cells, male or female, i.e. spermatozoa and ova. If the germ-cells are undifierentiated, the offspring may arise from many cells or from a single cell; the first type is (4) germinal budding, the second is (5) sporogony. If the germ- cells are differentiated, the offspring arises by syngamy or sexual union of the ordinary type between an ovum and spermatozoon, so-called fertilization of the ovum, or by parthenogenesis, i.e. development of an ovum without fertilization. The only one of these possible modes of reproduction not known to occur in Hydromedusae is parthenogenesis. (1) True fission or longitudinal division of an individual into two equal and similar daughter-individuals is not common but occurs in Gastroblasta, where it has been described in detail by Arnold Lang [30]. (2) Autotomy, sometimes termed transverse fission, is the name given to a process of unequal fission in which a portion of the body separates off with subsequent regeneration. In Tubularia by a process of decapitation the hydranths may separate off and give rise to a separate individual, while the remainder of the body grows a new hydranth. Similarly in Schizocladium portions of the hydrocaulus are cut off to form so-called " spores," which grow into new individuals (see Allman [1]). (3) Vegetative bud- ding is almost uni- versal in the Hydro- medusae. By budding is understood the formation of a new in- dividual from a fresh growth of undiffer- entiated material. It is convenient to dis- tinguish buds that give rise to polyps from those that form medusae. (a) The Polyp.— The buds that form polyps are very simple in mode of formation. Four stages may be distinguished; the first is a simple outgrowth of both layers, ecto- derm and endoderm containing a prolonga- tion of the coelenteric cavity; in the seconc stage the tentacles "Coelenterata," in grow put as secondary diverticula from the side of the first out- growth; in the thirc stage the mouth is formed as a perfora tion of the two layers, and, lastly, if the but S.o. Much modified from C. Chun, Bronn's Tieneich. FIG. 43. — Direct Budding of Cunina. A, B, C, E, F, In ver- t, Tentacle. tical section. D, Sketch of exter- nal view. st. Stomach. m, Manubrium. s.o, v, s.c, n.s, Sense organ. Velum. Sub-um bral cavity. Nervous system. from the parent polyp and begins a free existence. (6) The Medusae. — Two types of budding must be distinguished — the direct, so-called palingenetic type, and the indirect, so-callet •coenogenotic type. The direct type of budding is rare, but is seen in Cunina anc Millepora. In Cunina there arises, first, a simple outgrowth of both layers, as in a polyp-bud (fig. 43, A) ; in this the mouth is formec distally as a perforation (B) ; next the sides of the tube so formec >ulge out laterally near the attachment to form the umbrella, while :he distal undilated portion of the tube represents the manubrium ^C) ; the umbrella now grows out nto a number of obes or lappets, and the tentacles and tentaculocysts *row out, the ormer in a notch jet ween two appets, the latter on the apex of each lappet (D, E); finally, the velum arises as a growth of the ectoderm alone, the whole bud shapes itself, so to speak, and the little medusa is separated off by rupture of the thin stalk connecting it with the parent (F). The direct method of medusa-budding only differs from the polyp-bud by its greater com- plexity of parts and organs. The indirect mode of budding (figs. 44, 45) is the commonest method by which medusa- buds are formed. It is marked by the formation in the bud of a character- istic structure termed the ento- codon (Knospen- kern, Glockenkern). The first stage is a simple hollow outgrowth of both body-layers (fig. 44, A); at the tip of this is formed a thickening of the ectoderm, arising Krimitively as a ollow ingrowth (fig. 44, B), but more usually as a solid mass of ecto- derm-cells (fig. 45, A). The ectodermal ingrowth is the entocodon (Gc.) ; it bulges into, and pushes down, the endoderm at the apex of the bud, and if solid it soon acquires a cavity (fig. 44, C, s.c.). The cavity of the entocodon increases continually in size, while the endoderm pushes up at the sides of it to form a cup with hollow walls, enclosing but not quite surrounding the _ entocodon, which - • remains in contact at its outer side with the ectoderm covering the bud (fig. 44, D, t). The next changes that take place are chiefly in the endo- derm-cup (fig. 44, D, E) ; the cavity between the two walls of the cup becomes reduced by concrescence to form the radial canals (r.c.), ring-canal (c.c.), and endoderm-lamella (e.l., fig. 44, E), and at the same time the base of the cup is thrust upwards to form the manubrium (m), converting the cavity of the entocodon into a FIG. 44. — Diagrams of Medusa budding with the formation of an entocodon. The endoderm is shaded, the ectoderm left clear. A, B, C, D, F, Succes- sive stages in ver- tical section. E, Transverse sec- tion of a stage similar to D. Gc, Entocodon. s.c, Cavity of ento- codon, forming the future sub-u m b r a 1 cavity. st, Stomach. r.c. Radial canal. c.c, Circular canal. e.l, Endoderm lamella. m, Manubrium. », Velum. t, Tentacle. A B C FIG. 45. — Modifications of the method of budding shown in fig. 44, with solid Ento- codon (Gc.) and formation of an ectotheca (ect.). AND ONTOGENY] HYDROMEDUSAE space which is crescentic or horse-shoe-like in section. Next ten- tacles (t, fig. 44, F) grow out from the ring-canal, and the double plate of ectoderm on the distal side of the entocodon becomes perforated, leaving a circular rim composed of two layers of ectoderm, the velum (v) of the medusa. Finally, a mouth is formed by breaking through at the apex of the manubrium, and the now fully-formed medusa becomes separated by rup- ture of the stalk of the bud and swims away. If the bud, how ever, is destined to give rise not to a free medusa, but to a gonophore the developmenl is similar buc be- comes arrested at various points, ac- cording to the degree to which the gonophore i: degenerate. The entocodon is usually formed proving the medu- soid nature of the bud, but in sporo- sacs the entocodon may be rudiment- ary or absent altogether. The process of budding as above described may be varied or complicated in various ways; thus a secondary, amnion-Iike, ecto- dermal covering or ectotheca (fig. 45, C, ect.) may be formed over all, as in Garveia, &c. ; or the entocodon may remain solid and without cavity until after the formation of the manubrium, or may never acquire a cavity at all, as described above for the gono- phores. Phylogenetic Sig- nificance of the Entocodon. — It is seen from the foregoing account FIG. 46. — Diagrams to show the significance of the Entocodon in Medusa-buds. (Modified from a diagram given by A. Weismann.) I, II Ideally primitive method of budding, in of medusa - bud- which the mouth is formed first (la), ding that the ento- next the tentacles (16), and lastly the codon is a umbrella. very important consti- Method of Cunina; (a) the mouth arises, tuent of the bud, next the umbrella (b), and lastly the ten- furnishing some of tacles (c). the most essential [II, Hypothetical transition from II to the in- portions of the direct method with an entocodon; the medusa ; its cavity formation of the manubrium is retarded, becomes the sub- that of the umbrella hastened (Ilia, b). umbral cavity, IV, a, b, c, budding with an entocodon (cf. and its lining fur- fig- 44)- nishes the ecto- V, Budding with a solid entocodon (cf. fig. 45). dermal epithelium of the manubrium and of the sub-umbral cavity as far as the edge of the velum. Hence the entocodon represents a precocious formation of the sub-umbral surface, equivalent to the peristome of the polyp, differentiated in the bud prior to other portions of the organism which must be regarded as antecedent to it in phylogeny. If the three principal organ-systems of the medusa, namely mouth, tentacles and umbrella, be considered in the light of phylogeny, it is evident that the manubrium bearing the mouth must be the oldest, as representing a common property of all the Coelentera, even of the gastrula embryo of all Enterozoa. Next in order come the tentacles, common to all Cnidaria. The special property of the medusa is the umbrella, distinguishing the medusa at once from other morphological types among the Coelentera. If, therefore, the formation of these three systems of organs took place according to a strictly phylogenetic sequence, we should expect them to appear in the order set forth above (fig. 46, la, b, c). The nearest approach to the phylogenetic sequence is seen in the budding of Cunina, where the manubrium and mouth appear first, but the umbrella is formed before the tentacles (fig. 46, Ha, b, c). In the indirect or coeno- genetic method of budding, the first two members of the sequence exhibited by Cunina change places, and the umbrella is formed first, the manubrium next, and then the tentacles; the actual mouth- perforation being delayed to the very last (fig. 46, IVa, b, c). Hence the budding of medusae exemplifies very clearly a common pheno- menon in development, a phylogenetic series of events completely dislocated in the ontogenetic time-sequence. The entocodon is to be regarded, therefore, not as primarily an ingrowth of ectoderm, but rather as an upgrowth of both body- layers, in the form of a circular rim (IVo), representing the umbrellar margin ; it is comparable to the bulging that forms the umbrella in the direct method of budding, but takes place before a manubrium is formed, and is greatly reduced in size, so as to become a little pit. By a simple modification, the open pit becomes a solid ectodermal ingrowth, just as in Teleostean fishes the hollow medullary tube, or the auditory pit of other vertebrate embryos, is formed at first as a solid cord of cells, which acquires a cavity secondarily. Moreover, the entocodon, however developed, gives rise at first to a closed cavity, representing a closing over of the umbrella, temporary in the bud destined to be a free medusa, but usually permanent in the sessile gonophore. As has been shown above, the closing up of the sub-umbral cavity is one of the earliest degenerative changes in the evolution of the gonophore, and we may regard it as the umbrellar fold taking on a protective function, either temporarily for the bud or permanently for the gonophore. To sum up, the entocodon is a precocious formation of the umbrella, closing over to protect the organs in the umbrellar cavity. The possession of an entocodon proves the medusa-nature of the bud, and can only be explained on the theory that gonophores are de- generate medusae, and is inexplicable on the opposed view that medusae are derived from gonophores secondarily set free. In the sporosac, however, the medusa-individual has become so degenerate that even the documentary proof, so to speak, of its medusoid nature may have been destroyed, and only circumstantial evidence of its nature can be produced. 4. Germinal Budding. — This method of budding is commonly described as budding from a single body-layer, instead of from both layers. The layer that produces the bud is invariably the ectoderm, i.e. the layer in which, in Hydromedusae, the generative cells are lodged; and in some cases the buds are produced in the exact spot in which later the gonads appear. From these facts, and from those of the sporogony, to be described below, we may regard budding to this type as taking place from the germinal epithelium rather than from ordinary ectoderm. (a) The Polyp. — Budding from the ectoderm alone has been described by A. Lang [29] in Hydra and other polyps. The tissues of the bud become differentiated into ectoderm and endoderm, and the endoderm of the bud becomes secondarily continuous with that of the parent, but no part of the parental endoderm contributes to the building up of the daughter-polyp. Lang regarded this method of budding as universal in polyps, a notion disproved by O. Seeliger [52] who went to the opposite extreme and regarded the type of budding described by Lang as non-existent. In view, however, both of the statements and figures of Lang and of the facts to be described presently for medusae (Margellium), it is at least theoretically possible that both germinal and vegetative budding may occur in polyps as well as in medusae. (b) The Medusa. — The clearest instance of germinal budding is furnished by Margellium (Rathkea) octopunctatum, one of the Margelidae. The budding of this medusa has been worked out in detail by Chun (HvDROZOA, [1]), to whom the reader must be referred for the interesting laws of budding regulating the sequence and order of formation of the buds. The buds of Margellium are produced on the manubrium in each of the four interradii, and they arise from the ectoderm, that is to say, the germinal epithelium, which later gives rise to the gonads. The buds do not appear simultaneously but successively on each of the four sides of the manubrium, thus: 3 4 and secondary buds 2 may be produced on the medusa-buds before the latter are set free as medusae. Each bud arises as a thickening of the epithelium, which first forms two or three layers (fig. 47, A), and becomes separated into a superficial layer, future ectoderm, surrounding a central mass, future endoderm (fig. 47, B). The ectodermal epithelium on the distal side of the bud becomes thickened, grows inwards, and forms a typical entocodon (fig. 37, D, E, F). The remaining development of the bud "s just as described above for the indirect method of medusa-budding 'fig. 47, G, H). When the bud is nearly complete, the body-wall of the parent immediately below it becomes perforated, placing the coelenteric cavity of the parent in secondary communication with that of the bud (H), doubtless for the better nutrition of the latter. HYDROMEDUSAE [REPRODUCTION Especially noteworthy in the germinal budding of Margellium is the formation of the entocodon, as in the vegetative budding of the indirect type. 5. Sporogony. — This method of reproduction has been described by E. Metchnikoff in Cunina and allied genera. In individuals either of the male or female sex, germ-cells which are quite un- differentiated and neutral in character, become amoeboid, and wander into the endoderm. They divide each into two sister- cells, one of which — the spore — becomes enveloped by the other. The spore-cell multiplies by division, while the enveloping cell is nutrient and protective. The spore cell gives rise to a " spore- larva," which is set free in the coelenteron and grows into a medusa. Whether sporogony occurs also in the polyp or not remains to be proved. 6. Sexual Reproduction and Embryology. — The ovum of Hydro- medusae is usually one of a large number of oogonia, and grows at the expense of its sister-cells. No regular follicle is formed, but the oocyte absorbs nutriment from the remaining oogonia. In Hydra the oocyte is a large amoeboid cell, which sends out pseudopodia amongst the oogonia and absorbs nutriment from them. When the oocyte is full grown, the residual oogonia die off and disintegrate. The spermatogenesis and maturation and fertilization of the germ-cells present nothing out of the common and need not be FIG. 47. — Budding from the Ectoderm (germinal epithelium) in Margellium. (After C. Chun.) A, The epithelium becomes two- the bud forms an entocodon layered. (Gc.). B, The lower layer forms a solid G,H, Formation of the medusae. mass of cells, which (C) s.c, Sub-umbral cavity, becomes a vesicle, the future r.c. Radial canal, endoderm, containing the st, Stomach, which in H ac- coelenteric cavity (coel), quires a secondary corn- while the outer layer munication with the diges- furnishes the future ecto- tive cavity of the mother, derm. c.c. Circular canal. D, E, F, a thickening of the ecto- v. Velum, derm on the distal side of /, Tentacle. described here. These processes have been studied in detail by A. Brauer [2] for Hydra. The general course of the development is described in the article HYDROZOA. We may distinguish the following series of stages: (i) ovum; (2) cleavage, leading to formation of a blastula; (3) formation of an inner mass or parenchyma, the future endoderm, by immigration or delamination, leading to the so-called parenchy- mula-stage; (4) formation of an archenteric cavity, the future coelenteron, by a splitting of the internal parenchyma, and of a blastopore, the future mouth, by perforation at one pole, leading to the gast ru la-stage ; (5) the outgrowth of tentacles round the mouth (blastopore), leading to the actinula-stage; and (6) the actinula becomes the polyp or medusa in the manner described elsewhere (see articles HYDROZOA, POLYP and MEDUSA). This is the full, ideal development, which is always contracted or shortened to a greater or less extent. If the embryo is set free as a free-swimming, so-called planula-larva, in the blastula, parenchymula, or gastrula stage, then a free actinula stage is not found; if, on the other hand, a free actinula occurs, then there is no free planula stage. The cleavage of the ovum follows two types, both seen in Tubularia (Brauer [3]). In the first, a cleavage foljows each nuclear division; in the second, the nuclei multiply by division a number of times, and then the ovum divides into as many blastomeres as there are nuclei present. The result of cleavage in all cases is a typical blastula, which when set free becomes oval and develops a flagcllum to each cell, but when not set free, it remains spherical in form and has no fiagella. The germ-layer formation is always by immigration or delamina- tion, never by invagination. When the blastula is oval and free- swimming the inner mass is formed by unipolar immigration from the hinder pole. When the blastula is spherical and not set free, the germ-layer formation is always multipolar, either by immigration or by delamination, i.e. by tangential division of the cells of the blastoderm, as in Geryonia, or by a mixture of immigration and delamination, as in Hydra, Tubularia, &c. The blastopore is formed as a secondary perforation at one spot, in free-swimming forms at the hinder pole. Formation of archenteron and blastopore may, however, be deferred till a later stage (actinula or after). The actinula stage is usually suppressed or not set free, but it is seen in Tubularia (fig. 48), where it is ambulatory, in Gonionemus (Trachomedusae), and in Cunina (Narco- medusae), where it is parasitic. In Leptolinae the embryonic develop- ment culminates in a polyp, which is usually formed by fixation of a planula (parenchymula), rarely by fixation of an actinula. The planula may fix itself (i) by one end, and then becomes the hydro- caulus and hydranth, while the hydro- rhiza grows out from the base; or (2) partly by one side and then gives rise to Modified from a plate by L. the hydrorhiza as well as to the other Agassiz, Contributions to Nat. parts of the polyp; or (3) entirely by its'" side, and then forms a recumbent hydro- piG. 48.— Free Actinula rhiza from which a polyp appears to be of Tubularia. budded as an upgrowth. In Trachylinae the development produces always a medusa, and there is no polyp-stage. The medusa arises direct from the actinula- stage and there is no entocodon formed, as in the budding described above. Life-cycles of the Hydromedusae. — The life-cycle of the Leptolinae consists of an alternation of generations in which non-sexual indi- viduals, polyps, produce by budding sexual individuals, medusae, which give rise by the sexual process to the non-sexual polyps again, so completing the cycle. Hence the alternation is of the type termed metagenesis. The Leptolinae are chiefly forms belonging to the in- shore fauna. The Trachylinae, on the other hand, are above all oceanic forms, and have no polyp-stage, and hence there is typically no alternation in their life-cycle. It is commonly assumed that the Trachylinae are forms which have lost the alternation of generations possessed by them ancestrally, through secondary simplification of the life-cycle. Hence the Trachylinae are termed " hypogenetie " medusae to contrast them with the metagenetic Leptolinae. The whole question has, however, been argued at length by W. K. Brooks [4], who adduces strong evidence for a contrary view, that is to say, for regarding the direct type of development seen in Trachylinae as more primitive, and the metagenesis seen in Leptolinae as a secondary complication introduced into the life-cycle by the acquisition of larval budding. The polyp is regarded, on this view, as a form phylogenetically older than the medusa, in short, as nothing more than a sessile actinula. In Trachylinae the polyp-stage is passed over, and is represented only by the actinula as a transitory embry- onic stage. In Leptolinae the actinula becomes the sessile polyp which has acquired the power of budding and producing individuals either of its own or of a higher rank; it represents a persistent larval stage and remains in a sexually immature condition as a neutral individual, sex being an attribute only of the final stage in the de- velopment, namely the medusa. The polyp of the Leptolinae has reached the limit of its individual development and is incapable of becoming itself a medusa, but only produces medusa-buds; hence a true alternation of generations is produced. In Trachylinae also the beginnings of a similar metagenesis can be found. Thus in Cunina octonaria, the ovum develops into an actinula which buds daughter- actinulae; all of them, both parent and offspring, develop into medusae, so that there is no alternation of generations, but only larval multiplication. In Cunina parasitica, however, the ovum develops into an actinula, which buds actinulae as before, but only the daughter-actinulae develop into medusae, whije the original, parent-actinula dies off; here, therefore, larval budding has led to a true alternation of generations. In Gonionemus the actinula becomes fixed and polyp-like, and reproduces by budding, so that here also an alternation of generations may occur. In the Leptolinae we must first substitute polyp for actinula, and then a condition is found which can be compared to the case of Cunina parasitica or Gonionemus, if we suppose that neither the parent-actinula (i.e. founder-polyp) nor its offspring by budding (polyps of the colony) have the power of becoming medusae, but only of producing medusae by budding. For further arguments and illustrations the reader must be referred to Brooks's most interesting memoir. The whole theory is one most ELEUTHEROBLASTEA] HYDROMEDUSAE 149 intimately connected with the question of the relation between polyp and medusa, to be discussed presently. It will be seen elsewhere, however, that whatever view may be held as to the origin of meta- genesis in Hydromedusae, in the case of Scyphomedusae (?.f.) no other view is possible than that the alternation of generations is the direct result of larval proliferation. To complete our survey of life-cycles in the Hydromedusae it is necessary to add a few words about the position of Hydra and its allies. If we accept the view that Hydra is a true sexual polyp, and that its gonads are not gonophores (i.e. medusa-buds) in the extreme of degeneration, then it follows from Brooks's theory that Hydra must be descended from an archaic form in which the medusan type of organization had not yet been evolved. Hydra must, in short, be a living representative of the ancestor of which the actinula-stage is a transient reminiscence in the development of higher forms. It may be pointed out in this connexion that the fixation of Hydra is only temporary, and that the animal is able at all times to detach itself, to move to a new situation, and to fix itself again. There is no difficulty whatever in regarding Hydra as bearing the same relation to the actinula-stage of other Hydromedusae that a Rotifer bears to a trochophore-larva or a fish to a tadpole. The Relation of Polyp and M edusa.— Many views have been put forward as to the morphological relationship between the two types of person in the Hydromedusae. For the most part, polyp and medusa have been regarded as modifications of a common type, a view supported by the existence, among Scypho- medusae (q.v.), of sessile polyp-like medusae (Lucernaria, &c.). R. Leuckart in 1848 compared medusae in general terms to flattened polyps. G. J. Allman [1] put forward a more detailed view, which was as follows. In some polyps the tentacles are webbed at the base, and it was supposed that a medusa was a polyp of this kind set free, the umbrella being a greatly developed web or membrane extending between the tentacles. A very different theory was enunciated by E. Metchnikoff. In some hydroids the founder-polyp, developed from a planula after fixa- tion, throws out numerous outgrowths from the base to form the hydrorhiza; these outgrowths may be radially arranged so as to form by contact or coalescence a flat plate. Mechnikov considered the plate thus formed at the base of the polyp as equivalent to the umbrella, and the body of the polyp as equivalent to the manubrium, of the medusa; on this view the marginal tentacles almost invariably present in medusae are new formations, and the tentacles of the polyp are represented in the medusa by the oral arms which may occur round the mouth, and which some- times, e.g. in Margelidae, have the appearance and structure of tentacles. Apart from the weighty arguments which the develop- ment furnishes against the theories of Allman and Mechnikov, it may be pointed out that neither hypothesis gives a satisfactory explanation of a structure universally present in medusae of whatever class, namely the endoderm-lamella, discovered by the brothers O. and R. Hertwig. It would be necessary to regard this structure as a secondary extension of the endoderm in the tentacle-web, on Allman's theory, or between the outgrowths of the hydrorhiza, on Mechnikov's hypothesis. The develop- ment, on the contrary, shows unequivocally that the endoderm- lamella arises as a local coalescence of the endodermal linings of a primitively extensive gastral space. The question is one intimately connected with the view taken as to the nature and individuality of polyp, medusa and gono- phore respectively. On this point the following theories have been put forward. i. The theory that the medusa is simply an organ, which has become detached and has acquired a certain degree of independence, like the well-known instance of the hectocotyle of the cuttle-fish. On this view, put forward by E. van Beneden and T. H. Huxley, the sporosac is the starting-point of an evolution leading up through the various types of gonophores to the free medusa as the culminating point of a phyletic series. The evidence against this view may be classed under two heads: first, comparative evidence; hydroids very different in their structural characters and widely separate in the systematic classification of these organisms may produce medusae very similar, at least so far as the essential features of medusan organization are concerned; on the other hydroids closely allied, perhaps almost indistinguishable, may produce gonophores in the one case, medusae in the other; for example, Hydractinia (gonophores) and Podocoryne (medusae), Tubularia (gonophores) and Ectopleura (medusae), Coryne (gonophores) and Syncoryne (medusae), and so on. Tf it is assumed that all these genera bore gonophores ancestrally, then medusa of similar type must have been evolved quite inde- pendently in a great number of cases. Secondly, there is the evidence from the development, namely, the presence of the entocodon in the medusa-bud, a structure which, as explained above, can only be accounted for satisfactorily by derivation from a medusan type of organization. Hence it may be concluded that the gonophores are degenerate medusae, and not that the medusae are highly elaborated gonophores, as the organ-theory requires. 2. The theory that the medusa is an independent individual, fully equivalent to the polyp in this respect, is now universally accepted as being supported by all the facts of comparative morphology and development. The question still remains open, however, which of the two types of person may be regarded as the most primitive, the most ancient in the race-history of the Hydromedusae. F. M. Balfour put forward the view that the polyp was the more primitive type, and that the medusa is a special modification of the polyp for reproductive purposes, the result of division of labour in a polyp- colony, whereby special reproductive persons become detached and acquire organs of locomotion for spreading the species. W. K. Brooks, on the other hand, as stated above, regards the medusa as the older type and looks upon both polyp and medusa, in the Hydro- medusae, as derived from a free-swimming or floating actinula, the polyp being thus merely a fixed nutritive stage, possessing second- arily acquired powers of multiplication by budding. The Hertwigs when they discovered the endoderm-lamella showed on morphological grounds that polyp and medusa are independent types, each produced by modification in different directions of a more primitive type represented in development by the actinula- stage. If a polyp, such as Hydra, be regarded simply as a sessile actinula, we must certainly consider the polyp to be the older type, and it may be pointed out that in the Anthozoa only polyp-indi- viduals occur. This must not be taken to mean, however, that the medusa is derived from a sessile polyp; it must be regarded as a direct modification of the more ancient free actinula form, without primitively any intervening polyp-stage, such as has been introduced secondarily into the development of the Leptolinae and represents a revival, so to speak, of an ancestral form or larval stage, which has taken on a special role in the economy of the species. SYSTEMATIC REVIEW OF THE HYDROMEDUSAE ORDER I. Eleutheroblastea. — Simple polyps which become sexually mature and which also reproduce non-sexually, but without any medusoid stage in the life-cycle. The sub-order includes the family Hydridae, containing the common fresh-water polyps of the genus Hydra. Certain other forms of doubtful affinities have also been referred provisionally to this section. Hydra. — This genus comprises fresh-water polyps of simple struc- ture. The body bears tentacles, but shows no division into hydrorhiza, hydrocaulus or hydranth ; it is temporarily fixed and has no perisarc. The polyp is usually hermaphrodite, developing both ovaries and testes in the same individual. There is no free-swimming planula larva, but the stage corresponding to it is passed over in an envelop- ing cyst, which is secreted round the embryo by its own ectodermal layer, shortly after the germ-layer formation is complete, i.e. in the parenchymula-stage. The envelope is double, consisting of an ex- ternal chitinous stratified shell, and an internal thin elastic membrane. Protected by the double envelope, the embryo is set free as a so-called " egg>" a"d in Europe it passes the winter in this condition. In the spring the embryo bursts its shell and is set free as a minute actinula which becomes a Hydra. Many species are known, of which three are common in European waters. It has been shown by C. F. Jickeli (28) that the species are distinguishable by the characters of their nematocysts. They also show characteristic differences in the egg (Brauer [2]). In Hydra viridis the polyp is of a green colour and produces a spherical egg with a smooth shell which is dropped into the mud. H. grisea is greyish in tint and produces a spherical egg with a spiky shell, which also is dropped into the mud. H. fusca (=H. vulgaris) is brown in colour, and produces a bun-shaped egg, spiky on the convex surface, and attached to a water-weed or some object by its flattened side. Brauer found a fourth species, similar in appearance to H. fusca, but differing from the three other species in being of separate sexes, and in producing a spherical egg with a knobby shell, which is attached like that of H. fusca. The fact already noted that the species of Hydra can be dis- tinguished by the characters of their nematocysts is a point of great interest. In each species, two or three kinds of nematocysts occur, some large, some small, and for specific identification the nemato- cysts must be studied collectively in each species. It is very re- markable that this method of characterizing and diagnozing species has never been extended to the marine hydroids. It is quite possible that the characters of the nematocysts might afford data as useful to the systematist in this group as do the spicules of sponges, for instance. It would be particularly interesting to ascertain how the nematocysts of a polyp are related to those possessed by the medusa budded from it, and it is possible that in this manner obscure questions of relationship might be cleared up. HYDROMEDUSAE [HYDROIDEA Protohydra is a marine genus characterized by the absence of tentacles, by a great similarity to Hydra in histological structure, and by reproduction by transverse fission. It was found originally in an oyster-farm at Ostend. The sexual reproduction is unknown. For further information see C. Chun (HYDROZOA [1J.P1. I.). Polypodium hydriforme Ussow is a fresh-water form parasitic on the eggs of the sterlet. A " stolon " of unknown origin produces thirty-two buds, which become as many Polypodia-, each has twenty-four tentacles and divides by fission repeated twice into four individuals, each with six tentacles. The daughter-individuals grow, form the full number of twenty-four tentacles and divide again. The polyps aref ree and walk on their tentacles. See Ussow [54]. Tetraplatia volitans Viguier is a remarkable floating marine form. See C. Viguier [56] and Delage and Herouard (HYDROZOA [2]). Haleremita Schau- dinn. SeeF.Schaudinn [50] and Delage and Herouard (HYDROZOA [2]). In all the above- mentioned genera, with the exception of Hydra, the life-cycle is so im- perfectly known that their true position can- not be determined in the present state of our knowledge. They may prove eventually to belong to other orders. Hence only the genus Hydra can be considered as truly re- presenting the order Eleutheroblastea. The phylogenetic position of this genus has been discussed above. FIG. 49. — Diagram showing possible modifications of persons of a gymnoblastic Hydromedusa. (After Allman.) a, Hydrocaulus (stem). b, Hydrorhiza (root). c, Enteric cavity. d, Endoderm. e, Ectoderm. /, Perisarc, (horny case). g, Hydranth (hydriform person)expanded. g', Hydranth (hydriform person) con- tracted. h, Hypostome, bearing mouth at its extremity. k, Sporosac springing from the hydro- caulus. k', Sporosac springing from m, a modified hydriform person (blastostyle) : the genitalia are seen surrounding the spadix or manubrium. /, Medusiform person or medusa. m, Blastostyle. ORDER II. Hy- droidea seu Lep- tolinae. — Hydro- medusae with alter- nation of generations (metagenesis)in which a non-sexual polyp- generation (tropho- some) produces by budding a sexual medusa-generation (gonosome). The polyp may be solitary, but more usually pro- duces polyps by budding and forms a polyp-colony. The polyp usually has the body distinctly divisible into hydranth, hydrocaulus and hydrorhiza, and is usually clothed in a perisarc. The medusae may be set free or may remain attached to the polyp-colony and degenerate into a gonophore. When fully developed the medusa is characterized by the sense organs being composed entirely of ectoderm, developed independently of the tentacles, and innervated from the sub-umbral nerve-ring. The two kinds of persons present in the typical Hydroidea make the classification of the group extremely difficult, for reasons ex- plained above. Hence the systematic arrangement that follows must be considered purely provisional. A natural classification of the Hydroidea has yet to be put forward. Many genera and families are separated by purely artificial characters, mere shelf- and-bottle groupings devised for the convenience of the museum curator and the collector. Thus many subdivisions are diagnosed by setting free medusae in one case, or producing gonophores in another; although it is very obvious, as pointed out above, that a genus pro- ducing medusae may be far more closely allied to one producing gonophores than to another producing medusae, or vice versa, and that in some cases the production of medusae or gonophores varies with the season or the sex. Moreover, P. Hallez [22]_has recently shown that hydroids hitherto regarded as distinct species are only forms of_the same species grown under different conditions. SUB-ORDER i. HYDROIDEA GYMNOBLASTEA (ANTHOMEDUSAE). — Trophosome without hydrothecae or gonothecae, with mono- podial type of budding. Gonosome with free medusae or gonophores; medusae usually with ocelli, never with otocysts. The gymnoblastic polyp usually has a distinct perisarc investing the hydrorhiea and the hydrocaulus, sometimes also the hydranth as far as the bases of the tentacles (Bimeria); but in such cases the perisarc forms a closely-fitting investment or cuticule on the hydranth, never a hydrotheca standing off from it, as in the next sub-order. The polyps may be solitary, or form colonies, which may be of the spreading or encrusting type, or arborescent, and then always of monopodial growth and budding. In some cases, any polyp of the colony may bud medusae; in other cases, only certain polyps, the blastostyles, have this power. When blastostyles are present, however, they are never enclosed FIG. 50. — Sarsia (Dipurena) gemnifera. b, The long manu- brium, bearing medusi- form buds; a, mouth. FIG. 51. — Sarsia prolifera. Ocelli are seen at the base of the tentacles, and also (as an ex- ception) groups of medusiform buds. in special gonothecae as in the next sub-order. In this sub-order the characters of the hydranth are very variable, probably owing to the fact that it is exposed and not protected by a hydrotheca, as in Calyptoblastea. Speaking generally, three principal types of hydranth can be distinguished, each with subordinate varieties of form. 1. Club-shaped hydranths with numerous tentacles, generally scattered irregularly, sometimes with a spiral arrangement, or in whorls (" verticillate "). (a) Tentacles filiform; type of Clava (fig. 5), Cordylophora, &c. (b) Tentacles capitate, simple; type of Coryne and byncoryne; Myriothela is an aberrant form with some of the tentacles modified as " claspers " to hold the ova. it (c) Tentacles capitate, branched, wholly or in part; type of Cladocoryne. (d) Tentacles filiform or capitate, tending to be arranged in definite whorls; type of Stauridium (fig. 2), Cladonema and Pennaria. 2. Hydranth more shortened, daisy-like in form, with two whorls of tentacles, oral and aboral. (a) Tentacles filiform, simple, radially arranged or scattered irregularly; type of Tubularia (fig. 4), Corymorpha (fig. 3), Nemopsis, Pelagohydra, &c. (b) Tentacles with a bilateral arrangement, branched tentacles in addition to simple filiform ones; type of Branchio- cerianthus. 3. Hydranth with a single circlet of tentacles. (a) With filiform tentacles; the commonest type, seen in Bougainvillea (fig. 13), Eudendrium, &c. (b) With capitate tentacles; type of Clavatella. 4. Hydranth with tentacles reduced below four; type of Lar- (fig. il), Monobrachium, &c. HYDROIDEA] HYDROMEDUSAE The Anlhomedusa in form is generally deep, bell-shaped. The sense organs are typically ocelli, never otocysts. The gonads are borne on the manubrium, either forming a continuous ring (Codonid type), or four masses or pairs of masses (Oceanid type). The tentacles may be scattered singly round the margin of the umbrella (" monerenematous ") or arranged in tufts (" lophone- matous ") ; in form they may be simple or branched (Cladonemid type); in structure they may be hollow (" coelomerinthous "); or solid (" pycnomerinthous ")• When sessile gonophores are produced, they may show all stages- of degeneration. Classification. — Until quite recently the hydroids (Gymnoblastea) and the medusae (Anthomedusae) have been classified separately, since the connexion between them was insufficiently known. Delage and Herouard (HYDROZOA [2]) were the first to make an heroic attempt to unite the two classifications into one, to which Hickson (HYDROZOA [4]) has made some additions and slight modifications. The classification given here is for the most part that of Delage and Herouard. It is certain, however, that no such classification can be considered final at present, but must undergo continual revision in the future. With this reservation we may recognize fifteen well- characterized families and others of more doubtful nature. Certain discrepancies must also be noted. 1. Margelidae ( = medusa-family Margelidae+hydrold families Bougainvtilidae, Dicorynidae, Bimeridae and Eudendridae). Tropho- some arborescent, with hydranths of Bougainvillea-type; gonosome free medusae or gonophores, the medusae with solid tentacles in tufts (lophonematous). Common genera are the hydroid Bougain- villea (figs. 12, 13), and the medusae Hippocrene (budded from Bougainvillea), Margelis, Rathkea (fig. 24), and MargeUium. Other hydroids are Garveia, Bimeria, Eudendrium and Heterocordyle, with gonophores, and Dicoryne with peculiar sporosacs. 2. Podocorynidae( = medusa-families Thamnostomidae and Cytaeidae -fhydroid families Podocorynidae and Hydractiniidae) . Trophosome encrusting with hydranths of BougainviUea-type, polyps differenti- ated into blastostyles, gastrozoids and dactylozoids ; gonosome free medusae or gonophores. The typical genus is the well-known hydroid Podo- coryne, budding the medusa known as Dysmorphosa ; Thamnostylus, Cytaeis, &c., are other medusae with unknown hydroids. Hydrac- tinia. (figs. 9, 10) is a familiar hydroid genus, bearing gono- phores. 3. Cladonemidae. — T rophosome, polyps with two whorls of ten- tacles, the lower filiform, the upper capitate; gono- some, free med- usae, with ten- tacles solid and branched. The type-genus Clado- nema (fig. 20) is a common British form. 4. Clavatellidae. — Trop hosome, polyps with a single whorl of capitate tentacles; gonosome, free medusae, with ten- tacles branched, solid. Clavatella (fig. 21), with a peculiar ambula- tory medusa is a British form. 5. Pennariidae. — T rophosome, polyps with an upper circlet of numerous capitate tentacles, and a lower circlet of fili- form tentacles. Pennaria, with a free medusa known as Globiceps, is a common Mediterranean form. Stauridium (fig. 2) is a British hydroid. 6. Tubulariidae. — Trophosome, polyps with two whorls of ten- tacles, both filiform. Tubularia (fig. 4), a well-known British hydroid, bears gonophores. After Haeckel, System der Medusen, by permission of Gustav Tischer. FIG. 52. — Tiara pileata, L. Agassiz. 7. Corymorphidae (including the medusa-family Hybocodonidae). — • Trophosome solitary polyps, with two whorls of tentacles; gono- some, free medusae or gonophores. Corymorpha (fig. 3), a well- known British genus, sets free a medusa known as Steenstrupia (fig. 22). Here belong the deep-sea genera Monocaidus and Branchioceri- anthus, including the largest hydroid polyps known, both genera producing sessile gono- phores. 8. Dendrodamdae. — T r o p h o- some, polyp with filiform tentacles in three or four whorls. Dendro- clava, a hydroid, produces the medusa known as Turritopsis. 9. Clavidae (including the medusa-family Tiaridae (figs. 27 and 51)- Trophosome, polyps with scattered filiform tentacles; gonosome, medusae or gono- phores, the medusae with hollow tentacles. Clava (fig. 5), a common British hydroid, pro- duces gonophores; so also does Cordylophora, a form inhabiting fresh or brackish water. Turns produces free medusae. Amphi- nema is a medusan genus of un- known hydroid. 10. Bythotiaridae. — Tropho- some unknown; gonosome, free medusae, with deep, bell-shaped umbrella, with interradial gonads ' on the base of the stomach, with branched radial canals, and corre- spondingly numerous hollow ten- tacles. Bythotiara, Sibogita. 11. Corynidae( = hydroid families Corynidae, Syncorynidae and Cladocorynidae+medusan family Sarsiidae). — Trophosome polyps After Haeckel, System der Medusen, by with capitate tentacles, simple or pe™.ss,on of Gustav F,scher. branched, scattered or verticillate ; ^,FlG- 53-— Pteronema darunnn. gonosome, free medusae or gono- The apex of the stomach is pro- phores. Coryne, a common British longed into a brood pouch con- hydroid, produces gonophores ; taming embryos. Syncoryne, indistinguishable from it, produces medusae known as Sarsia (fig. 51). Cladocoryne is another hydroid genus ; Codonium and Dipurena (fig. 50) are medusan genera. 12. Myriothelidae. — The genus Myriothela is a solitary polyp with scattered capitate tentacles, producing sporosacs. 13. Hydrolaridae, — Trophosome (only known in one genus), polyps with two tentacles forming a creeping colony; gonosome, free medusae with four, six or more radial canals, giving off one or more lateral branches which run to the margin of the umbrella, with the stomach produced into four, six or more lobes, upon which the gonads are developed; the mouth with four lips or with a folded margin; the tentacles simple, arranged evenly round the margin of the umbrella. The remarkable hydroid Lar (fig. n) grows upon the tubes of the worm Sabella and produces a medusa known as Willia. Another medusan genus is Proboscidactyla. 14. Monobrachiidae. — The genus Monobrachium^ is a colony- forming hydroid which grows upon the shells of bivalve molluscs, each polyp having but a single tentacle. It buds medusae, which, however, are as yet only known in an immature condition (C. Mereschkowsky [41]). 15. Ceratellidae. — Trophosome polyps forming branching colonies of which the stem and main branches are thick and composed of a network of anastomosing coenosarcal tubes covered by a common ectoderm and supported by a thick chitinous perisarc; hydranths similar to those of Coryne; gonosome, sessile gonophores. Ceratella, an exotic genus from the coast of East Africa, New South Wales and Japan. The genera Dehitella Gray and Dendrocoryne Inaba should perhaps be referred to this family; the last-named is regarded by S. Goto [16] as the type of a distinct family, Dendrocorymdae. Doubtful families, or forms difficult to classify, are : Pteronemidae, Medusae of Cladonemid type, with hydroids for the most part un- known. The British genus Gemmariq, however, is budded from a hydroid referable to the family Corynidae. Pteronema (fig. 53). Nemopsidae, for the floating polyp Nemopsis, very similar to Tubularia in character; the medusa, on the other hand, is very similar to Hippocrene (Margelidae). See C. Chun (HYDROZOA[!]). Pelagohydridae, for the floating polyp Pelagohydra, Dendy, from New Zealand. The animal is a solitary polyp bearing a great number of medusa-buds. The body, representing the hydranth of an ordinary hydroid, has the aboral portion modified into a float, from which hangs down a proboscis bearing the mouth. The float is covered with long tentacles and bears the medusa-buds. The proboscis bears at its extremity a circlet of smaller oral tentacles. Thus the affinities of the hydranth are clearly, as Dendy points out, 152 HYDROMEDUSAE [HYDROIDEA with a form such as Corymorpha, which also is not fixed but only rooted in_the mud. The medusae, on the other hand, have thi tentacles in four tufts of (in the buds) five each, and thus resemble the medusae of the i family Mareelidae. See A. Dendy [12]. Perigonimus. — This common British hy- droid belongs by it characters to the family Bougainvil- lidae; it produces, however, a medusa of the genus Tiara (fig. 52), referable to the family Clavidae ; a fact sufficient to indi- cate the tentative character of even the most modern classifi- cations of this order. SUB-ORDER II. HYDROIDEA CALYP- TOBLASTEA (LEPTO- MEDUSAE).— Tropho- some with polyps always differentiated into nutritive and reproductive indi- viduals(blastostyles) enclosed in hydro- thecae and gono- thecae respectively; with sympodial type FIG. 54. — Diagram showing possible modi- of budding. Gono- fications of the persons of a Calyptoblastic some with free med- Hydromedusa. Letters a to h same as in <»nnnr>tin«>c. fig. 49- i, The horny cup or hydrotheca of u*ae Or 8on°Pnores.> the hydriform persons; /, medusiform person tne medusae typl- springing from m, a modified hydriform cally with otocysts, person (blastostyle); n, the horny case or sometimes with cor- gonangium enclosing the blastostyle and j i; __ n/._ii; if.a. its buds. This and the hydrotheca i give dyh °.r oceUl origin to the name Calyptoblastea. (After 54, 55)- Allman.) The calyptoblastic polyp of the nutritive type is very uniform in character, its tendency to variation being limited, as it were, by the enclosing hydrotheca. The hydranth almost always has a single circlet of tentacles, like the Bougainvillea-type in the preceding sub-order; an excep- tion is the curious genus Clathrozoon, in which the hydranth has a single tentacle. The characteristic hydrotheca is formed by the bud at an early stage (fig. 56); when complete it is an open cup, in which the hydranth develops and can be protruded from the opening for the capture of food, or is withdrawn into it for protection. Solitary polyps are un- known in this sub-order; the colony may be creep- ing or arborescent in form ; FIG. 55. — View of the Oral Surface of if tne latter, the budding one of the Leptomedusae (Irene pellu- of the polyps, as already g*. Genital glands, re, The four mdi M, Manubrium. ating canals. ott Otocysts. Ve, The velum. T forming stems capable of further branch- ing, or uniserial, forming pinnules not capable of further branching. In the biserial type the polyps on the two sides of the stem have primitively an alternating, zigzag arrangement; but, by a process of differential growth, quickened in the ist, 3rd, sth, &c., members of the stem, and retarded in the 2nd, 4th, 6th, &c., members, the polyps may assume secondarily positions opposite to one another on the two sides of the stem. Other variations in the mode of growth or budding bring about further differences in the building up of the colony, which are not in all cases properly understood and cannot be described in detail here. The stem may contain a single coenosarcal tube (" monosiphonic ") or several united in a common perisarc (" polysiphonic "). An important variation is seen, in the form of the hydrotheca itself, which may come off from the main stem by a stalk, as in Obelia, or may be sessile, without a stalk, as in Sertularia. In many Calyptoblastea there occur also reduced defensive polyps or dactylozoids, which in this sub-order have received the special name of sarcostyles. Such are the " snake-like zoids " of Ophiodes and other genera, and as such are generally inter- preted the " macho- polyps" of the P lumular idae. These organs are supported by cup- like structures of the perisarc, termed nematophores, re- garded as modified hydrothecae sup- porting the special- ized polyp-indi- viduals. They are specially character- istic of the family Plumularidae. The medusa-buds, as already stated, are always produced from blastostyles, reduced non-nutri- tive polyps without mouth or tentacles. An apparent, but not real, exception is Halecium kaleci- num, in which the blastostyle is pro- duced from the side of a nutritive polyp, and both are en- closed in a common theca without a partition between them (Allman [1] p. 50, fig. 24). The jonotheca is formed in its early stage in the same way as the iydrotheca, but the remains of the hydranth persists as an operculum closing the capsule, to be withdrawn when the medusae or genital products are set free (fig. 56) . Theblastostyles, gonophoresand gonothecaefurnishaseriesof varia- tions which can best be considered as so many stages of evolution. Stage i , seen in Obelia. Numerous medusae are budded successively within the gonotheca and set free; they swim off and mature in the open sea (Allman [1], p. 48, figs. 18, IQ). Stage 2, seen in Gonothyraea. Medusae, so-called " meconidia," are budded but not liberated; each in turn, when it reaches sexual maturity, is protruded from the gonotheca by elongation of the stalk, and sets free the embryos, after which it withers and is re- placed by another (Allman [1], p. 57, fig. 28). Stage 3, seen in Sertularia. — The gonophores are reduced in varying degree, it may be to sporosacs; they are budded successively from he blastostyle, and each in turn, when ripe, protrudes the spadix through the gonotheca (fig. 57, A, B). The spadix forms a gelatinous cyst, the so-called acrocyst (ac), external to the gonotheca (gth), inclosing and protecting the embryos. Then the spadix withers, caving the embryos in the acrocyst, which may be further protected >y a so-called_ marsupium, a structure formed by tentacle-like >rocesses growing out from the blastostyle to enclose the acrocyst, each such process being covered by perisarc like a glove-finger secreted by it (fig. 57, C). (Allman [1], pp. 50, 51, figs., 21-24; Weismann [58], p. 170, pi. ix., figs. 7, 8.) After Allman, Gymnoblaslic Bydnids, by permission of the council of the Ray Society . FIG. 56. — Diagrams to show the mode of formation of the Hydrotheca and Gonotheca in Calyptoblastic Hydroids. A-D are stages common to both ; from D arises the hydro- theca (E) or the gonotheca (F); th, theca; st, stomach; t, tentacles; m, mouth; mb, medusa-buds. HYDROIDEA] HYDROMEDUSAE 153 Stage 4, seen in Plumularidae. — The generative elements are produced in structures termed corbulae, formed by reduction and modification of branches of the colony. Each corbula contains a central row of blastostyles enclosed and protected by lateral rows of branches representing stunted buds (Allman [1], p. 60, fig. 30). The Leptomedusa in form is generally shallow, more or less saucer-like, with velum less developed than in Anthomedusae (fig. 55). The characteristic sense-organs are ectodermal oto- cysts, absent, however, in some genera, in which case cordyli may replace them. When otocysts are present, they are at least eight in number, situated adradially, but are often very numerous. The cordyli are scattered on the ring-canal. Ocelli, if present, are borne on the tentacle-bulbs. The tentacles are usually hollow, rarely solid (Obelia). In number they are rarely less than four, but in Dissonema there are only two. Primitively there are four perradial tentacles, to which may be added four inter- radial, or they may become very numerous and are then scattered evenly round the margin, never arranged in 'tufts or clusters. In addition to tentacles, there may be marginal cirri (Laodice) with a solid endodermal axis, spirally coiled, very contractile, and bearing a terminal battery of nematocysts. The gonads are de- veloped typically beneath the radial canals or below the stomach or its pouches, often stretching as long bands on to the base of the man- ubrium. In Octor- chidae (fig. 58) each such band is interrupted, forming one mass at the base of the manubrium and After Allman, Gymnoblastic Hydroids, by permission of the council of the Ray Society. FIG. 57. — Diagrams to show the mode of formation of an Acrocyst and a Marsupium. In A two medusa-buds are seen within thegono- theca (gth), the upper more advanced than the lower one. In B thespadixof the upper bud has protruded itself through the top of the gono- theca and the acrocyst (ac) is secreted round it. In C the marsupium (m) is formed as finger-like process from the summit of the blastostyle, en- another below the closing the acrocyst; b, medusa-buds on the blastostyle. radial canal in each radius, in all eight separate gonad-masses, as the name implies. In some Leptomedusae excretory " marginal tubercles " are developed on the ring-canal. Classification. — As in the Gymnoblastea, the difficulty of uniting the hydroid and medusan systems into one scheme of classification is very great in the present state of our knowledge. In a great many Leptomedusae the hydroid stage is as yet unknown, and it is by no means certain even that they possess one. It is quite possible that some of these medusae will be found to be truly hypogenetic, that is to say, with a life-cycle secondarily simplified by suppression of metagenesis. At present, ten recent and one extinct family of Calyptoblastea (Leptomedusae) may be recognized provisionally: 1. Eucopidae (figs. 55, 59).— Trophosome with stalked hydro- thecae; gonosome, free medusae with otocysts and four, rarely six or eight, unbranched radial canals. Two of the commonest British hydroids belong to this family, Obelia and Clytia. Obelia forms numerous polyserial stems of the characteristic zigzag pattern grow- ing up from a creeping basal stolon, and buds the medusa of the same name. In Clytia the polyps arise singly from the stolon, and the medusa is known as Phialidium (fig. 59). 2. Aequoridae. — Trophosome only known in one genus (Poly- canna), and similar to the preceding; gonosome, free medusae with otocysts and with at least eight radial canals, often a hundred or more, simple or branched. Aequorea is a common medusa. 3. Thaumantidae. — Trophosome only known in one genus (Thau- mantias), similar to that of the Eucopidae; gonosome, free medusae with otocysts inconspicuous or absent, with usually four, sometimes eight, rarely more than eight, radial canals, simple and unbranched, along which the gonads are developed, with numerous tentacles bearing ocelli and with marginal sense-clubs. Laodice and Thau* mantias are representative genera. 4. Berenicidae. — Trophosome unknown; gonosome, free medusae, with four or six radial canals, bearing the gonads, with numerous tentacles, between which occur sense-clubs, without otocysts. Berenice, Staurodiscus, &c. 5. Polyorchidae. — Trophosome unknown; gonosome, free medusae of deep form, with radial canals branched in a feathery manner, and After Haeckel, System dcr Mcdusen, by permission of Gustav Fischer. FIG. 58. — Octorchandra canariensis, from life, magnified 4 diameters. bearing gonads on the main canal, but not on the branches, with numerous hollow tentacles bearing ocelli, and without otocysts. Polyorchis, Spirocodon. 6. Campanularidae. — Trophosome as in Eucopidae; gonosome, sessile gonophores. Many common or well-known genera belong here, such as Halecium, Campanularia, Gonothyraea, &c. 7. Lafoeidae. — Trophosome as in the preceding; gonosome, free medusae or gonophores, the medusae with large open otocysts. The hydroid genus Lafoea is remarkable for producing gonothecae on the hydrorhiza, each containing a blastostyle which bears a single gonophore; this portion of the colony was formerly regarded as an independent parasitic hydroid, and was named Coppinia. Medusan genera are Mitrocoma, Halopsis, Tiaropsis (fig. 29, &c.). (So far as the characters of the trophosome are concerned, the seven preceding families are scarcely distinguishable, and they form After E. T. Browne, Proc. tool. Sac. of London, 1896. FIG. 59. — Three stages in the development of Phialidium tem- porarium. a, The youngest stage, is magnified 22 diameters; 6, older, is magnified 8 diameters; c, the adult medusa, is magnified 6 diameters. a section apart, contrasting sharply with the families next to be mentioned, in none of which are free medusae liberated from the colony, so that only the characters of the trophosome need be con- sidered.) 8. Sertularidae. — Hydrothecae sessile, biserial, alternating or opposite on the stem. Sertularia and Sertularella are two very common genera of this family. 9. Plumularidae. — Hydrothecae sessile, biserial on the main stem, uniserial on the lateral branches or pinnules, which give the colony its characteristic feathery form; with nematophores. A very abundant and prolific family; well-known British genera are Plumularia, Antennularia and Aglaophenia. 10. Hydroceratinidae. — This family contains the single Australian species Clathrozoon wilsoni Spencer, in which a massive hydrorhiza 154 HYDROMEDUSAE [HYDROCORALLINAE bears sessile hydrothecae, ('detaining hy^lranths each with a single tentacle, and numerous nematophores. See W. B. Spencer [53]. II. Dendrograptidae, containing fossil (Silurian) genera, such as Dendrograptus and Thamnograptus, of doubtful affinities. Order III. Hydrocorallinae. — Metagenetic colony-forming Hydromedusae, in which the polyp-colony forms a massive, calcareous corallum into which the polyps can be retracted; polyp-individuals always of two kinds, gastrozoids and dactylo- zoids; gonosome either free medusae or sessile gonophores. The trophosome consists of a mass of coenosarcal tubes anastomosing in all planes. The interspaces between the tubes are filled up by a solid mass of lime, consist- ing chiefly of calcium carbonate, which replaces the chitinous peri- sarc of ordinary hydroids and forms a stony corallum or coenosteum (fig. 60). The surface of the coenosteum is covered by a layer of common ectoderm, containing large nematocysts, and is per- FIG. 60.— Portion of the forated bY Pores of two kinds> calcareous corallum of Mille- gastropores and dactylopores, pora nodosa, showing the giving exit to gastrozoids and cyclical arrangement of the dactylozoids respectively, which pores occupied by the per- , . , . .. , sons " or hydranths. Twice are lod£ed m vertical pore-canals the natural size. (From °f wider calibre than the coeno- Moseley.) sarcal canals of the general net- •work. The coenosteum increases in size by new growth at the surface; and in the deeper, older portions of massive forms the tissues die off after a certain time, only the superficial region retaining its vitality down to a certain depth. The living tissues at the surface are cut off from the underlying dead portions by horizontal partitions termed tabulae, which are formed successively as the coenosteum increases in age and size. If the coenosteum of Millepora be broken across, each pore-canal (perhaps better termed a polyp- canal) is seen to be interrupted by a series of transverse partitions, representing successive periods of growth with separation from the underlying dead portions. Besides the wider vertical pore-canals and the narrower, FIG. 61.— Enlarged view of the surface of a living Millepora, showing five dactylozooids surrounding a central gastrozooid (From Moseley.) irregular coenosarcal canals, the coenosteum may contain, in its superficial portion, chambers or ampullae, in which the repro- ductive zoids (medusae or gonophores) are budded from the coenosarc. The gastropores and dactylopores are arranged in various ways at the surface, a common pattern being the formation of a cyclosystem_(fig. 60), in which a central gastrozoid is surrounded by a ring of dactylozoids (fig. 61). In such a system the dactylo- pores may be confluent with the gastropore, so that the entire cyclosystem presents itself as a single aperture subdivided by radiating partitions, thus having a super- ficial resemblance to a madreporarian coral with its radiat- ing septa (figs. 62 and 63). The gastrozoids usually bear short capitate tentacles, four, six or twelve in number; but in Astylus (fig. 63) they have no tentacles. The dactylozoids have no mouth; in MUleporidae they have short capitate tentacles, but lack tentacles in Styla- sleridae. Thegonosomecon- F,G 62._Diagrams inustrating the suc. sists of free medusae cessive stages in the development of the in MUleporidae, cyclosystems of the Stylasteridae. (After Moseley.) i, Sporadopora dicho- toma. s, Style. dp, Dactylopore. gp, Gastropore. o, In fig. 6, inner horseshoe- shaped mouth ' of gastropore. which are budded from the apex of a dactylozoid in Mille- 2> ^AUopora nobilis. pora murrayi, but in 4, Allopora profunda. other species from 5, Allopora miniacea. the r o e n o /A),and FIG. i. — Boyle's New Essay Instrument. or the densities of the several liquids vary inversely as the respective volumes of the instrument immersed in them; and, since the divisions of the scale correspond to equal increments of volume immersed, it follows that the densities of the several liquids in which the instrument sinks to the successive divisions form a harmonic series. If V = N/A then N expresses the ratio of the volume of the instru- ment up to the zero of the scale to that of one of the scale-divisions. If we suppose the lower part of the instrument replaced by a uniform bar of the same sectional area as the stem and of volume V, the indications of the instrument will be in no respect altered, and the bottom of the bar will be at a distance of N scale-divisions below the zero of the scale. In this case we have wp = 'W/(N+p)lA; or the density of the liquid varies inversely as N+p, that is, as the whole number of scale-divisions between the bottom of the tube and the plane of flotation. If we wish the successive divisions of the scale to correspond to equal increments in the density of the corresponding liquids, then the volumes of the instrument, measured up to the successive divisions of the scale, must form a series in harmonical progression, the lengths of the divisions increasing as we go up the stem. The greatest density of the liquid for which the instrument de- scribed above can be employed is W/V, while the least density is W/(V+n/A), or W/(V+r), where v represents the volume of the stem between the extreme divisions of the scale. Now, by increasing », leaving W and V unchanged, we may increase the range of the instru- ment indefinitely. But it is clear that if we increase A, the sectional area of the stem, we shall diminish /, the length of a scale-division corresponding to a given variation of density, and thereby pro- portionately diminish the sensibility of the instrument, while diminishing the section A will increase / and proportionately increase the sensibility, but will diminish the range over which the instru- ment can be employed, unless we increase the length of the stem in the inverse ratio of the sectional area. Hence, to obtain great sensibility along with a considerable range, we require very long slender stems, and to these two objections apply in addition to the question of portability; for, in the first place, an instrument with a very long stem requires a very deep vessel of liquid for its complete immersion, and, in the second place, when most of the stem is above xiv. 6 162 HYDROMETER the plane of flotation, the stability of the instrument when floating will be diminished or destroyed. The various devices which have been adopted to overcome this difficulty will be described in the account given of the several hydrometers which have been hitherto generally employed. The plan commonly adopted to obviate the necessity of incon- veniently long stems is to construct a number of hydrometers as nearly alike as may be, but to load them differently, so that the scale- divisions at the bottom of the stem of one hydrometer just overlap those at the top of the stem of the preceding. By this means a set of six hydrometers, each having a stem rather more than 5 in. long, will be equivalent to a single hydrometer with a stem of 30 in. But, instead of employing a number of instruments differing only in the weights with which they are loaded, we may employ the same instrument, and alter its weight either by adding mercury or shot to the interior (if it ca'n be opened) or by attaching weights to the ex- terior. These two operations are not quite equivalent, since a weight added to the interior does not affect the volume of liquid displaced when the instrument is immersed up to a given division of the scale, while the addition of weights to the exterior increases the displace- ment. This difficulty may be met, as in Keene's hydrometer, by having all the weights of precisely the same volume but of different masses, and never using the instrument except with one of these weights attached. The first hydrometer intended for the determination of the densities of liquids, and furnished with a set of weights to be attached when necessary, was that con- structed by Mr Clarke (instrument-maker) and described by J. T. Desaguliers in the Philosophical Transactions for March and April 1730, No. 413, p. 278. The following is Desaguliers's account of the instrument (fig. 2):- " After having made several fruitless trials with ivory, because it imbibes spirituous liquors, and thereby alters its gravity, he (Mr Clarke) at last made a copper hydrometer, represented in fig. 2, having a brass wire of about I in. thick going through, and soldered into the copper all Bb. The upper part of this wire is filed flat on one side, for the stem of the hydrometer, with a mark at m, to which it sinks exactly in proof spirits. There are two other marks, A and B, at top and bottom of the stem, to show whether the liquor be Ath above proof (as when it sinks to A), or ^th under proof (as when it emerges to B), when a brass weight such as C has been screwed on to the bottom at c. There are a great many such weights, of different sizes, and marked to be screwed on instead of C, for liquors that differ more than j^th from proof, so as to serve for the specific gravities in all such propor- tions as relate to the mixture of spirituous liquors, in all the variety made use of in trade. There are also other balls for showing the specific gravities quite to common water, which make the instrument perfect in its kind." Clarke's hydrometer, as afterwards constructed for the purposes of the excise, was provided with thirty-two weights to adapt it to spirits of different specific gravities, and eleven smaller weights, or " weather weights " as they were called, which were attached to the instrument in order to correct for variations of temperature. The weights were adjusted for successive intervals of 5° F., but for degrees intermediate between these no additional correction was applied. The correction for temperature thus afforded was not sufficiently accurate for excise purposes, and William Speer in his essay on the hydrometer (Tilloch's Phil. Mag., 1802, vol. xiv.) mentions cases in which this imperfect compensation led to the extra duty payable upon spirits which were more than 10% over proof being demanded on spirits which were purposely diluted to below 10% over proof in order to avoid the charge Clarke's hydrometer, however, remained the standard instrument for excise purposes from 1787 until it was displaced by that ol Sikes. Desaguliers himself constructed a hydrometer of the ordinary type for comparing the specific gravities of different kinds ol water (Desaguliers's Experimental Philosophy, ii. 234). In order to give great sensibility to the instrument, the large glass ball was made nearly 3 in. in diameter, while the stem consisted ol a wire 10 in. in length and only tV in. in diameter. The instrument weighed 4000 grains, and the addition of a grain caused it to sink through an inch. By altering the quantity of shot in the FIG. 2. — Clarke's Hydrometer. FIG. 3. — Nichol- son's Hydrometer. mall balls the instrument could be adapted for liquids other than water. To an instrument constructed for the same purpose, but on a still larger scale than that of Desaguliers, A. Deparcieux added a small dish on the top of the stem for the reception of the weights necessary to sink the instrument to a convenient depth. The effect of weights placed in such a dish or pan is of course the same as if they were placed within the bulb of the instrument, since they do not alter the volume of that part which is immersed. The first important improvement in the hydrometer after its reinvention by Boyle was introduced by G. D. Fahrenheit, who adopted the second mode of construction above referred to, arranging his instrument so as always to displace the same volume of liquid, its weight being varied accordingly. Instead of a scale, only a single mark is placed upon the stem, which is very slender, and bears at the top a small scale pan into which weights are placed until the instrument sinks to the mark upon its stem. The volume of the displaced liquid being then always the same, its density will be proportional to the whole weight supported, that is, to the weight of the instrument together with the weights required to be placed in the scale pan. Nicholson's hydrometer (fig-3) combines the characteristics of Fahrenheit's hydrometer and of Boyle's essay instrument.1 The following is the description given of it by W. Nicholson in the Manchester Memoirs, ii. 374: — " AA represents a small scale. It may be taken off at D. Dia- meter ii in., weight 44 grains. " B a stem of hardened steel wire. Diameter TJ5 in. " E a hollow copper globe. Diameter 2^ in. Weight with stem 369 grains. FF a stirrup of wire screwed to the globe at C. " G a small scale, serving likewise as a counterpoise. Diameter in. Weight with stirrup 1634 grains. " The other dimensions may be had from the drawing, which is one-sixth of the linear magnitude of the instrument itself. " In the construction it is assumed that the upper scale shall constantly carry 1000 grains when the lower scale is empty, and the instrument sunk in distilled water at the temperature of 60° Fahr. to the middle of the wire or stem. The length of the stem is arbitrary , as is likewise the distance of the lower scale from the surface of the globe. But, the length of the stem being settled, the lower scale may be made lighter, and, consequently, the globe less, the greater its distance is taken from the surface of the globe; and the contrary." In comparing the densities of different liquids, it is clear that this instrument is precisely equivalent to that of Fahrenheit, and must be employed in the same manner, weights being placed in the top scale only until the hydrometer sinks to the mark on the wire, when the specific gravity of the liquid will be proportional to the weight of the instrument together with the weights in the scale. In the subsequent portion of the paper above referred to, Nicholson explains how the instrument may be employed as a thermometer, since, fluids generally expanding more than the solids of which the instrument is constructed, the instrument will sink as the temperature rises. To determine the density of solids heavier than water with this instrument, let the solid be placed in the upper scale pan, and let the weight now required to cause the instrument to sink in distilled water at standard temperature to the mark B be denoted by w,. while W denotes the weight required when the solid is not present. Then W-w is the weight of the solid. Now let the solid be placed in the lower pan, care being taken that no bubbles of air remain attached to it, and let w, be the weight now required in the scale pan. This weight will exceed w in consequence of the water displaced by the solid, and the weight of the water thus displaced will be wt-w, which is therefore the weight of a volume of water equal to that of the solid. Hence, since the weight of the solid itself is W-w, its density must be (W-ai)/(oii-aj). The above example illustrates how Nicholson's or Fahrenheit's hydrometer may be employed as a weighing machine for small weights. In all hydrometers in which a part only of the instrument 1 Nicholson's Journal, vol. i. p. ill, footnote. HYDROMETER 163 is immersed, there is a liability to error in consequence of the surface tension, or capillary action, as it is frequently called, along the line of contact of the instrument and the surface of the liquid (see CAPILLARY ACTION). This error diminishes as the diameter of the stem is reduced, but is sensible in the case of the thinnest stem which can be employed, and is the chief source of error in the employment of Nicholson's hydrometer, which otherwise would be an instrument of extreme delicacy and precision. The following is Nicholson's statement on this point: — " One of the greatest difficulties which attends hydrostadcal experiments arises from the attraction or repulsion that obtains at the surface of the water. After trying many experiments to obviate the irregularities arising from this cause, I find reason to prefer the simple one of carefully wiping the whole instrument, and especially the stem, with a clean cloth. The weights in the dish must not be esteemed accurate while there is either a cumulus or a cavity in the water round the stem." It is possible by applying a little oil to the upper part of the bulb of a common or of a Sikes's hydrometer, and carefully placing it in pure water, to cause it to float with the upper part of the bulb and the whole of the stem emerging as indicated in fig. 4, when it ought properly to sink almost to the top of the stem, the surface tension of the water around the circumference of the circle of contact, AA', providing the additional support required. The universal hydrometer of G. Atkins, described in the Phil. Mag. for 1808, xxxi. 254^ is merely Nicholson's hydro- meter with the screw at C projecting through the collar into which it is screwed^ and terminating in a sharp point above the cup G. To this point soft bodies lighter than water (which would float if placed in the cup) could be attached, and thus com- pletely immersed. Atkins's instrument was constructed so as to weigh 700 grains, and when immersed to the mark on the stem in distilled water at 60° F. it carried 300 grains in the upper dish. The hydrometer therefore displaced 1000 grains of distilled water at 6o°F.and hence the specific gravity of any other liquid was at once indicated by adding 700 to the number of grains in the pan required to make the instrument sink to the mark on the stem. The small divisions on the scale corresponded to differences of j'jth of a grain in the weight of the instrument. The " Gravimeter," constructed by Citizen Guyton and described in Nicholson's Journal, 410, i. no, differs from Nicholson's instru- ment in being constructed of glass, and having a cylindrical bulb about 21 centimetres in length and 22 millimetres in diameter. Its weight is so adjusted that an additional weight of 5 grammes must be placed in the upper pan to cause the instrument to sink to the mark on the stem in distilled water at the standard temperature. The instrument is provided with an additional piece, or " plongeur," the weight of which exceeds 5 grammes by the weight of water which it displaces; that is to say, it is so constructed as to weigh 5 grammes in water, and consists of a glass envelope filled with mercury. It is clear that the effect of this " plongeur," when placed in the lower pan, is exactly the same as that of the 5 gramme weight in the upper pan. Without the extra 5 grammes the instrument weighs about 20 grammes, and therefore floats in a liquid of specific gravity -8. Thus deprived of its additional weight it may be used for spirits. To use the instrument for liquids of much greater density than water additional weights must be placed in the upper pan, and the " plongeur " is then placed in the lower pan for the purpose of giving to the instrument the requisite stability. Charles's balance areometer is similar to Nicholson's hydrometer, except that the lower basin admits of inversion, thus enabling the instrument to be employed for solids lighter than water, the in- verted _ basin serving the same purpose as the pointed screw in Atkins's modification of the instrument. Adie's sliding hydrometer is of the ordinary form, but can be adjusted for liquids of widely differing specific gravities by drawing out a sliding tube, thus changing the volume of the hydrometer while its weight remains constant. The hydrometer of A. Baume', which has been extensively used in France, consists of a common hydrometer graduated in the following manner. Certain fixed points were first determined upon the stem of the instrument. The first of these was found by immersing the hydrometer in pure water, and marking the stem at the level of the surface. This formed the zero of the scale. Fifteen standard solutions of pure common salt in water were then prepared, contain- FIG. 4. ing respectively I, 2, 3, ... 15% (by weight) of dry salt. The hydrometer was plunged in these solutions in order, and the stem having been marked at the several surfaces, the degrees so obtained were numbered 1,2,3, • • • I5- These degrees were, when necessary, repeated along the stem by the employment of a pair of compasses till 80 degrees were marked off. The instrument thus adapted to the determination of densities exceeding that of water was called the hydrometer for salts. The hydrometer intended for densities less than that of water, or the hydrometer for spirits, is constructed on a similar principle. The instrument is so arranged that it floats in pure water with most of the stem above the surface. A solution containing 10% of pure salt is used to indicate the zero of the scale, and the point at which the instrument floats when immersed in distilled water at IO° R. (54J° F.) is numbered 10. Equal divisions are then marked off upwards along the stem as far as the soth degree. The densities corresponding to the several degrees of Baum^'s hydrometer are given by Nicholson (Journal of Philosophy, i. 89) as follows : — Bounty's Hydrometer for Spirits. Temperature 10° R. Degrees. Density. Degrees. Density. Degrees. Density. 10 I -000 21 •922 3i •861 ii •990 22 •915 32 •856 12 •985 23 •909 33 •852 13 •977 24 •903 34 •847 H •970 25 •897 35 •842 15 •963 26 •892 36 •837 16 •955 27 •886 37 •832 i? •949 28 •880 38 •827 18 •943 29 •874 39 •822 19 •935 30 •867 40 •817 20 •928 Baum6's Hydrometer for Salts. Degrees. Density. Degrees. Density. Degrees. Density. 0 •ooo 27 •230 51 1-547 3 •020 30 •261 54 1-594 6 •040 33 •295 57 1-659 9 •064 36 •333 60 1-717 12 •089 39 •373 63 1-779 15 •114 42 •414 66 1-848 18 •140 45 •455 69 1-920 21 •170 48 •500 72 2-000 24 •200 Carder's hydrometer was very similar to that of Baume', Cartier having been employed by the latter to construct his instruments for the French revenue. The point at which the instrument floated in distilled water was marked 10° by Cartier, and 30° on Carder's scale corresponded to 32° on Bauml's. Perhaps the main object for which hydrometers have been constructed is the determination of the value of spirituous liquors, chiefly for revenue purposes. To this end an immense variety of hydrometers have been devised, differing mainly in the character of their scales. In Speer's hydrometer the stem has the form of an octagonal prism, and upon each of the eight faces a scale is engraved, indicating the percentage strength of the spirit corresponding to the several divisions of the scale, the eight scales being adapted respectively to the temperature 35°, 40°, 45°, 50°, 55 , 60°, 65° and 70° F. Four small pins, which can be inserted into the counterpoise of the instrument, serve to adapt the instrument to the temperatures intermediate between those for which the scales are constructed. William Speer was supervisor and chief assayer of spirits in the port of Dublin. For a more complete account of this instrument see Tilloch's Phil. Mag., xiv. 151. The hydrometer constructed by Tones, of Hoi- born, consists of a spheroidal bulb with a rec- tangular stem (fig. 5). Between the bulb and counterpoise is placed a thermometer, which serves to indicate the temperature of the liquid, and the instrument is provided with three weights which can be attached to the top of the stem. On the four sides of the stem AD are engraved four scales corresponding respectively to the unloaded FIG. 5. — Jones's instrument, and to the instrument loaded with the Hydrometer, respective weights. The instrument when unloaded serves for the range from 74 to 47 over proof ; when loaded with the first weight it indicates from 46 to 13 over proof, with the second weight from 13 over proof to 29 under proof, and with the third 164 HYDROMETER FIG. 6. from 29 under proof to pure water, the graduation corresponding to which is marked W at the bottom of the fourth scale. One side of the stem AD is shown in fig. 5, the other three in fig. 6. The thermo- meter is also provided with four scales corresponding to the scales above mentioned. Each scale has its zero in the middle correspond- ing to 60° F. If the mercury in the thermo- meter stand above this zero the spirit must be reckoned weaker than the hydrometer in- dicates by the number on the thermometer scale level with the top of the mercury, while if the thermometer indicate a temperature lower than the zero of the scale (60* F.) the spirit must be reckoned stronger by the scale reading. At the side of each of the four scales on the stem of the hydrometer is en- graved a set of small numbers indicating the contraction in volume which would be experi- enced if the requisite amount of water (or spirit) were added to bring the sample tested to the proof strength. The hydrometer constructed by Dicas of Liverpool is provided with a sliding scale which can be adjusted for different temperatures, and which also indicates the contraction in volume incident on bringing the spirit to proof strength. It is provided with thirty-six different weights which, with the ten divisions on the stem, form a scale from o to 370. The employment of so many weights renders the instrument ill-adapted for practical work where speed is an object. This instrument was adopted by the United States in 1790, but was subsequently discarded by the Internal Revenue Service for another type. In this latter form the observations have to be made at the standard temperature of 60° F., at which the graduation 100 corresponds to proof spirit and 200 to absolute alcohol. The need of adjustable weights is avoided by employing a set of five instru- ments, graduated respectively o°- too °, 80 -120°, ioo°-i4O°, I3o°-I7o°, i6o°-2OO°. The reading gives the volume of proof spirit equivalent to the volume of liquor; thus the readings 80° and 120° mean that 100 volumes of the test liquors contain the same amount of absolute alcohol as 80 and 120 volumes of proof spirit respectively. Proof spirit is defined in the United States as a mixture of alcohol and water which contains equal volumes of alcohol and water at 60° F., the alcohol having a specific gravity of 0-7939 at 60° as compared with water at its maximum density. The specific gravity of proof spirit is 0-93353 at 60°; and 100 volumes of the mixture is made from 50 volumes of absolute alcohol and 53-71 volumes of water. Quin's universal hydrometer is described in the Transactions of the Society of Arts, viii. 98. It is provided with a sliding rule to adapt it to different temperatures, and has four scales, one of which is graduated for spirits and the other three serve to show the strengths of worts. The peculiarity of the instrument con- sists in the pyramidal form given to the stem, which renders the scale-divisions more nearly equal in length than they would be on a pris- matic stem. Atkins's hydrometer, as originally constructed, is described in Nicholson's Journal, 8vo, ii. 276. It is made of brass, and is provided with a spheroidal bulb the axis of which is 2 in. in length, the conjugate diameter being ij in. The whole length of the instrument is 8 in., the stem square of about i-in. side, and the weight about 400 grains. It is provided with four weights, marked i, 2, 3, 4, and weighing respectively 20, 40, 61 and 84 grains, which can be attached to the shank of the instrument at C (fig. 7) and retained there by the fixed weight B. The scale engraved upon one face of the stem contains fifty-five divisions, the top and bottom being marked o or zero and the alter- nate intermediate divisions (of which there are twenty-six) being marked with the letters of the alphabet in order. The four weights are so adjusted that, if the instrument floats with the stem emerging as far as the lower division o with one of the weights attached, then replacing the weight by the next heavier causes the instrument to sink through the whole length of the scale to the upper division o, and the first weight produces the same effect when applied to the naked instrument. The stem is thus virtually extended to five times its length, and the number of divisions in- creased practically to 272. When no weight is attached the instru- ment indicates densities from -806 to -843; with No. i it registers from -843 to -880, with No. 2 from -880 to -918, with No. 3 from -918 to -958, and with No. 4 from -958 to l-ooo, the temperature being FIG. 7. — Atkins's Hydrometer. 55° F. It will thus be seen that the whole length of the stem corre- sponds to a difference of density of about -04, and one division to about -00074, indicating a difference of little more than i % in the strength of any sample of spirits. The instrument is provided with a sliding rule, with scales corre- sponding to the several weights, which indicate the specific gravity corresponding to the several divisions of the hydrometer scale com- pared with water at 55° F. The slider upon the rule serves to adjust the scale for different temperatures, and then indicates the strength of the spirit in percentages over or under proof. The slider is also provided with scales, marked respectively Dicas and Clarke, which serve to show the readings which would have been obtained had the instruments of those makers been employed. The line on the scale marked " concentration " indicates the diminution in volume consequent upon reducing the sample to proof strength (if it is over proof, O.P.) or upon reducing proof spirit to the strength of the sample (if it is under proof, U.P.). By applying the several weights in succession in addition to No. 4 the instrument can be employed for liquids heavier than water; and graduations on the other three sides of the stem, together with an additional slide rule, adapt the instru- ment for the determination of the strength of worts. Atkins subsequently modified the instrument (Nicholson's Journal, 8vo, iii. 50) by constructing the different weights of different shapes, viz. circular, square, triangular and pentagonal, instead of numbering them I, 2, 3 and 4 respectively, a figure of the weight being stamped on the sliding rule opposite to every letter in the series to which it belongs, thus diminishing the probability of mistakes. He also replaced the letters on the stem by the corre- sponding specific gravities referred to water as unity. Further information concerning these instruments and the state of hydro- metry in 1803 will be found in Atkins's pamphlet On the Relation between the Specific Gravities and the Strength of Spirituous Liquors (1803); or Phil. Mag. xvi. 26-33, 205-212, 305-312; xvii. 204-210 and 329-341. In Gay-Lussac's alcoholometer the scale is divided into 100 parts corresponding to the presence of I, 2,...% by volume of alcohol at 15° C., the highest division of the scale corresponding to the purest alcohol he could obtain (density -7947) and the lowest division corresponding to pure water. A table provides the necessary corrections for other temperatures. Tralles's hydrometer differs from Gay-Lussac's only in being graduated at 4° C. instead of 15° C., and taking alcohol of density •7939 at 15-5° C. for pure alcohol instead of -7947 as taken by Gay- Lussac (Keene's Handbook of Hydrometry). In Beck's hydrometer the zero of the scale corresponds to density i -coo and the division 30 to density -850, and equal divisions on the scale are continued as far as is required in both directions. In the centesimal hydrometer of Francceur the volume of the stem bet ween successive divisions of the scale isalwaysjJuth of the whole volume immersed when the instrument floats ,_, in water at 4° C. In order to graduate the stem the instrument is first weighed, then immersed in distilled water at 4° C., and the line of flotation marked zero. The first degree is then found by placing on the top of the stem a weight equal to ftoth of the weight of the instrument, which in- creases the volume immersed by l J0th of the original volume. The addition to the top of the stem of successive weights, each iJ0th of the weight of the instrument itself, serves to determine the succes- sive degrees. The length of too divisions of the scale, or the length of the uniform stem the volume of which would be equal to that of the hydrometer up to the zero graduation, Francceur called the " modulus " of the hydrometer. He constructed his instruments of glass, using different instruments for different portions of the scale (Francceur, TraM d'areometrie, Paris, 1842). Dr Bories of Montpellier constructed a hydro- meter which was based upon the results of his experiments on mixtures of alcohol and water. The interval between the points corresponding to pure alcohol and to pure water Bories divided into 100 equal parts, though the stem was pro- FIG. 8. — Sikes's longed so as to contain only 10 of these divisions, Hydrometer, the other 90 being provided for by the addition of 9 weights to the bottom of the instrument as in Clarke's hydrometer. The instrument which has no_w been exclusively used for revenue purposes for nearly a century is that associated with the name of Bartholomew Sikes, who was correspondent to the Board of Excise from 1774 to 1783, and for some time collector of excise for Hertford- shire. Sikes's hydrometer, on account of its similarity to that of Bories, appears to have been borrowed from that instrument. It is made of gilded brass or silver, and consists of a spherical ball A (fie. 8), 1-5 in. in diameter, below which is a weight B connected with the ball by a short conical stem C. The stem I) is rectangular in section and about 3i in. in length. This is divided into ten equal parts, each of which is subdivided into five. As in Borics's instrument, a series of 9 weights, each of the form shown at E, serves to extend the scale D HYDROPATHY 165 to 100 principal divisions. In the centre of each weight is a hole capable of admitting the lowest and thickest end of the conical stem C, and a slot is cut into it just wide enough to allow the upper part of the cone to pass. Each weight can thus be dropped on to the lower stem so as to rest on the counterpoise B. The weights are marked 10, 20, ... 90; and in using the instrument that weight must be selected which will allow it to float in the liquid with a portion only of the stem submerged. Then the reading of the scale at the line of flotation, added to the number on the weight, gives the reading required. A small supernumerary weight F is added, which can be placed upon the top of the stem. F is so adjusted that when the 60 weight is placed on the lower stem the instrument sinks to the same point in distilled water when F is attached as in proof spirit when F is removed. The best instruments are now constructed for revenue purposes of silver, heavily gilded, because it was found that saccharic acid contained in some spirits attacked brass behind the gilding. The following table gives the specific gravities corresponding to the principal graduations on Sikes's hydrometer at 60° F. and 62° F., together with the corresponding strengths of spirits. The latter are based upon the tables of Charles Gilpin, clerk to the Royal Society, for which the reader is referred to the Phil. Trans, for 1794. GilpuVs work is a model for its accuracy and thoroughness of detail, and his results have scarcely been improved upon by more recent workers. The merit of Sikes's system lies not so much in the hydrometer as in the complete system of tables by which the readings of the instru- ment are at once converted into percentage of proof-spirit. Table showing the Densities corresponding to the Indications of Sikes's Hydrometer. Sikes's Indications. 60° F. 62° F. Sikes's Indications. 1 60° F. 62° F. Density Proof Spirit per cent. Density. Proof Spirit per cent. Density froof Spirit per cent. Density Proof Spirit per cent. 0 •815297 167-0 815400 166-5 51 •905024 111-4 •905138 110-7 1 •816956 166-1 •817059 165-6 52 •906869 110-0 •906983 109-3 2 •818621 165-3 -818725 164-8 53 •908722 108-6 •908837 107-9 3 •820294 164-5 •830397 163-9 54 •910582 107-1 •910697 106-5 4 •821973 163-6 •822077 163-1 55 •912450 105-6 •912565 105-0 5 •823659 162-7 •823763 162-3 56 •914326 104-2 •914441 103-5 6 •825352 161-8 •825457 161-4 57 •916209 102-7 •916323 102-0 7 •827052 160-9 •827157 160-5 58 •918100 101-3 •918216 100-5 8 •828759 160-0 •828864 159-6 59 •919999 99-7 •920115 98-9 9 •S30473 159-1 •830578 158-7 60 •921906 98-1 •922022 97-4 10 •832195 158-2 •832300 157-8 mu •921884 98-1 •922000 97-4 11 •S338SS 157-3 •833993 156-8 61 •923760 96-6 •923877 95-9 12 •835587 156-4 •835692 155-9 62 •925643 95-0 •925760 94-2 13 •837294 155-5 •837400 155-0 63 •927534 93-3 •927652 92-6 14 •839008 154-6 •839114 154-0 64 •929433 91-7 •929550 90-9 15 •840729 153-7 •840835 153-1 65 •931339 90-0 •931457 89-2 16 •842458 152-7 •842564 152-1 66 •933254 88-3 •933372 87-5 17 •844193 151-7 •844299 151-1 67 •935176 86-5 •935294 85-8 18 •84593(i 150-7 •846042 150-1 68 •937107 847 •937225 84-0 19 •847685 149-7 •847792 149-1 69 •939045 82-9 •939163 82-2 20 •849442 148-7 •849549 148-1 70 •940991 8M •941110 80-3 20u •849393 148-7 •849500 148-1 70fi •940981 81-1 •941100 80-3 21 •851122 147-6 •851229 147-1 71 •942897 79-2 •943016 78-4 22 •852857 146-6 •852964 146-1 72 •944819 77-3 •944938 76-5 23 •854599 145-6 •854707 145-1 73 •946749 75-3 •946869 74-5 24 •856348 144-6 •856456 144-0 74 •948687 73-3 •948807 72-5 25 •858105 143-5 •858213 142-9 75 •950634 71-2 •950753 70-4 26 •859869 142-4 •859978 141-8 76 •952588 69-0 •952708 68-2 27 •861640 141-3 •861749 140-8 77 •954550 66'8 •954670 66-0 28 •863419 140-2 •863528 139-7 78 •956520 64'4 •956641 63-5 29 •805204 139-1 •865313 138-5 79 •958498 61'9 •958619 61-1 30 •866998 138-0 •867107 137-4 80 •960485 59-4 •960606 58-5 30s •866991 138-0 •867100 137-4 80s •960479 59-4 •960600 58-5 31 •868755 136-9 •868865 136-2 81 •962433 567 •962555 55-8 32 •S70526 135-7 •870636 135-1 82 •964395 53'9 •964517 53-0 33 •872305 134-5 •872415 133-9 83 •966366 50-9 •966488 50-0 34 •874090 133-4 •874200 132-8 84 •968344 47'8 •968466 47-0 35 •S75S83 132-2 •875994 131-6 85 •970331 44-5 •970453 43-8 3d •877684 131-0 •877995 130-4 86 •972325 41'0 •972448 40-4 37 •879492 129-8 •879603 129-1 87 •974328 37-5 •974451 36-9 38 •881307 128-5 •881419 127-9 88 •976340 34'0 •976463 33-5 39 •883129 127-3 •883241 126-7 89 •978359 30-6 •978482 30-1 40 •884960 126-0 •8S5072 125-4 90 •980386 27'2 •980510 26-7 40s •S84888 126-0 •8S5000 125-4 90s •980376 27'2 •980500 26-7 41 •886689 124-8 •886801 124-2 91 •982371 23-9 •982490 23-6 42 •888497 123-5 -888609 122-9 92 •984374 20'8 •984498 20-5 43 •890312 122-2 •890425 121-6 93 •986385 177 •980510 17-4 44 •892135 120-9 •892248 120-3 94 •988404 14'8 •98852!) 14-5 45 •893965 119-6 •894078 119-0 95 •990431 12-0 •990,557 11-7 46 •895803 118-3 •895916 117-6 96 •992468 9-3 •992593 9-0 47 •897647 116-9 •897761 116-3 97 •994512 67 •994637 6-5 48 •899500 115-6 •899614 114-9 98 •996565 4'1 •996691 4-0 49 •901360 114-2 •901417 113-5 99 •998626 1-8 •998752 1-6 50 •903229 112-8 •903343 112-1 100 1-000696 o-o 1-000822 o-o 50n •903186 112-8 -903300 112-1 In the above table for Sikes's hydrometer two densities are given corresponding to each of the degrees 20, 30, 40, 50, 60, 70, 80 and 90, indicating that the successive weights belonging to the particular instrument for which the table has been calculated do not quite agree. The discrepancy, however, does not produce any sensible error in the strength of the corresponding spirit. A table which indicates the weight per gallon of spirituous liquors for every degree of Sikes's hydrometer is printed in 23 and 24 Viet. c. 114, schedule B. This table differs slightly from that given above, which has been abridged from the table given in Keene's Handbook of Hydrometry, apparently on account of the equal divisions on Sikes's scale having been taken as corresponding to equal increments of density. Sikes's hydrometer was established for the purpose of collecting the revenue of the United Kingdom by Act of Parliament, 56 Geo. III. c. 140, by which it was enacted that " all spirits shall be deemed and taken to be of the degree of strength which the said hydrometers called Sikes's hydrometers shall, upon trial by any officer or officers of the customs or excise, denote such spirits to be." This act came into force on January 5, 1817, and was to have remained in force until August i, i8i8,but was repealed by 58 Geo. III. c. 28, which established Sikes's hydrometer on a permanent footing. By 3 and 4 Will. IV. c. 52, § 123, it was further enacted that the same instruments and methods should be employed in determining the duty upon im- ported spirits as should in virtue of any Act of Parliament be em- ployed in the determination of the duty upon spirits distilled at home. It is the practice of the officers of the inland revenue to adjust Sikes's hydrometer at 62° F., that being the temperature at which the imperial gallon is defined as containing 10 ft avoirdupois of distiljed water. The specific gravity of any sample of spirits thus determined, when multiplied by ten, gives the weight in pounds per imperial gallon, and the weight of any bulk of spirits divided by this number gives its volume at once in imperial gallons. Mr (afterwards Colonel) J. B. Keene, of the Hydrometer Office, London, has constructed an instrument after the model of Sikes's, but provided with twelve weights of different masses but equal volumes, and the instrument is never used without having one of these attached. When loaded with either of the lightest two weights the instrument is specifically lighter than Sikes's hydrometer when unloaded, and it may thus be used for specific gravities as low as that of absolute alcohol. The volume of each weight being the same, the whole volume immersed is always the same when it floats at the same mark whatever weight may be attached. Besides the above, many hydrometers have been employed for special purposes. Twaddell's hydrometer is adapted for densities greater than that of water. The scale is so arranged that the reading multiplied by 5 and added to 1000 gives the specific gravity with reference to water as 1000. To avoid an inconveniently long stem, different instruments are employed for different parts of the scale as mentioned above. The lactometer constructed by Dicas of Liverpool is adapted for the determination of the quality of milk. It resembles Sikes's hydrometer in other respects, but is provided with eight weights. It is also provided with a thermometer and slide rule, to reduce the readings to the standard temperature of 55° F. Any determination of density can be taken only as affording prima facie evidence of the quality of milk, as the removal of cream and the addition of water are operations which tend to compensate each other in their influence on the density of the liquid, so that the lactometer cannot be regarded as a reliable instrument. The marine hydrometers, as supplied by the British government to the royal navy and the merchant marine, are glass instruments with slender stems, and generally serve to indicate specific gravities from l-ooo to 1-040. Before being issued they are compared with a standard instrument, and their errors determined. They are employed for taking observations of the density of sea-water. The sahnometer is a hydrometer originally intended to indicate the strength of the brine in marine boilers in which sea-water is employed. Saunders's salinometer consists of a hydrometer which floats in a chamber through which the water from the boiler is allowed to flow in a gentle stream, at a temperature of 200° F. The peculiarity of the instrument consists in the stream of water, as it enters the hydrometer chamber, being made to impinge against a disk of metal, by which it is broken into drops, thus liberating the steam, which would otherwise disturb the instrument. The use of Sikes's hydrometer necessitates the employment of a considerable quantity of spirit. For the testing of spirits in bulk no more convenient instrument has been devised, but where very small quantities are available more suitable laboratory methods must be adopted. In England, the Finance Act 1907 (7 Ed. VII. c. 13), section 4, provides as follows: (i) The Commissioners of Customs and the Commissioners of Inland Revenue may jointly make regulations authorizing the use of any means described in the regulations for ascertaining for any purpose the strength or weight ofspirits. (2) Where under any enactment Sykes's (sic) Hydrometer is directed to be used or may be used for the purpose of ascertaining the strength or weight of spirits, any means so authorized by regulations may be used instead of Sykes's Hydrometer and references to Sykes's Hydro- meter in any enactment shall be construed accordingly. (3) Any regulations made under this section shall be published in the London, Edinburgh and Dublin Gazette, and shall take effect from the date of publication, or such later date as may be mentioned in the regulations for the purpose. (4) The expression " spirits " in this section has the same meaning as in the Spirits Act 1880. (W. G.) HYDROPATHY, the name given, from the Greek, to the " water-cure," or the treatment of disease by water, used outwardly and inwardly. Like many descriptive names, the word " hydropathy " is defective and even misleading, the active agents in the treatment being heat and cold, of which water i66 HYDROPATHY is little more than the vehicle, and not the only one. Thermo- therapeutics (or thermotherapy) is a term less open to objection. Hydropathy, as a formal system, dates from about 1829, when Vincenz Priessnitz (1801-1851), a farmer of Grafenberg in Silesia, Austria, began his public career in the paternal homestead, extended so as to accommodate the increasing numbers attracted by the fame of his cures. Two English works, however, on the medical uses of water had been translated into German in the century preceding the rise of the movement under Priessnitz. One of these was by Sir John Floyer (1649- 1734), a physician of Lichfield, who, struck by the remedial use of certain springs by the neighbouring peasantry, investigated the history of cold bathing, and published in 1702 his "tyvxpo- \oucria, or the History of Cold Bathing, both Ancient and Modern." The book ran through six editions within a few years, and the translation was largely drawn upon by Dr J. S. Hahn of Silesia, in a work published in 1738, On the Healing Virtues of Cold Water, Inwardly and Outwardly applied, as proved by Experience. The other work was that of Dr James Currie (1756-1805) of Liverpool, entitled Medical Reports on the Effects of Water, Cold and Warm, as a remedy in Fevers and other Diseases, published in 1797, and soon after translated into German by Michaelis (1801) and Hegewisch (1807). It was highly popular, and first placed the subject on a scientific basis. Harm's writings had meanwhile created much enthusiasm among his countrymen, societies having been everywhere formed to promote the medicinal and dietetic use of water; and in 1804 Professor Ortel of Ansbach republished them and quickened the popular movement by unqualified commendation of water drinking as a remedy for all diseases. In him the rising Priessnitz found a zealous advocate, and doubtless an instructor also. At Grafenberg, to which the fame of Priessnitz drew people of every rank and many countries, medical men were conspicuous by their numbers, some being attracted by curiosity, others by the desire of knowledge, but the majority by the hope of cure for ailments which had as yet proved incurable. Many records of experiences at Grafenberg were published, all more or less favourable to the claims of Priessnitz, and some enthusiastic in their estimate of his genius and penetration; Captain Claridge introduced hydropathy into England in 1840, his writings and lectures, and later those of Sir W. Erasmus Wilson (1809-1884), James Manby Gully (1808-1883) and Edward Johnson, making numerous converts, and filling the establishments opened soon after at Malvern and elsewhere. In Germany, France and America hydropathic establishments multiplied with great rapidity. Antagonism ran high between the old practice and the new. Unsparing condemnation was heaped by each on the other; and a legal prosecution, leading to a royal commission of inquiry, served but to make Priessnitz and his system stand higher in public estimation. Increasing popularity diminished before long that timidity which had in great measure prevented trial of the new method from being made on the weaker and more serious class of cases, and had caused hydropathists to occupy themselves mainly with a sturdy order of chronic invalids well able to bear a rigorous regimen and the severities of unrestricted crisis. The need of a radical adaptation to the former class was first adequately recognized by John Smedley, a manufacturer of Derbyshire, who, impressed in his own person with the severities as well as the benefits of " the cold water cure," practised among his work- people a milder form of hydropathy, and began about 1852 a new era in its history, founding at Matlock a counterpart of the establishment at Grafenberg. Ernst Brand (1826-1897) of Berlin, Raljen and Theodorvon Jurgensen of Kiel, and Karl Liebermeister (1833-1901) of Basel, between 1860 and 1870, employed the cooling bath in abdominal typhus with striking results, and led to its introduc- tion to England by Dr Wilson Fox. In the Franco-German war the cooling bath was largely employed, in conjunction frequently with quinine; and it now holds a recognized position in the treatment of hyperpyrexia. The wet sheet pack has become part of medical practice; the Turkish bath, introduced by David Urquhart (1805-1877) into England on his return from the East, and ardently adopted by Dr Richard Barter (1802- 1870) of Cork, has become a public institution, and, with the " morning tub " and the general practice of water drinking, is the most noteworthy of the many contributions by hydropathy to public health (see BATHS, ad fin.). The appliances and arrangements by means of which heat and cold are brought to bear on the economy are — (a) Packings, hot and cold, general and local, sweating and cooling; (b) hot air and steam baths; (c) general baths, of not water and cold; (d) sitz, spinal, head and foot baths; (e) bandages (or compresses), wet and dry; also (?) fomentations and poultices, hot and cold, sinapisms, stupes, rubbings and water potations, hot and cold. (a) Packings. — The full pack consists of a wet sheet enveloping the body, with a number of dry blankets packed tightly over it, in- cluding a macintosh covering or not. In an hour or less these are removed and a general bath administered. The pack is a derivative, sedative, sudorific and stimulator of cutaneous excretion. There are numerous modifications of it, notably the cooling pack, where the wrappings are loose and scanty, permitting evaporation, and the application of indefinite duration, the sheet being rewetted as it dries; this is of great value in protracted febrile conditions. There are also local packs, to trunk, limbs or head separately, which are derivative, soothing or stimulating, according to circumstance and detail. (b) Hot air baths, the chief of which is the Turkish (properly, the Roman) bath, consisting of two or more chambers ranging in temperature from 120° to 212° or higher, but mainly used at 150 for curative purposes. Exposure is from twenty minutes up to two hours according to the effect sought, and is followed by a general bath, and occasionally by soaping and shampooing. It is stimulating, deriva- tive, depurative, sudorific and alterative, powerfully promoting tissue change by increase of the natural waste and repair. It determines the blood to the surface, reducing internal congestions, is a potent diaphoretic, and, through the extremes of heat and cold, is an effective nervous and vascular stimulant and tonic. Morbid growths and secretions, as also the uraemic, gouty and rheumatic diathesis, are beneficially influenced by it. The full pack and Turkish bath have between them usurped the place and bettered the function of the once familiar hot bath. The Russian or steam bath and the lamp bath are primitive and inferior varieties of the modern Turkish bath, the atmosphere of which cannot be too dry and pure. (c) General baths comprise the rain (or needle), spray (or rose), shower, shallow, plunge, douche, wave and common morning sponge baths, with the dripping sheet, and hot and cold spongings, and are combinations, as a rule, of hot and cold water. They are stimulating, tonic, derivative and detergent. (d) Local baths comprise the sitz (or sitting), douche (or spouting), spinal, foot and head baths, of hot or cold water, singly or in com- bination, successive or alternate. The sitz, head and foot baths are used " flowing " on occasion. The application of cold by " Letter's tubes " is effective for reducing inflammation (e.g. in meningitis and in sunstroke) ; in these a network of metal or indiarubber tubing is fitted to the part affected, and cold water kept con- tinuously flowing through them. Rapid alternations of hot and cold water have a powerful effect in vascular stasis and lethargy of the nervous system and absorbents, yielding valuable results in local congestions and chronic inflammations. (e) Bandages (or compresses) are of two kinds, — cooling, of wet material left exposed for evaporation, used in local inflammations and fevers; and heating, of the same, covered with waterproof material, used in congestion, external or internal, for short or long periods. Poultices, warm, of bread, linseed, bran, &c., changed but twice in twenty-four hours, are identical in action with the heating bandage, and superior only in the greater warmth and consequent vital activity their closer application to the skin ensures. (/) Fomentations and poultices, hot or cold, sinapisms, stupes, rubefacients, irritants, frictions, kneadings, calisthenics, gymnastics, electricity, &c., are adjuncts largely employed. BIBLIOGRAPHY. — Among the numerous earlier works on hydro- pathy, the following are worth mention: Balbirnie, Water Cure in Consumption (1847), Hydropathic Aphorisms (1856) and A Plea for the Turkish Bath (1862); Beni-Barde, Traite d' hydrotherapie (1874); Claridge, Cold Water Cure, or Hydropathy (1841), Facts and Evidence in Support of Hydropathy (1843) and Cold Water, Tepid Water and Friction Cure (1849); Dunlop, Philosophy of the Bath (1873); Floyer, Psychrolousia, or the History of Cold-Bathing, &c. (1702); J. S. Hahn (Schweidnitz), Observations on the Healing Virtues of Cold Water (1738); Hunter, Hydropathy for Home Use (1879); E. W. Lane, Hydropathy, or the Natural System of Medical Treatment (1857); R. J. Lane, Life at the Water Cure (1851) ; Shew, Hydropathic Family Physician (1857) ; Smedley, Practical Hydropathy (1879) ; Smethurst, Hydrotherapia, or the Water Cure (1843); Wainwright, Inquiry into the Nature and Use of Baths (1737); Weiss, Handbook of Hydro- pathy (1844); Wilson Principles and Practice of the Cold Water Cure (1854) and The Water Cure (1859). A useful recent work dealing comprehensively with the subject is Richard Metcalfe's Rise and Progress of Hydropathy (1906). HYDROPHOBIA 167 HYDROPHOBIA (Gr. iiSup, water, and <£6/3os, fear; so called from the symptom of dread of water), or RABIES (Lat.for" mad- ness "), an acute disease, occurring chiefly in certain of the lower animals, particularly the canine species, and liable to be com- municated by them to other animals and to man. In Dogs, ffc. — The occurrence of rabies in the fox, wolf, hyaena, jackal, raccoon, badger and skunk has been asserted; but there is every probability that it is originally a disease of the dog. It is communicated by inoculation to nearly all, if not all, warm- blooded creatures. The transmission from one animal to another only certainly takes place through inoculation with viruliferous matters. The malady is generally characterized at a certain stage by an irrepressible desire in the animal to act offensively with its natural weapons — dogs and other carnivora attacking with their teeth, herbivora with their hoofs or horns, and birds with their beaks, when excited ever so slightly. In the absence of excitement the malady may run its course without any fit of fury or madness. Symptoms. — The disease has been divided into three stages or periods, and has also been described as appearing in at least two forms, according to the peculiarities of the symptoms. But, as a rule, one period of the disease does not pass suddenly into another, the transition being almost imperceptible; and the forms do not differ essentially from each other, but appear merely to constitute varieties of the same disease, due to the natural disposition of the animal, or other modifying circumstances. These forms have been designated true or furious rabies (Fr. rage vrai ; Ger. rasende Wuth) and dumb rabies (Fr. rage mue; Ger. stille Wuth). The malady does not commence with fury and madness, but in a strange and anomalous change in the habits of the dog: it becomes dull, gloomy, and taciturn, and seeks to isolate itself in out-of-the-way places, retiring beneath chairs and to odd corners. But in its retire- ment it cannot rest: it is uneasy and fidgety, and no sooner has it lain down than suddenly it jumps up in an agitated manner, walks backwards and forwards several times, again lies down and assumes a sleeping attitude, but has only maintained it for a few minutes when it is once more moving about. Again it retires to its corner, to the farthest recess it can find, and huddles itself up into a heap, with its head concealed beneath its chest and fore-paws. This state of continual agitation and inquietude is in striking contrast with its ordinary habits, and should therefore receive attention. Not unf requently there are a few moments when the creature appears more lively than usual, and displays an extraordinary amount of affection. Sometimes there is a disposition to gather up straw, thread, bits of wood, &c., which are industriously carried away; a tendency to lick anything cold, as iron, stones, &c., is also observed in many instances; and there is also a desire evinced to lick other animals. Sexual excitement is also frequently an early symptom. At this period no disposition to bite is observed; the animal is docile with its master and obeys his voice, though not so readily as before, nor with the same pleased countenance. There is something strange in the expression of its face, and the voice of its owner is scarcely able to make it change from a sudden gloominess to its usual animated aspect. These symptoms gradually become more marked; the restlessness and agitation increase. If on straw the dog scatters and pulls it about with its paws, and if in a room it scratches and tumbles the cushions or rugs on which it usually lies. It is incessantly on the move, rambling about, scratching the ground, sniffing in corners and at the doors, as if on the scent or seeking for something. It indulges in strange movements, as if affected by some mental in- fluences or a prey to hallucinations. When not excited by any external influence it will remain for a brief period perfectly still and attentive, as if watching something, or following the movements of some creature on the wall; then it will suddenly dart forward and snap at the vacant air, as if pursuing an annoying object, or en- deavouring to seize a fly. At another time it throws itself, yelling and furious, against the wall, as if it heard threatening voices on the other side, or was bent on attacking an enemy. Nevertheless, the animal is still docile and submissive, for its master's voice will bring it out of its frenzy. But the saliva is already virulent, and the ex- cessive affection which it evinces at intervals, by licking the hands or face of those it loves, renders the danger very great should there be a wound or abrasion. Until a late period in the disease the master's voice has a powerful influence over the animal. When it has escaped from all control and wanders erratically abroad, ferocious and restless, and haunted by horrid phantoms, the familiar voice yet exerts its influence, and it is rare indeed that it attacks its master. There is no dread of water in the rabid dog; the animal is generally thirsty, and if water be offered will lap it with avidity, and swallow it at the commencement of the disease. And when, at a later period, the constriction about the throat — symptomatic of the disease — renders swallowing difficult, the dog will none the less endeavour to drink, and the lappings are as frequent and prolonged when deglu- tition becomes impossible. So little dread has the rabid dog of water that it will ford streams and swim rivers; and when in the ferocious stage it will even do this in order to attack other creatures on the opposite side. At the commencement of the disease the dog does not usually refuse to eat, and some animals are voracious to an unusual degree. But in a short time it becomes fastidious, only eating what it usually has a special predilection for. Soon, however, this gives place to a most characteristic symptom — either the taste becomes extremely depraved or the dog has a fatal and imperious desire to bite and ingest everything. The litter of its kennel, wool from cushions, carpets, stockings, slippers, wood, grass, earth, stones, glass, horse- dung, even its own faeces and urine, or whatever else may come in its way, are devoured. On examination of the body of a dog which has died of rabies it is so common to find in the stomach a quantity of dissimilar and strange matters on which the teeth have been exercised that, if there was nothing known of the animal's history, there would be strong evidence of its having been affected with the disease. When a dog, then, is observed to gnaw and eat suchlike matters, though it exhibits no tendency to bite, it should be suspected. The mad dog does not usually foam at the mouth to any great extent at first. The mucus of the mouth is not much increased in quantity, but it soon becomes thicker, viscid, and glutinous, and adheres to the angles of the mouth, fauces and teeth. It is at this period that the thirst is most ardent, and the dog sometimes furiously attempts to detach the saliva with its paws; and if after a while it loses its balance in these attempts and tumbles over, there can no longer be any doubt as to the nature of the malady. There is another symptom connected with the mouth in that form of the disease named " dumb madness " which has frequently proved deceptive. The lower jaw drops in consequence of paralysis of its muscles, and the mouth remains open. The interior is dry from the air passing continually over it, and assumes a deep red tint, somewhat masked by patches of dust or earth, which more especially adhere to the upper surface of the tongue and to the lips. The strange alteration produced in the dog's physiognomy by its constantly open mouth and the dark colour of the interior is rendered still more characteristic by the dull, sad, or dead expression of the animal's eyes. In this condition the creature is not very dangerous, because generally it could not bite if it tried— indeed there does not appear to be much desire to bite in dumb madness; but the saliva is none the less virulent, and acci- dental inoculations with it, through imprudent handling, will prove as fatal as in the furious form. The mouth should not be touched, — numerous deaths having occurred through people thinking the dog had some foreign substance lodged in its throat, and thrusting their fingers down to remove it. The sensation of tightness which seems to exist at the throat causes the dog to act as if a bone were fixed between its teeth or towards the back of its mouth, and to employ its fore-paws as if to dislodge it. This is a very deceptive symptom, and may prove equally dangerous if caution be not ob- served. Vomiting of blood or a chocolate-coloured fluid is witnessed in some cases, and has been supposed to be due to the foreign sub- stances in the stomach, which abrade the lining membrane; this, however, is not correct, as it has been observed in man. The voice of the rabid dog is very peculiar, and so characteristic that to those acquainted with it nothing more is needed to prove the presence of the disease. Those who have heard it once or twice never forget its signification. Owing to the alterations taking place in the larynx the voice becomes hoarse, cracked and stridulous, like that of a child affected with croup — the " voixducoq," as the French have it. A preliminary bark is made in a somewhat elevated tone and with open mouth; this is immediately succeeded by five, six or eight decreasing howls, emitted when the animal is sitting or standing, and always with the nose elevated, which seem to come from the depths of the throat, the jaws not coming together and closing the mouth during such emission, as in the healthy bark. This alteration in the voice is frequently the first observable indica- tion of the malady, and should at once attract attention. In dumb madness the voice is frequently lost from the very commencement — hence the designation. The sensibility of the mad dog appears to be considerably diminished, and the animal appears to have lost the faculty of ex- pressing the sensations it experiences: it is mute under the infliction of pain, though there can be no doubt that it still has peripheral sensation to some extent. Burning, beating and wounding produce much less effect than in health, and the animal will even mutilate itself with its teeth. Suspicion, therefore, should always strongly attach to a dog which does not manifest a certain susceptibility to painful impressions and receives punishment without any cry or complaint. There is also reason for apprehension when a dog bites itself persistently in any part of its body. A rabid dog is usually stirred to fury at the sight of one of its own species; this test has been resorted to by Henrie Marie Bouley (1814-1885) to dissipate doubts as to the existence of the disease when the diagnosis is other- wise uncertain. As soon as the suspected animal, if it is really rabid, finds itself in the presence of another of its species it at once assumes the aggressive, and, if allowed, will bite furiously. All rabid animals indeed become excited, exasperated, and furious at the sight of a dog, and attack it with their natural weapons, even the timid sheep when rabid butts furiously at the enemy before which in health it would have fled in terror. This inversion of sentiment is sometimes i68 HYDROPHOBIA valuable in diagnosing the malady; it is so common that it may be said to be present in every case of rabies. When, therefore, a dog, contrary to its habits and natural inclination, becomes suddenly aggressive to other dogs, it is time to take precautions. In the large majority of instances the dog is inoffensive in the early period of the disease to those to whom it is familiar. It then flies from its home and either dies, is killed as " mad," or returns in a miserable plight, and in an advanced stage of the malady, when the desire to bite is irresistible. It is in the early stage that sequestra- tion and suppressive measures are most valuable. The dogs which propagate the disease are usually those that have escaped from their owners. After two or three days, frequently in about twelve hours, more serious and alarming symptoms appear, ferocious instincts are developed, and the desire to do injury is irrepressible. The animal has an indefinable expression of sombre melancholy and cruelty. The eyes have their pupils dilated, and emit flashes of light when they are not dull and heavy; they always appear so fierce as to produce terror in the beholder; they are red, and their sensibility to light is increased; and wrinkles, which sometimes appear on the forehead, add to the repulsive aspect of the animal. If caged it flies at the spectator, emitting its characteristic howl or bark, and seizing the iron bars with its teeth, and if a stick be thrust before it this is grasped and gnawed. This fury is soon succeeded by lassitude, when the animal remains insensible to every excitement. Then all at once it rouses up again, and another paroxysm of fury commences. The first paroxysm is usually the most intense, and the fits vary in duration from some hours to a day, and even longer; they are ordinarily briefer in trained and pet dogs than in those which are less domesticated, but in all the remission is so complete after the first paroxysm that the animals appear to be almost well, if not in perfect health. During the paroxysms respiration is hurried and laboured, but tranquil during the remissions. There is an increase of temperature, and the pulse is quick and hard. When the animal is kept in a dark place and not excited, the fits of fury are not observed. Sometimes it is agitated and restless in the manner already described. It never becomes really furious or aggressive unless excited by external objects — the most potent of these, as has been said, being another dog, which, however, if it be admitted to its cage, it may not at once attack. The attacked animal rarely retaliates, but usually responds to the bites by acute yells, which contrast strangely with the silent anger of the aggressor, and tries to hide its head with its paws or beneath the straw. These repeated paroxysms hurry the course of the disease. The secretion and flowing of a large quantity of saliva from the mouth are usually only witnessed in cases in which swallowing has become impossible, the mouth being generally dry. At times the tongue, nose and whole head appear swollen. Other dogs frequently shun one which is rabid, as if aware of their danger. The rabid dog, if lodged in a room or kept in a house, is continually endeavouring to escape; and when it makes its escape it goes freely forward, as if impelled by some irresistible force. It travels con- siderable distances in a short time, perhaps attacking every living creature it meets — preferring dogs, however, to other animals, ana these to mankind; cats, sheep, cattle and horses are particularly liable to be injured. It attacks in silence, and never utters a snarl or a cry of anger; should it chance to be hurt in return it emits no cry or howl of pain. The degree of ferocity appears to be related to natural disposition and training. Some dogs, for instance, will only snap or give a slight bite in passing, wnile others will bite furiously, tearing the objects presented to them, or which they meet in their way, and sometimes with such violence as to injure their mouth and break their teeth, or even their jaws. If chained, they will in some cases gnaw the chain until their teeth are worn away and the bones laid bare. The rabid dog does not continue its progress very long. Exhausted by fatigue and the paroxysms of madness excited in it by the objects it meets, as well as by hunger, thirst, and also, no doubt, by the malady, its limbs soon become feeble; the rate of travelling is lessened and the walk is unsteady, while its drooping tail, head inclined towards the ground, open mouth, and protruded tongue (of a leaden colour or covered with dust) give the distressed creature a very striking and characteristic physiognomy. In this condition, however, it is much less to be dreaded than in its early fits of fury, since it is no longer capable or desirous of altering its course or going out of its way to attack an animal or a man not immediately in the path. It is very probable that its fast-failing vision, deadened scent, and generally diminished perception prevent its being so readily impressed or excited by surrounding objects as it previously was. To each paroxysm, which is always of short duration, there succeeds a degree of ex- haustion as great as the fits have been violent and oft repeated. This compels the animal to stop; then it shelters itself in obscure places — frequently in ditches by the roadside — and lies there in a somnolescent state for perhaps hours. There is great danger, never- theless, in disturbing the dog at this period; for when roused from its torpor it has sometimes sufficient strength to inflict a bite. This period, which may be termed the second stage, is as variable in its duration as the first, but it rarely exceeds three or four days. The above-described phenomena gradually merge into those of the third or last period, when symptoms of paralysis appear, which are speedily followed by death. During the remission in the paroxysms these paralytic symptoms are more particularly manifested in the hind limbs, which appear as if unable to support the animal's weight, and cause it to stagger about; or the lower jaw becomes more or less drooping, leaving the parched mouth partially open. Emaciation rapidly sets in, and the paroxysms diminish in intensity, while the remissions become less marked. The physiognomy assumes a still more sinister and repulsive aspect; the hair is dull and erect; the flanks are retracted; the eyes lose their lustre and are buried in the orbits, the pupil being dilated, and the cornea dull and semi- opaque; very often, even at an early period, the eyes squint, and this adds still more to the terrifying appearance of the poor dog. The voice, if at all heard, is husky, tne breathing laborious, and the pulse hurried and irregular. Gradually the paralysis increases, and the posterior extremities are dragged as if the animal's back were broken, until at length it becomes general; it" is then the prelude to death. Or the dog remains lying in a state of stupor, and can only raise itself with difficulty on the fore-limbs when greatly excited. In this condition it may yet endeavour to bite at objects within its reach. At times convulsions of a tetanic character appear in certain muscles; at other times these are general. A comatose condition ensues, and the rabid dog, if permitted to die naturally, perishes, in the great majority of cases, from paralysis and asphyxia. In dumb madness there is paralysis of the lower jaw, which im- parts a curious and very characteristic physiognomy to the dog; the voice is also lost, and the animal can neither eat nor drink. In this condition the creature remains with its jaw pendent and the mouth consequently wide open, showing the flaccid or swollen tongue covered with brownish matter, and a stringy gelatinous- looking saliva lying between it and the lower lip and coating the fauces, which sometimes appear to be inflamed. Though the animal is unable to swallow fluids, the desire to drink is neverthe- less intense; for the creature will thrust its face into the vessel of water in futile attempts to obtain relief, even until the approach of death. Water may be poured down its throat without inducing a paroxysm. The general physiognomy and demeanour of the poor creature inspire the beholder with pity rather than fear. The symptoms due to cerebral excitement are less marked than in the furious form of the disease; the agitation is not so considerable, and the restlessness, tendency to run away, and desire to bite are nearly absent; generally the animal is quite passive. Not unfre- quently one or both eyes squint, and it is only when very much excitea that the dog may contrive to close its mouth. Sometimes there is swelling about the pharynx and the neck ; when the tongue shares in this complication it hangs out of the mouth. In certain cases there is a catarrhal condition of the membrane lining the nasal cavities, larynx, and bronchi; sometimes the animal testifies to the existence of abdominal pain, and the faeces are then soft or fluid. The other symptoms — such as the rapid exhaustion and emaciation, paralysis of the posterior limbs towards the termination of the disease, as well as the rapidity with which it runs its course — are the same as in the furious form. The simultaneous occurrence of furious and dumb madness has frequently been observed in packs of fox-hounds. Dumb madness differs, then, from the furious type in the paralysis of the lower jaw, which hinders the dog from biting, save in very exceptional circumstances; the ferocious instincts are also in abeyance; and there is no tendency to aggression. It has been calculated that from 15 to 20% of rabid dogs have this particular form of the disease. Puppies and young dogs chiefly have furious rabies. These are the symptoms of rabies in the dog; but it is not likely, nor is it necessary, that they will all be present in every case. In other species the symptoms differ more or less from those mani- fested by the dog, but they are generally marked by a change in the manner and habits of the creatures affected, with strong indica- tions of nervous disturbance, in the majority of species amounting to ferociousness and a desire to injure, timid creatures becoming bold and aggressive. In Human Beings. — The disease of hydrophobia has been known from early times, and is alluded to in the works of Aristotle, Xenophon, Plutarch, Virgil, Horace, Ovid and many others, as well as in those of the early writers on medicine. Celsus gives detailed instructions respecting the treatment of men who have been bitten by rabid dogs, and dwells on the dangers attending such wounds. After recommending suction of the bitten part by means of a dry cupping glass, and thereafter the application of the actual cautery or of strong caustics, and the employment of baths and various internal remedies, he says: " Idque cum ita per triduum factum est, tutus esse homo a periculo videtur. Solet autem ex eo vulnere, ubi parum occursum est, aquae timor nasci, v5poofila.v Graeci appellant. Miserrimum genus morbi; in quo simul aeger et siti et aquae metu cruciatur; quo oppressis in angusto spes est." Subsequently Galen de- scribed minutely the phenomena of hydrophobia, and recom- mended the excision of the wounded part as a protection against HYDROPHOBIA 169 the disease. Throughout many succeeding centuries little or nothing was added to the facts which the early physicians had made known upon the subject. The malady was regarded with universal horror and dread, and the unfortunate sufferers were generally abandoned by all around them and left to their terrible fate. In later times the investigations of Boerhaave, Gerard van Swieten (1700-1772), John Hunter, Francois Magendie (1783-1855), Gilbert Breschet (1784-1845), Virchow, Albert Reder, as also of William Youatt (1776-1847), George Fleming, Meynell, Karl Hertwig (1798-1881), and others, have fur- nished important information; but all these were put into the shade by the researches of Pasteur. The disease is communicated by the secretions of the mouth of the affected animal entering a wound or abrasion of the human skin or mucous membrane. In the great majority of cases (90%) this is due to the bite of a rabid dog, but bites of rabid cats, wolves, foxes, jackals, &c., are occasionally the means of conveying the disease. Numerous popular fallacies still prevail on the subject of hydrophobia. Thus it is supposed that the bite of an angry dog may produce the disease, and all the more if the animal should subsequently develop symptoms of rabies. The ground for this erroneous notion is the fact, which is unquestion- able, that animals in whom rabies is in the stage of incubation, during which there are few if any symptoms, may by their bites convey the disease, though fortunately during this early stage they are little disposed to bite. The bite of a non-rabid animal, however enraged, cannot give rise to hydrophobia. The period of incubation of the disease, or that time which elapses between the introduction of the virus and the develop- ment of the symptoms, appears to vary in a remarkable degree, being in some cases as short as a fortnight, and in others as long as several months or even years. On an average it seems to be from about six weeks to three months, but it mainly depends on the part bitten; bites on the head are the most dangerous. The incubation period is also said to be shorter in children. The rare instances of the appearance of hydrophobia many years after the introduction of the poison are always more or less open to question as to subsequent inoculation. When the disease is about to declare itself it not unfrequently happens that the wound, which had quickly and entirely healed after the bite, begins to exhibit evidence of irritation or in- flammatory action, or at least to be the seat of morbid sensations such as numbness, tingling or itching. The symptoms character- izing the premonitory stage are great mental depression and disquietude, together with restlessness and a kind of indefinite fear. There is an unusual tendency to talk, and the articulation is abrupt and rapid. Although in some instances the patients will not acknowledge that they have been previously bitten, and deny it with great obstinacy, yet generally they are well aware of the nature of their malady, and speak despairingly of its consequences. There is in this early stage a certain amount of constitutional disturbance showing itself by feverishness, loss of appetite, sleeplessness, headache, great nervous excitability, respiration of a peculiar sighing or sobbing character, and even occasionally a noticeable aversion to liquids. These symptoms — constituting what is termed the melancholic stage — continue in general for one or two days, when they are succeeded by the stage of excitement in which all the characteristic phenomena of the malady are fully developed. Sometimes the disease first shows itself in this stage, without antecedent symptoms. The agitation of the sufferer now becomes greatly increased, and the countenance exhibits anxiety and terror. There is noticed a marked embarrassment of the breathing, but the most striking and terrible features of this stage are the effects pro- duced by attempts to swallow fluids. The patient suffers from thirst and desires eagerly to drink, but on making the effort is seized with a most violent suffocative paroxysm produced by spasm of the muscles of swallowing and breathing, which con- tinues for several seconds, and is succeeded by a feeling of intense alarm and distress. With great caution and determina- tion the attempt is renewed, but only to be followed with a repetition of the seizure, until the unhappy sufferer ceases from sheer dread to try to quench the thirst which torments him. Indeed the very thought of doing so suffices to bring on a choking paroxysm, as does also the sound of the running of water. The patient is extremely sensitive to any kind of external impression; a bright light, a loud noise, a breath of cool air, contact with any one, are all apt to bring on one of these seizures. But besides these suffocative attacks there also occur general con- vulsions affecting the whole muscular system of the body, and occasionally a condition of tetanic spasm. These various paroxysms increase in frequency and severity with the advance of the disease, but alternate with intervals of comparative quiet, in which, however, there is intense anxiety and more or less constant difficulty of breathing, accompanied with a peculiar sonorous expiration, which has suggested the notion that the patient barks like a dog. In many instances there is great mental disturbance, with fits of maniacal excitement, in which he strikes at every one about him, and accuses them of being the cause of his sufferings— these attacks being succeeded by calm intervals in which he expresses great regret for his violent behaviour. During all this stage of the disease the patient is tormented with a viscid secretion accumulating in his mouth, which from dread of swallowing he is constantly spitting about him. There may also be noticed snapping movements of the jaws as if he were attempting to bite, but these are in reality a manifestation of the spasmodic action which affects the muscles generally. There is no great amount of fever, but there is constipation, diminished flow of urine, and often sexual excitement. After two or three days of suffering of the most terrible description the patient succumbs, death taking place either in a paroxysm of choking, or on the other hand in a tranquil manner from exhaustion, all the symptoms having abated, and the power of swallowing returned before the end. The duration of the disease from the first declaration of the symptoms is generally from three to five days. Apart from the inoculation method (see below) , the treatment of most avail is that which is directed towards preventing the absorption of the poison into the system. This may be accom- plished by excision of the part involved in the bite of the rabid animal, or, where this from its locality is impracticable, in the application to the wound of some chemical agent which will destroy the activity of the virus, such as potassa fusa, lunar caustic (nitrate of silver), or the actual cautery in the form of a red-hot wire. The part should be thoroughly acted on by these agents, no matter what amount of temporary suffering this may occasion. Such applications should be resorted to immediately after the bite has been inflicted, or as soon thereafter as possible. Further, even though many hours or days should elapse, these local remedies should still be applied ; for if, as appears probable, some at least of the virus remains for long at the injured part, the removal or effectual destruction of this may prevent the dread consequences of its absorption. Every effort should be made to tranquillize and reassure the patient. Two special points of interest have arisen in recent years in connexion with this disease. One is the Pasteur treatment by inoculation with rabic virus (see also PARASITIC DISEASES), and the other was the attempt of the government to exterminate rabies in the British Isles by muzzling dogs. The Pasteur treatment was first applied to human beings in 1885 after prolonged investigation and experimental trial on animals. It is based on the fact that a virus, capable of giving rabies by inoculation, can be extracted from the tissues of a rabid animal and then intensified or attenuated at pleasure. It appears that the strength oi the rabic virus, as determined by inoculation, is constant in the same species of animal, but is modified by passing through another species. For instance, the natural virus of dogs is always of the same strength, but when inoculated.into monkeys it becomes weakened, and the process of attenuation can be carried on by passing the virus through a succession of monkeys, until it loses the power of causing death. If this weakened virus is then passed back through guinea-pigs, dogs or rabbits, it regains xiv. 6 a 170 HYDROPHOBIA its former strength. Again, if it be passed through a succession of dogs it becomes intensified up to a maximum of strength which is called the virus fixe. Pasteur further discovered that the strength can be modified by temperature and by keeping the dried tissues of a rabid animal containing the virus. Thus, if the spinal cord of a rabid dog be preserved in a dry state, the virus loses strength day by day. The system of treatment consists in making an emulsion of the cord and graduating the strength of the dose by using a succession of cords, which have been kept for a progressively diminishing length of time. Those which have been kept for fourteen days are used as a starting- point, yielding virus.of a minimum strength. They are followed by preparations of diminishing age and increasing strength, day by day, up to the maximum, which is three days old. These are successively injected into the circulatory system. The principle is the artificial acquisition by the patient of resistance to the rabic virus, which is presumed to be already in the system but has not yet become active, by accustoming him gradually to its toxic effect, beginning with a weak form and progressively increasing the dose. It is not exactly treatment of the disease, because it is useless or nearly so when the disease has commenced, nor is it exactly preventive, for the patient has already been bitten. It must be regarded as a kind of anticipatory cure. The cords are cut into sections and preserved dry in sterilized flasks plugged with cotton-wool. Another method of preparing the inoculatory virus, which has been devised by Guido Tizzoni and Eugenic Centanni, consists in subjecting the virus fixe to peptic digestion by diluted gastric juice for varying periods of time. The first patient was treated by Pasteur's system in July 1885. He was successively inoculated with emulsions made from cords that had been kept fourteen and ten days, then eleven and eight days, then eight, seven, six days, and so on. Two forms of treatment are now used — (i) the "simple," in which the course from weak to strong virus is extended over nine days; (2) the " intensive," in which the maximum is reached in seven days. The latter is used in cases of very bad bites and those of some standing, in which it is desirable to lose no time. Two days are compressed into one at the commencement by making injections morning and evening instead of once a day, so that the fifth-day cord is reached in four days instead of six, as in the " simple " treatment. When the maximum — the third-day cord — is reached the injections are continued with fifth-, fourth-, and third-day cords. The whole course is fifteen days in the simple treatment and twenty-one in the intensive. The doses injected range from i to 3 cubic centimetres. Injections are made alternately into the right and left flanks. The following table shows the number treated from 1886 to 1905, with the mortality. Year. Patients Treated. Deaths. Mortality per cent. 1886 2671 25 •94 1887 1770 '4 •79 1888 1622 9 •55 1889 1830 7 1890 1540 5 •32 1891 1559 4 •25 1892 1790 4 •22 1893 1648 6 •36 1894 1387 7 'SO 1895 1520 5 '33 1896 1308 4 •30 1897 1521 6 '39 1898 1465 3 •20 1899 1614 4 •25 1900 1419 10 •7O 1901 1318 5 •37 1902 1105 2 •18 1903 630 4 •65 1904 757 5 •66 1905 727 4 •54 These figures do not include cases which develop hydrophobia during treatment or within fifteen days after treatment is com- pleted, for it is held that persons who die within that period have their nervous centres invaded by virus before the cure has time to act. The true mortality should therefore be considerably higher. For instance, in 1898 three deaths came within this category, which just doubles the mortality; and in 1899 the additional deaths were six, bringing the mortality up to two-and- a-half times that indicated in the table. When, however, the additional deaths are included the results remain sufficiently striking, if two assumptions are granted — (i) that all the persons treated have been bitten by rabid animals; (2) that a large proportion of persons so bitten usually have hydrophobia. Unfortunately, both these assumptions lack proof, and therefore the evidence of the efficacy of the treatment cannot be said to satisfy a strictly scientific standard. With regard to the first point, the patients are divided into three categories — (i) those bitten by an animal the rabidity of which is proved by the development of rabies in other animals bitten by it or inoculated from its spinal cord; (2) those bitten by an animal pronounced rabid on a veterinary examination; (3) those bitten by an animal suspected of being rabid. The number of patients in each category in 1898 was (i) 141, (2) 855, (3) 469; and in 1899 it was (i) 152, (2) 1099, (3) 363. As might be expected, the vast majority came under the second and third heads, in which the evidence of rabidity is doubtful or altogether lacking. With regard to the second point, the proportion of persons bitten by rabid animals who ordinarily develop hydrophobia has only been " estimated " from very inadequate data. Otto Bollinger from a series of collected statistics states that before the introduction of the Pasteur treatment, of patients bitten by dogs undoubtedly rabid 47% died, the rate being 33% in those whose wounds had been cauterized and 83% when there had been no local treatment. If the number of rabid dogs be compared with the deaths from hydrophobia in any year or series of years, it can hardly be very high. For instance, in 1893, 668 dogs, besides other animals, were killed and certified to be rabid in England, and the deaths from hydrophobia were twenty. Of course this proves nothing, as the number of persons bitten is not known, but the difference between the amount of rabies and of hydrophobia is suggestively great in view of the marked propensity of rabid dogs to bite, nor is it accounted for by the fact that some of the persons bitten were treated at the Institut Pasteur. A comparison of the annual mortality from hydrophobia in France before and after the intro- duction of the treatment would afford decisive evidence as to its efficacy; but unfortunately no such comparison can be made for lack of vital statistics in that country. The experience of the Paris hospitals, however, points to a decided diminution of mortality. On the whole it must be said, in the absence of further data, that the Pasteur treatment certainly diminishes the danger of hydrophobia from the bites of rabid animals. More recently treatment with an anti-rabic serum has been suggested (see PARASITIC DISEASES). Victor Babes and Lepp and later Guido Tizzoni and Eugenio Centanni have worked out a method of serum treatment curative and protective. In this method not the rabic poison itself, as in the Pasteur treatment, but the protective substance formed is injected into the tissues. The serum of a vaccinated animal is capable of neutralizing the power of the virus of rabies not only when mixed with the virus before injection but even when injected simultaneously or within twenty-four hours after the introduction of the virus. These authors showed that the serum of a rabbit protects a rabbit better than does the serum of a dog, and vice versa. At the end of twenty days' injections they found they could obtain such a large quantity of anti-rabic substance in the serum of an animal, that even i part of serum to 25,000 of the body weight would protect an animal. This process differs from that of Pasteur in so far as that in place of promoting the formation of the antidote within the body of the patient, by a process of vaccina- tion with progressively stronger and stronger virus, this part of the process is carried on in an animal, Babes using the dog and Centanni the sheep, the blood serum of which is injected. This method of vaccination is useful as a protective to those in charge of kennels. HYDROSPHERE— HYDROZOA 171 The attempt to stamp out rabies in Great Britain was an experiment undertaken by the government in the public interest. The principal means adopted were the muzzling of Muzzling (jogg m mfected areas, and prolonged quarantine for imported animals. The efficacy of dog-muzzling in checking the spread of rabies and diminishing its prevalence has been repeatedly proved in various countries. Liable as other animals may be to the disease, in England at least the dog is pre-eminently the vehicle of contagion and the great source of danger to human beings. There is a difference of opinion on the way in which muzzling acts, though there can be none as to the effect it produces in reducing rabies. Probably it acts rather by securing the destruction of ownerless and stray — which generally includes rabid — dogs than by preventing biting; for though it may prevent snapping, even the wire-cage muzzle does not prevent furious dogs from biting, and it is healthy, not rabid, dogs that wear the muzzle. It has therefore been suggested that a collar would have the same effect, if all collarless dogs were seized; but the evidence goes to show that it has not, perhaps because rabid dogs are more likely to stray from home with their collars, which are constantly worn, than with muzzles which are not, and so escape seizure. Moreover, it is much easier for the police to see whether a dog is wearing a muzzle or not than it is to make sure about the collar. However this may be, the muzzle has proved more efficacious, but it was not applied systematically in England until a late date. Sometimes the regulations were in the hands of the government, and sometimes they were left to local authorities; in either case they were allowed to lapse as soon as rabies had died down. In April 1897 the Board of Agriculture entered on a systematic attempt to exterminate rabies by the means indicated. The plan was to enforce muzzling over large areas in which the disease existed, and to maintain it for six months after the occurrence of the last case. In spite of much opposition and criticism, this was resolutely carried out under Mr Walter Long, the responsible minister, and met with great success. By the spring of 1899 — that is, in two years — the disease had disappeared in Great Britain, except for one area in Wales; and, with this exception, muzzling was everywhere relaxed in October 1899. It was taken off in Wales also in the following May, no case having occurred since November 1899. Rabies was then pronounced extinct. During the summer of 1900, however, it reappeared in Wales, and several counties were again placed under the order. The year 1901 was the third in succession in which no death from hydro- phobia was registered in the United Kingdom. In the ten years preceding 1899, 104 deaths were registered, the death-rate reaching 30 in 1889 and averaging 29 annually. In 1902 two deaths from hydrophobia were registered. From that date to June 1909 (the latest available for the purpose of this article) no death from hydrophobia was notified in the United Kingdom. See Annales de llnstitut Pasteur, from 1886; Journal of the Board of Agriculture, 1899; Makins, " Hydrophobia," in Treves's System of Surgery; Woodhead, " Rabies, ' in Allbutt's System of Medicine. HYDROSPHERE (Gr. vSup, water, and o-^aipo, sphere), in physical geography, a name given to the whole mass of the water of the oceans, which fills the depressions in the earth's crust, and covers nearly three-quarters of its surface. The name is used in distinction from the atmosphere, the earth's envelope of air, the lithosphere (Gr. AWos, rock) or solid crust of the earth, and the centrosphere or interior mass within the crust. To these " spheres " some writers add, by figurative usage, the terms "biosphere," or life-sphere, to cover all living things, both animals and plants, and " psychosphere," or mind-sphere, covering all the products of human intelligence. HYDROSTATICS (Gr. vowp, water, and the root ), and St Paul "psalms and hymns and spiritual songs " (^aX/iots Kal Vfivois KCU tjiScus irvevno.TiKo.ls) St Paul also, in the I4th chapter of the first epistle to the Corin- hians, speaks of singing (\f/a>£>) and of every man's psalm e/caoroj i>n£iv ^aX/j6y «x«0, in a context which plainly has refer- nce to the assemblies of the Corinthian Christians for common vorship. All the words thus used were applied by the LXX. o the Davidical psalms; it is therefore possible that these only may be intended, in the different places to which we have eferred. But there are in St Paul's epistles several passages Eph. v. 14; i Tim. iii. 16; i Tim. vi. 15, 16; 2 Tim. ii. 11,12) vhich have so much of the form and character of later Oriental ymnody as to have been supposed by Michaelis and others to te extracts from original hymns of the Apostolic age. Two of hem are apparently introduced as quotations, though not ound elsewhere in the Scriptures. A third has not only rhythm, ut rhyme. The thanksgiving prayer of the assembled disciples, ecorded in Acts iv., is both in substance and in manner poetical; 182 HYMNS and in the canticles, " Magnificat," " Benedictus," &c., which manifestly followed the form and style of Hebrew poetry, hymns or songs, proper for liturgical use, have always been recognized by the church. 3. Eastern Church Hymnody. — The hymn of our Lord, the precepts of the apostles, the angelic song at the nativity, and " Benedicite omnia opera " are referred to in a curious metrical prologue to the hymnary of the Mozarabic Breviary as preced- ents for the practice of the Western Church. In this respect, however, the Western Church followed the Eastern, in which hymnody prevailed from the earliest times. Philo describes the Theraputae (q.v.) of the neighbourhood of Alexandria as composers of original hymns, which (as well as old) were sung at their great reh'gious festivals — the peutae. people listening in silence till they came to the closing strains, or refrains, at the end of a hymn or stanza (the " acroteleutia " and " ephymnia "), in which all, women as well as men, heartily joined. These songs, he says, were in various metres (for which he uses a number of technical terms) ; some were choral, some not; and they were divided into variously constructed strophes or stanzas. Eusebius, who thought that the Theraputae were communities of Christians, says that the Christian practice of his own day was in exact accordance with this description. The practice, not only of singing hymns, but of singing them antiphonally, appears, from the well-known letter of Pliny to Trajan, to have been established in the Bithynian Anii' churches at the beginning of the 2nd century. They Ringing were accustomed " stato die ante lucem convenire, carmenque Christo, quasi Deo, dicere secum invicem." This agrees well, in point of time, with the tradition recorded by the historian Socrates, that Ignatius (who suffered martyr- dom about A.D. 107) was led by a vision or dream of angels singing hymns in that manner to the Holy Trinity to introduce antiphonal singing into the church of Antioch, from which it quickly spread to other churches. There seems to be an allusion to choral singing in the epistle of Ignatius himself to the Romans, where he exhorts them," xopbsyev6ij.ei>oi " (" having formed them- selves into a choir "), to " sing praise to the Father in Christ Jesus." A statement of Theodoret has sometimes been supposed to refer the origin of antiphonal singing to a much later date; but this seems to relate only to the singing of Old Testament Psalms (rriv AauiSui?!' pt\i?5ia.v) , the alternate chanting of which, by a choir divided into two parts, was (according to that statement) first introduced into the church of Antioch by two monks famous in the history of their time, Flavianus and Dio- dorus, under the emperor Constantius II. Other evidence of the use of hymns in the 2nd century is contained in a fragment of Caius, preserved by Eusebius, which refers to " all the psalms and odes written by faithful brethren from the beginning," as " hymning Christ, the Word of God, as God." Tertullian also, in his descrip- tion of the " Agapae," or love-feasts, of his day, says that, after washing hands and bringing in lights, each man was invited to come forward and sing to God's praise something either taken from the Scriptures or of his own composition (" ut quisque de Sacris Scripturis vel proprio ingenio potest "). George Bull, bishop of St David's, believed one of those primitive compositions to be the hymn appended by Clement of Alexandria to his Paedagogus; and Archbishop Ussher considered the ancient morning and evening hymns, of which the use was enjoined by the Apostolical Constitutions, and which are also mentioned in the " Tract on Virginity " printed with the works of St Athan- asius, and in St Basil's treatise upon the Holy Spirit, to belong to the same family. Clement's hymn, in a short anapaestic metre, beginning arofjuav ircoXcov adauv (or, according to some editions, 0a8ev irap6fvoi. (" The Bridegroom cometh "), by Methodius. There continued to be Greek metrical hymn-writers, in a similar style, till a much later date. Sophronius, patriarch of Jerusalem HYMNS 183 ' in the 7th century, wrote seven Anacreontic hymns; and St John Damascene, one of the most copious of the second school of " Melodists," was also the author of some long compositions in trimeter iambics. An important development of hymnody at Constantinople arose out of the Arian controversy. Early in the 4th century Period Athanasius had rebuked, not only the doctrine of Arius, ofAriaa but the light character of certain hymns by which he contra- endeavoured to make that doctrine popular. When, towards the close of that century (398), St John Chrysostom was raised to the metropolitan see, the Arians, who were still numerous at Constantinople, had no places of worship within the walls; but they were in the habit of coming into the city at sunset on Saturdays, Sundays and the' greater festivals, and congregating in the porticoes and other places of public resort, where they sung, all night through, antiphonal songs, with " acroteleutia " (closing strains, or refrains), ex- pressive of Arian doctrine, often accompanied by taunts and insults to the orthodox. Chrysostom was apprehensive that this music might draw some of the simpler church people to the Arian side; he therefore organized, in opposition to it, under the patronage and at the cost of Eudoxia, the empress of Arcadius (then his friend), a system of nightly processional hymn-singing, with silver crosses, wax-lights and other circumstances of ceremonial pomp. Riots followed, with bloodshed on both sides, and with some personal injury to the empress's chief eunuch, who seems to have officiated as conductor or director of the church musicians. This led to the suppression, by an imperial edict, of all public Arian singing; while in the church the practice of nocturnal hymn-singing on certain solemn occasions, thus first introduced, remained an established institution. It is not improbable that some rudiments of the peculiar system of hymnody which now prevails throughout the Greek communion, and whose affinities are rather to the Hebrew and Syriac than to the classical forms, may y. nave existed in the church of Constantinople, even at that time. Anatolius, patriarch of Constantinople in the middle of the sth century, was the precursor of that system; but the reputation of being its proper founder belongs to Romanos, of whom little more is known than that he wrote hymns still extant, and lived towards the end of that century. The importance of that system in the services of the Greek church may be understood from the fact that Dr J. M. Neale computed four-fifths of the whole space (about 5000 pages) contained in the different service-books of that church to be occupied by hymnody, all in a language or dialect which has ceased to be anywhere spoken. The system has a peculiar technical terminology, in which the words " troparion," " ode," " canon " and " hirmus " (elp^os) chiefly require explanation. The troparion is the unit of the system, being a strophe or stanza, seen, when analysed, to be divisible into verses or clauses, with regulated caesuras, but printed in the books as a single prose sentence, without marking any divisions. The following (turned into English, from a " canon ' by John Mauropus) may be taken as an example: " The never-sleeping Guardian, | the patron of my soul, | the guide of my life, | allotted me by God, | I hymn thee, Divine Angel | of Almighty God." Dr Neale and most other writers regard all these " tropana " as rhythmical or modulated prose. Cardinal J. B. Pitra, on the other hand, who in 1867 and 1876 published two learned works on this subject, maintains that they are really metrical, and governed by definite rules of prosody, of which he lays down sixteen. According to him, each " troparion " contains from three to thirty-three verses; each verse varies from two to thirteen syllables, often in a continuous series, uniform, alternate or recip- rocal, the metre being always syllabic, and depending, not on the quantity of vowels or the position of consonants, but on an harmonic series of accents. In various parts of the services solitary troparia are sung, under various names, " contacion," " oecos," " cathisma," &c., which mark distinctions either in their character or in their use. An ode is a song or hymn compounded of several similar "troparia," — usually three, four or five. To these is always prefixed a typical or standard " troparion," called the hirmus, by which the syllabic measure, the periodic series of accents, and in fact the whole structure and rhythm of the stanzas which follow it are regulated. Each succeeding " troparion " in the same " ode " contains the same number of verses, and of syllables in each verse, and similar accents on the same or equivalent syllables. The " hirmus " may either form the first stanza of the " ode " itself, or (as is more frequently the case) may be taken from some other piece; and, when so taken, it is often indicated by initial words only, without being printed at length. It is generally printed within commas, after the proper rubric of the " ode." A hymn in irregular " stichera " or stanzas, without a " hirmus," is called " idiomelon." A system of three or four odes is " triodion " or " tetraodion." A canon is a system of eight (theoretically nine) connected odes, the second being always suppressed. Various pauses, relieved by the interposition of other short chants or readings, occur during the singing of a whole " canon." The final " troparion " in each ode of the series is not unfrequently detached in sense (like the " ephymnia " of Ephraem Syrus), particularly when it is in the (very common) form of a " theotokion," or ascription of praise to the mother of our Lord, and when it is a recurring refrain or burden. There were two principal periods of Greek hymnography constructed on these principles — the first that of Romanos and his followers, extending over the 6th and 7th centuries, the second that of the schools which arose during the Iconoclastic controversy in the Sth century, and which continued for some centuries afterwards, until the art itself died out. The works of the writers of the former period were collected in Tropologia, or church hymn-books, which were held in high esteem till the loth century, when they ceased to be regarded as church-books, and so fell into neglect. They are now preserved only in a very small number of manuscripts. From three of these, belonging to public libraries at Moscow, Turin and Rome, Cardinal Pitra has printed, in his Analecta, a number of interesting examples, the existence of which appears to have been unknown to Dr Neale, and which, in the cardinal's estimation, are in many respects superior to the " canons," &c., of the modern Greek service-books, from which all Neale's translations (except some from Anatolius) are taken. Cardinal Pitra's selections include twenty-nine works by Romanos, and some by Sergius, and nine other known, as well as some unknown, authors. He describes them as having generally a more dramatic character than the " melodies " of the later period, and a much more animated style; and he supposes that they may have been originally sung with dramatic accompaniments, by way of substitution for the theatrical performances of Pagan times. As an instance of their peculiar character, he mentions a Christmas or Epiphany hymn by Romanos, in twenty-five long strophes, in which there is, first, an account of the Nativity and its accompanying wonders, and then a dialogue between the wise men, the Virgin mother and Joseph. The magi arrive, are admitted, describe the moral and religious condition of Persia and the East, and the cause and adventures of their journey, and then offer their gifts. The Virgin intercedes for them with her Son, instructs them in some parts of Jewish history, and ends with a prayer for the salvation of the world. The controversies and persecutions of the Sth and succeeding centuries turned the thoughts of the " melodists " of the great monasteries of the Studium at Constantinople and Melodlsts St Saba in Palestine and their followers, and those of the adherents of the Greek rite in Sicily and South Italy (who suffered much from the Saracens and the Normans), into a less picturesque but more strictly theological course; and the influence of those controversies, in which the final success of the cause of " Icons " was largely due to the hymns, as well as to the courage and sufferings, of these confessors, was probably the cause of their supplanting, as they did, the works of the older school. Cardinal Pitra gives them the praise of having discovered a graver and more solemn style of chant, and of having done much to fix the dogmatic theology of their church upon its present lines of near approach to the Roman. Among the " melodists " of this latter Greek school there were many saints of the Greek church, several patriarchs and two emperors — Leo the Philosopher, and Constantine Porphyrogenitus, his son. Their greatest poets were Theodore and Joseph of the Studium, and Cosmas and John (called Damascene) of St Saba. Neale translated into English verse several selected portions, or centoes, from the works of these and others, together with four selections from earlier works by 1 84 HYMNS Anatolius. Some of his translations — particularly " The day is past and over," from Anatolius, and " Christian, dost thou see them," from Andrew of Crete — have been adopted into hymn- books used in many English churches; and the hymn " Art thou weary," which is rather founded upon than translated from one by Stephen the Sabaite, has obtained still more general popularity. 4. Western Church Hymnody. — It was not till the 4th century that Greek hymnody was imitated in the West, where its intro- duction was due to two great lights of the Latin Church — St Hilary of Poitiers and St Ambrose of Milan. Hilary was banished from his see of Poitiers in 356, and was absent from it for about four years, which he spent in Asia Minor, taking part during that time in one of the councils of the Eastern Church. He thus had full opportunity of becoming acquainted with the Greek church music of that day; and he wrote (as St Jerome, who was thirty years old when Hilary died, and who was well acquainted with his acts and writings, and spent some time in or near his diocese, informs us) a " book of hymns," to one of which Jerome particularly refers, in the preface to the second book of his own commentary on the epistle to the Galatians. Isidore, archbishop of Seville, who presided over the fourth council of Toledo, in his book on the offices of the church, speaks of Hilary as the first Latin hymn- writer; that council itself, in its I3th canon, and the prologue to the Mozarabic hymnary (which is little more than a versification of the canon), associate his name, in this respect, with that of Ambrose. A tradition, ancient and widely spread, ascribed Lto him the authorship of the remarkable " Hymnum dicat turba fratrum, hymnum cantus personet " (" Band of brethren, raise the hymn, let your song the hymn resound "), which is a succinct narrative, in hymnal form, of the whole gospel history; and is perhaps the earliest example of a strictly didactic hymn. Both Bede and Hincmar much admired this composition, though the former does not mention, in connexion with it, the name of Hilary. The private use of hymns of such a character by Christians in the West may probably have preceded their ecclesiastical use; for Jerome says that in his day those who went into the fields might hear " the ploughman at his hallelujahs, the mower at his hymns, and the vine-dresser singing David's psalms." Besides this, seven shorter metrical hymns attributed to Hilary are still extant. Of the part taken by Ambrose, not long after Hilary's death, in bringing the use of hymns into the church of Milan, we have a contemporary account from his convert, St Augustine. Justina, mother of the emperor Valentinian, favoured the Arians, and desired to remove Ambrose from his see. The " devout people," of whom Augustine's mother, Monica, was one, combined to protect him, and kept guard in the church. " Then," says Augustine, " it was first appointed that, after the manner of the Eastern churches, hymns and psalms should be sung, lest the people should grow weary and faint through sorrow; which custom has ever since been retained, and has been followed by almost all congregations in other parts of the world." He describes himself as moved to tears by the sweetness of these " hymns and canticles ": — " The voices flowed into my ears; the truth distilled into my heart; I overflowed with devout affections, and was happy." To this time, according to an uncertain but not improbable tradition which ascribed the composition of the " Te Deum " to Ambrose, and connected it with the conversion of Augustine, is to be referred the com- mencement of the use in the church of that sublime unmetrical hymn. It is not, however, to be assumed that the hymnody thus introduced by Ambrose was from the first used according to the precise order and method of the later Western ritual. To bring it into (substantially) that order and method appears to have been the work of St Benedict. Walafrid Strabo, the earliest ecclesi- astical writer on this subject (who lived at the beginning of the 9th century), says that Benedict, on the constitution of the religious order known by his name (about 530), appointed the Ambrosian hymns to be regularly sung in his offices for the canonical hours. Hence probably originated the practice of the Italian churches, and of others which followed their example, to sing certain hymns (Ambrosian, or by the early successors of the Ambrosian school) daily throughout the week, at " Vespers," " Lauds " and " Nocturns," and on some days at " Compline " also — varying them with the different ecclesiastical seasons and festivals, commemorations of saints and martyrs and other special offices. Different dioceses and religious houses had their own peculiarities of ritual, including such hymns as were approved by their several bishops or ecclesiastical superiors, varying in detail, but all following the same general method. The national rituals, which were first reduced into a form substantially like that which has since prevailed, were probably those of Lom- bardy and of Spain, now known as the " Ambrosian " and the " Mozarabic." The age and origin of the Spanish ritual are uncertain, but it is mentioned in the yth century by Isidore, bishop of Seville. It contained a copious hymnary, the original form of which may be regarded as canonically approved by the fourth council of Toledo (633). By the i3th canon of that council, an opinion (which even then found advocates) against the use in churches of any hymns not taken from the Scriptures — apparently the same opinion which had been held by Paul of Samosata — was censured; and it was ordered that such hymns should be used in the Spanish as well as in the Gallican churches, the penalty of excommunication being denounced against all who might presume to reject them. The hymns of which the use was thus established and authorized were those which entered into the daily and other offices of the church, afterwards collected in the " Breviaries "; in which the hymns "proper" for "the week," and for "the season," continued for many centuries, with very few exceptions, to be derived from the earliest epoch of Latin Church poetry — reckoning that epoch as extending from Hilary and Ambrose to the end of the pontificate of Gregory the Great. The " Ambrosian " music, to which those hymns were generally sung down to the time of Gregory, was more popular and con- gregational than the " Gregorian," which then came into use, and afterwards prevailed. In the service of the mass it was not the general practice, before the invention of sequences in the pth century, to sing any hymns, except some from the Scriptures esteemed canonical, such as the " Song of the Three Children " (" Benedicite omnia opera "). But to this rule there were, according to Walafrid Strabo, some occasional exceptions; particularly in the case of Paulinus, patriarch of Aquileia under Charlemagne, himself a hymn-writer, who frequently used hymns, composed by himself or others, in the eucharistic office, especially in private masses. Some of the hymns called " Ambrosian " (nearly 100 in number) are beyond all question by Ambrose himself, and the rest probably belong to his time or to the following century. Four, those beginning " Aeterne rerum conditor " (" Dread Framer of the earth and sky "), " Deus Creator omnium " (" Maker of all things, glorious God "), " Veni Redemptor Gentium " (" Redeemer of the nations, come ") and " Jam surgit hora tertia " (" Christ at this hour was crucified "), are quoted as works of Ambrose by Augustine. These, and others by the hand of the same master, have the qualities most valuable in hymns intended for congregational use. They are short and complete in themselves; easy, and at the same time elevated in their expression and rhythm; terse and masculine in thought and language; and (though sometimes criticized as deficient in theological precision) simple, pure and not technical in their rendering of the great facts and doctrines of Christianity, which they present in an objective and not a subjective manner. They have exercised a powerful influence, direct or indirect, upon many of the best works of the same kind in all succeeding generations. With the Ambrosian hymns are properly classed those of Hilary, and the contemporary works of Pope Damasus I. (who wrote two hymns in commemoration of saints), and of Prudentius, from whose Calhemerina (" Daily Devotions ") and Perislephana (" Crown-songs for Martyrs "), all poems of considerable, some of great length — about twenty-eight hymns, HYMNS 185 found in various Breviaries, were derived. Prudentius was a layman, a native of Saragossa, and it was in the Spanish ritual that his hymns were most largely used. In the Mozarabic Breviary almost the whole of one of his finest poems (from which most churches took one part only, beginning " Corde natus ex parentis ") was appointed to be sung between Easter and Ascension-Day, being divided into eight or nine hymns; and on some of the commemorations of Spanish saints long poems from his Peristephana were recited or sung at large. He is entitled to a high rank among Christian poets, many of the hymns taken from his works being full of fervour and sweetness, and by no means deficient in dignity or strength. These writers were followed in the 5th and early in the 6th century by the priest Sedulius, whose reputation perhaps exceeded his merit; Elpis, a noble Roman lady «'A attd (considered, by an erroneous tradition, to have been centuries. tne wiffi °f the philosophic statesman Boetius); Pope Gelasius I.; and Ennodius, bishop of Pavia. Sedulius and Elpis wrote very little from which hymns could be extracted; but the small number taken from their compositions obtained wide popularity, and have since held their ground. Gelasius was of no great account as a hymn-writer; and the works of Ennodius appear to have been known only in Italy and Spain. The latter part of the 6th century produced Pope Gregory the Great and Venantius Fortunatus, an Italian poet, the friend of Gregory, and the favourite of Radegunda, queen of the Franks, who died (609) bishop of Poitiers. Eleven hymns of Gregory, and twelve or thirteen (mostly taken from longer poems) by Fortunatus, came into general use in the Italian, Gallican and British churches. Those of Gregory are in a style hardly distinguishable from the Ambrosian; those of Fortunatus are graceful, and sometimes vigorous. He does not, however, deserve the praise given to him by Dr Neale, of having struck out a new path in Latin hymnody. On the contrary, he may more justly be described as a disciple of the school of Prudentius, and as having affected the classical style, at least as much as any of his predecessors. The poets of this primitive epoch, which closed with the 6th century, wrote in the old classical metres, and made use of a con- siderable variety of them — anapaestic, anacreontic, hendecasyllabic, asclepiad, hexameters and pentameters and others. Gregory and some of the Ambrosian authors occasionally wrote in sapphics; but the most frequent measure was the iambic dimeter, and, next to that, the trochaic. The full alcaic stanza does not appear to have been used for church purposes before the 1 6th century, though some of its elements were. In the greater number of these works, a general intention to conform to the rules of Roman prosody is manifest; but even those writers (like Prudentius) in whom that conformity was most decided allowed themselves much liberty of deviation from it. Other works, including some of the very earliest, and some of conspicuous merit, were of the kind described by Bede as not metrical but " rhythmical " — i.e.(as he explains the term " rhythm "), " modulated to the ear in imitation of different metres." It would be more correct to call them metrical — (e.g. still trochaic or iambic, &c., but, according to new laws of syllabic quantity, de- pending entirely on accent, and not on the power of vowels or the position of consonants) — laws by which the future prosody of all modern European nations was to be governed. There are also, in the hymns of the primitive period (even in those of Ambrose), anticipations — irregular indeed and inconstant, but certainly not accidental — of another great innovation, destined to receive im- portant developments, that of assonance or rhyme, in the final letters or syllables of verses. Archbishop Trench, in the intro- duction to his Sacred Latin Poetry, has traced the whole course of the transition from the ancient to the modern forms of versification, ascribing it to natural and necessary causes, which made such changes needful for the due development of the new forms of spiritual and intellectual life, consequent upon the conversion of the Latin- speaking nations to Christianity. From the 6th century downwards we see this transformation making continual progress, each nation of Western Christendom 6th adding, from time to time, to the earlier hymns in its service-books others of more recent and frequently of iocai origin. For these additions, the commemora- tions of saints, &c., as to which the devotion of one place often differed from that of another, offered especial op- portunities. This process, while it promoted the development of a medieval as distinct from the primitive style, led also to much century down- s° deterioration in the quality of hymns, of which, perhaps, some of the. strongest examples may be found in a volume published in 1865 by the Irish Archaeological Society from a manuscript in the library of Trinity College, Dublin. It contains a number of hymns by Irish saints of the 6th, 7th and 8th centuries — in several instances fully rhymed, and in one mixing Erse and Latin barbarously together, as was not uncommon, at a much later date, in semi-vernacular hymns of other countries. The Mozarabic Breviary, and the collection of hymns used in the Anglo-Saxon churches, published in 1851 by the Surtees Society (chiefly from a Benedictine MS. in the college library of Durham, supplemented by other MSS. in the British Museum), supply many further illus- trations of the same decline of taste: — such sapphics, e.g., as the " Festum insigne prodiit coruscum " of Isidore, and the " O veneranda Trinitas laudanda " of the Anglo-Saxon books. The early medieval period, however, from the time of Gregory the Great to that of Hildebrand, was far from deficient in the pro- duction of good hymns, wherever learning flourished. Bede in England, and Paul " the Deacon " — the author of a fairly classical sapphic ode on St John the Baptist — in Italy, were successful followers of the Ambrosian and Gregorian styles. Eleven metrical hymns are attributed to Bede by Cassander; and there are also in one of Bede's works (Collectanea el flares) two rhythmical hymns of considerable length on the Day of Judgment, with the refrains " In tremendo die " and " Attende homo," both irregularly rhymed, and, in parts, not unworthy of comparison with the " Dies Irae." Paulinus, patriarch of Aquileia, contemporary with Paul, wrote rhythmical trimeter iambics in a manner peculiar to himself. Theodulph, bishop of Orleans (793-835), author of the famous processional hymn for Palm Sunday in hexameters and pentameters, " Gloria, laus, et honor tibi sit, Rex Christe Redemptor " (" Glory and honour and laud be to Thee, King Christ the Redeemer "), and Hrabanus Maurus, archbishop of Mainz, the pupil of Alcuin, and the most learned theologian of his day, enriched the church with some excellent works. Among the anonymous hymns of the same period there are three of great beauty, of which the influence may be traced in most, if not all, of the " New Jerusalem " hymns of later generations,including those of Germany and Great Britain: — " Urbs beata Hierusalem " (" Blessed city, heavenly Salem "); " Alleluia piis edite laudibus " (" Alleluias sound ye in strains of holy praise " — called, from its burden, " Alleluia perenne "); and " Alleluia dulce carmen " (" Alleluia, song of sweetness "), which, being found in Anglo-Saxon hymnaries certainly older than the Conquest, cannot be of the late date assigned to it, in his Mediaeval Hymns and Sequences, by Neale. These were followed by the " Chorus novae Hierusalem " (" Ye Choirs of New Jerusalem ") of Fulbert, bishop of Chartres. This group of hymns is remarkable for an attractive union of melody, imagina- tion, poetical colouring and faith. It represents, perhaps, the best and highest type of the middle school, between the severe Ambrosian simplicity and the florid luxuriance of later times. Another celebrated hymn, which belongs to the first medieval period, is the " Veni Creator Spiritus " (" Come, Holy Ghost, our souls inspire "). The earliest recorded occasion of its use is that of a translation (898) of the relics of St Marcellus, mentioned in the Annals of the Benedictine order. It has since been constantly sung throughout Western Christendom (as versions of it still are in the Church of England), as part of the appointed offices for the coronation of kings, the consecration and ordination of bishops and priests, the assembling of synods and other great ecclesiastical solemnities. It has been attributed — probably in consequence of certain corruptions in the text of Ekkehard's Life ofNotker (a work of the i3th century) —to Charlemagne. Ekkehard wrote in the Benedictine monastery of St Gall, to which Notker belonged, with full access to its records; and an ignorant interpolator, regardless Notter- of chronology, added, at some later date, the word " Great " to the name of " the emperor Charles," wherever it was mentioned in that work. The biographer relates that Notker — a man of a gentle, contemplative nature, observant of all around him, and accustomed to find spiritual and poetical suggestions in common i86 HYMNS sights and sounds — was moved by the sound of a mill-wheel to compose his " sequence " on the Holy Spirit, " Sancti Spiritus adsit nobis gratia " (" Present with us ever be the Holy Spirit's grace"); and that, when finished, he sent it as a present to " the emperor Charles," who in return sent him back, " by the same messenger," the hymn " Veni Creator," which (says Ekke- hard) the same " Spirit had inspired him to write " (" Sibi idem Spiritus inspiraverat "). If this story is to be credited — and, from its circumstantial and almost dramatic character, it has an air of truth — the author of " Veni Creator " was not Charlemagne, but his grandson the emperor Charles the Bald. Notker himself long survived that emperor, and died in 912. The invention of •" sequences " by Notker may be regarded as the beginning of the later medieval epoch of Latin hymnody. In the eucharistic service, in which (as has been stated) Sequences. jjymns were not generauv used, it had been the practice, except at certain seasons, to sing " laud," or " Alleluia," between the epistle and the gospel, and to fill up what would otherwise have been a long pause, by extending the cadence upon the two final vowels of the " Alleluia " into a protracted strain of music. It occurred to Notker that, while preserving the spirit of that part of the service, the monotony of the interval might be relieved by introducing at that point a chant of praise specially composed for the purpose. With that view he produced the peculiar species of rhythmical composition which obtained the name of " sequentia " (probably from following after the close of the " Alleluia "), and also that of " prosa," because its structure was originally irregular and unmetrical, resembling in this respect the Greek " troparia," and the " Te Deum," " Bene- dicite " and canticles. That it was in some measure suggested by the forms of the later Greek hymnody seems probable, both from the intercourse (at that time frequent) between the Eastern and Western churches, and from the application by Ekkehard, in his biography and elsewhere (e.g. in Lynd wood's Provinciate), of some technical terms, borrowed from the Greek terminology, to works of Notker and his school and to books containing them. Dr Neale, in a learned dissertation prefixed to his collection of sequences from medieval Missals, and enlarged in a Latin letter to H. A. Daniel (printed in the fifth volume of Daniel's Thesaurus hymnologicus), investigated the laws of caesura and modulation which are discoverable in these works. Those first brought into use were sent by their author to Pope Nicholas I., who authorized their use, and that of others composed after the same model by other brethren of St Gall, in all churches of the West. Although the sequences of Notker and his school, which then rapidly passed into most German, French and British Missals, were not metrical, the art of " assonance " was much practised in them. Many of those in the Sarum and French Missals have every verse, and even every clause or division of a verse, ending with the same vowel " a " — perhaps with some reference to the terminal letter of " Alleluia." Artifices such as these naturally led the way to the adaptation of the same kind of composition to regular metre and fully developed rhyme. Neale's full and large collection, and the second volume of Daniel's Thesaurus, contain numerous examples, both of the " proses," properly so called, of the Notkerian type, and of those of the later school, which (from the religious house to which its chief writer belonged) has been called " Victprine." Most Missals appear to have contained some of both kinds. In the majority of those from which Neale's specimens are taken, the metrical kind largely prevailed; but in some (e.g. those of Sarum and Liege) the greater number were Notkerian. Of the sequence on the Holy Ghost, sent by Notker (according to Ekkehard) to Charles the Bald, Neale says that it " was in use all over Europe, even in those countries, like Italy and Spain, which usually rejected sequences "; and that, " in the Missal of Palencia, the priest was ordered to hold a white dove in his hands, while intoning the first syllables, and then to let it go." Another of the most remarkable of Notker's sequences, beginning " Media in vita " (" In the midst of life we are in death "), is said to have been suggested to him while observing some workmen engaged in the construction of a bridge over a torrent near his monastery. Catherine Winkworth (Christian Singers of Germany, 1869) states that this was long used as a battle-song, until the custom was forbidden, on account of its being supposed to exercise a magical influence. A translation of it (" Mitten wir im Leben sind ") is one of Luther's funeral hymns; and all but the opening sentence of that part of the burial service Dies Irae. of the Church of England which is directed to be " said or sung " at the grave, " while the corpse is made ready to be laid into the earth," is taken from it. The " Golden Sequence," " Veni, sancte Spiritus " (" Holy Spirit, Lord of Light "), is an early example of the transition of sequences from a simply rhythmical to a metrical form. Arch- bishop Trench, who esteemed it " the loveliest of all the hymns in the whole circle of Latin sacred poetry," inclined to give credit to a tradition which ascribes its authorship to Robert II., king of France, son of Hugh Capet. Others have assigned to it a later date — some attributing it to Pope Innocent III., and some to Stephen Langton, archbishop of Canterbury. Many translations, in German, English and other languages, attest its merit. Berengarius of Tours, St Bernard of Clairvaux and Abelard, in the nth century and early in the I2th, followed in the same track; and the art of the Victorine school was carried to its greatest perfection by Adam of St Victor (who died between 1173 and 1194) — " the most fertile, and " (in the concurrent judgment of Archbishop Trench and Neale) " the greatest of the Latin hymnographers of the Middle Ages." The archbishop's selection contains many excellent specimens, of his works. But the two most widely celebrated of all this class of com- positions— works which have exercised the talents of the greatest musical composers, and of innumerable translators in almost all languages — are the " Dies Irae " (" That day of wrath, that dreadful day "), by Thomas of Celano, the companion and biographer of St Francis of Assisi, and the " Stabat Mater dolorosa " (" By the cross sad vigil keeping ") of Jacopone, or Jacobus de Benedictis, a Franciscan humorist and reformer, who was persecuted by Pope Boniface VIII. for his satires on the prelacy of the time, and died in 1306. Besides these, the i3th century produced the famous sequence " Lauda Sion salvatorem " (" Sion, lift thy voice and sing "), and the four other well-known sacramental hymns of St Thomas Aquinas, viz. " Pange lingua gloriosi corporis mysterium " (" Sing, my tongue, the Saviour's glory "), " Verbum supernum prodiens " *" ' (" The Word, descending from above " — not to be confounded with the Ambrosian hymn from which it borrowed the first line), " Sacris solemniis juncta sint gaudia " (" Let us with hearts renewed our grateful homage pay "), and " Adoro Te devote, latcns Deitas " (" O Godhead hid, devoutly I adore Thee ") — a group of remarkable compositions, written by him for the then new festival of Corpus Christi, of which he induced Pope Urban IV. (1261-1265) to decree the observance. In these (of which all but " Adoro Te devote " passed rapidly into breviaries and missals) the doctrine of transubstantiation is set forth with a wonderful degree of scholastic precision; and they exercised, probably, a not unimportant influence upon the general reception of that dogma. They are undoubtedly works of genius, powerful in thought, feeling and expression. These and other medieval hymn-writers of the i2th and I3th centuries may be described, generally, as poet-schoolmen. Their tone is contemplative, didactic, theological; they are especially fertile and ingenious in the field of mystical interpretation. Two great monasteries in the East had, in the 8th and gth centuries, been the principal centres of Greek hymnology; and, in the West, three monasteries — St Gall, near Constance (which was long the especial seat of German religious literature), Cluny in Burgundy and St Victor, near Paris — obtained a similar distinction. St Gall produced, besides Notker, several distinguished sequence writers, probably his pupils — Hartmann, Hermann and Gottschalk — to the last of whom Neale ascribes the " Alleluiatic Sequence " (" Cantemus cuncti melodum nunc Alleluia "), well known in England through his translation, " The strain upraise of joy and praise." The chief poets of Cluny were two of its abbots, Odo and Peter the Venerable (1122-1156), and one of Peter's monks, Bernard of Morlaix, who wrote the remarkable poem on " Contempt of the World " in about 3000 long rolling " leonine-dactylic " verses, from parts of which Neale's popular hymns, " Jerusalem HYMNS 187 the golden," &c., are taken. The abbey of St Victor, besides Adam and his follower Pistor, was destined afterwards to produce the most popular church poet of the iyth century. There were other distinguished Latin hymn-writers of the later medieval period besides those already mentioned. The name of St Bernard of Clairvaux cannot be passed Ber"frd over with the mere mention of the fact that he was the vaur. author of some metrical sequences. He was, in truth, the father, in Latin hymnody, of that warm and passionate form of devotion which some may consider to apply too freely to Divine Objects the language of human affection, but which has, nevertheless, been popular with many devout persons, in Protestant as well as Roman Catholic churches. F. von Spee, " Angelus Silesius," Madame Guyon, Bishop Ken, Count Zinzendorf and Frederick William Faber may be regarded as disciples in this school. Many hymns, in various languages, have been founded upon St Bernard's " Jesu dulcis memoria " (" Jesu, the very thought of Thee "), " Jesu dulcedo cordium " (" Jesu, Thou joy of loving hearts ") and " Jesu Rex admirabilis " (" O Jesu, King most wonderful. ") — three portions of one poem, nearly 200 lines long. Pietro Damiani, the friend of Pope Gregory VII., Marbode, bishop of Rennes, in the nth, Hildebert, archbishop of Tours, in the i2th, and St Bonaventura in the i3th centuries, are other eminent men who added poetical fame as hymnographers to high public distinction. Before the time of the Reformation, the multiplication of sequences (often as unedifying in matter as unpoetical in style) had done much to degrade the common conception of hymnody. In some parts of France, Portugal, Sardinia and Bohemia, their use in the vernacular language had been allowed. In Germany also there were vernacular sequences as early as the 1 2th century, specimens of which may be seen in the third chapter of C. Winkworth's Christian Singers of Germany. Scoffing parodies upon sequences are said to have been among the means used in Scotland to discredit the old church services. After the I5th century they were discouraged at Rome. They retained for a time some of their old popularity among German Protestants, and were only gradually relinquished in France. A new " prose," in honour of St Maxentia, is among the composi- tions of Jean Baptiste Santeul; and Dr Daniel's second volume closes with one written in 1855 upon the dogma of the Immaculate Conception. The taste of the Renaissance was offended by all deviations from classical prosody and Latinity. Pope Leo X. directed the whole „ body of the hymns in use at Rome to be reformed; and ! . . ' the Hymni novi ecclesiastici juxta veram metri et Latinitatis h mas normam, prepared by Zacharie Ferreri (1479-1530), a Benedictine of Monte Cassino, afterwards a Carthusian and bishop of Guardia, to whom Leo had committed that task, appeared at Rome in 1525, with the sanction of a later pope, Clement VII. The next step was to revise the whole Roman Breviary. That undertaking, after passing through several stages under different popes (particularly Pius V. and Clement VIII.), was at last brought to a conclusion by Urban VIII., in 1631. From this revised Breviary a large number of medieval hymns, both of the earlier and the later periods, were excluded ; and in their places many new hymns, including some by Pope Urban himself, and some by Cardinal Bellarmine and another cardinal (Silvius Antonianus) were intro- duced. The hymns of the primitive epoch, from Hilary to Gregory the Great, for the most part retained their places (especially in the offices for every day of the week); and there remained altogether from seventy to eighty of earlier date than the nth century. Those, however, which were so retained were freely altered, and by no means generally improved. The revisers appointed by Pope Urban (three learned Jesuits — Strada, Gallucci and Petrucci) professed to have made " as few changes as possible " in the works of Ambrose, Gregory, Prudentius, Sedulius, Fortunatus and other " poets of great name." But some changes, even in those works, were made with considerable boldness; and the pope, in the " con- stitution " by which his new book was promulgated, boasted that, " with the exception of a very small number (' perpaucis '), which were either prose or merely rhythmical, all the hymns had been made conformable to the laws of prosody and Latinity, those which could not be corrected by any milder method being entirely rewritten." The latter fate befel, among others, the beautiful Urbs beata Hierusalem," which now assumed the form (to many, perhaps, better known), of " Caelestis urbs Jerusalem." Of the very few " which were spared, the chief were " Ave maris Stella " (" Gentle star of ocean "), " Dies Irae," " Stabat Mater dolorosa," the hymns of Thomas Aquinas, two of St Bernard and one Ambrosian hymn, "Jesu nostra Redemptio" (" O Jesu, our Redemption"), which approaches nearer than others to the tone of St Bernard. A then recent hymn of St Francis Xavier, with scarcely enough merit of any kind to atone for its neglect of prosody, " O Deus, ego amp Te" (" O God, I love Thee, not because "), was at the same time intro- duced without change. This hymnary of Pope Urban VIII. is now in general use throughout the Roman Communion. The Parisian hymnary underwent three revisions — the first in 1527, when a new " Psaltery with hymns " was issued. In this such changes only were made as the revisers thought „ ^ justifiable upon the principle of correcting supposed corruptions of the original text. Of these, the transposi- tion, " Urbs Jerusalem beata," instead of " Urbs beata Hierusalem," may be taken as a typical example. The next revision was in 1670- 1680, under Cardinal PeV^fixe, preceptor of Louis XIV., and Francis Harlay, successively archbishops of Paris, who employed for this purpose Claude Santeul, of the monastery of St Magloire, and, through him, obtained the assistance of other French scholars, in- cluding his more celebrated brother, Jean Baptiste Santeul, of the abbey of St Victor — better known as " Santolius Victorinus." The third and final revision was completed in 1735, under the primacy of Cardinal Archbishop de Vintimille, who engaged for it the services of Charles Coffin, then rector of the university of Paris. Many old hymns were omitted in Archbishop Harlay's Breviary, and a large number of new compositions, by the Santeuls and others, was introduced. It still, however, retained in their old places (without further changes than had been made in 1527) about seventy of earlier date than the nth century — including thirty-one Ambrosian, one by Hilary, eight by Prudentius, seven by Fortunatus, three by Paul the Deacon, two each by Sedulius, Elpis, Gregory and Hrabanus Maurus, " Veni Creator " and "Urbs Jerusalem beata." Most of these disappeared in 1735, although Cardinal Vintimille, in his preface, professed to have still admitted the old hymns, except when the new were better — (" veteribus hymnis locus datus est, nisi quibus, ob sententiarum vim, elegantiam verborum, et teneriores pietatis sensus, recentiores anteponi satius visum est "). The number of the new was, at the same time, very largely increased. Only twenty-one more ancient than the 1 6th century remained, of which those belonging to the primitive epoch were but eight, viz. four Ambrosian, two by Fortunatus and one each by Prudentius and Gregory. The number of Jean Baptiste Santeul's hymns rose to eighty-nine; those by Coffin — including some old hymns, e.g. " Jam lucis orto sidere " (" Once more the sun is beaming bright "), which he substantially re-wrote — were eighty-three ; those of other modern French writers, ninety-seven. Whatever opinion may be entertained of the principles on which these Roman and Parisian revisions proceeded, it would be unjust to deny very high praise as hymn-writers to several of their poets, especially to Coffin and Jean Baptiste Santeul. The noble hymn by Coffin, beginning — " O luce qui mortalibus " O Thou who in the light dost dwell, Lates inaccessa, Deus, To mortals unapproachable, Praesente quo sancti tremunt Where angels veil them from Thy rays, Nubuntque vultus angeli," And tremble as they gaze," and several others of his works, breathe the true Ambrosian spirit; and though Santeul (generally esteemed the better poet of the two) delighted in alcaics, and did not greatly affect the primitive manner, there can be no question as to the excellence of such hymns as his " Fnmant Sabaeis templa vaporibus " (" Sweet incense breathes around "), " Stupete gentes, fit Deus hostia " (" Tremble, ye Gentile lands "), " Hymnis dum resonat curia caelitum " (" Ye in the house of heavenly morn "), and " Templi sacratas pande, Sion, fores " (" O Sion, open wide thy gates "). It is a striking testimony to the merits of those writers that such accomplished translators as the Rev. Isaac Williams and the Rev. John Chandler appear (from the title-page of the latter, and the prefaces of both) to have supposed their hymns to be " ancient " and " primitive." Among the other authors associated with them, perhaps the first place is due to the Abb6 Besnault, of Sens, who contributed to the book of 1735 the " Urbs beata vera pacis Visio Jerusalem," in the opinion of Neale " much superior " to the " Caelestis urbs Jerusalem of the Roman Breviary. This stood side by side with the " Urbs Jerusalem beata " of 1527 (in the office for the dedication of churches) till 1822, when the older form was at last finally excluded by Archbishop de Quelen. The Parisian Breviary of 1735 remained in use till the national French service-books were superseded (as they have lately been, generally, if not universally) by the Roman. Almost all French dioceses followed, not indeed the Breviary, but the example, of Paris; and before the end of the l8th century the ancient Latin hymnody was all but banished from France. In some parts of Germany, after the Reformation, Latin hymns continued to be used even by Protestants. This was the case at Halberstadt until quite a recent date. In England, a feware still occasionally used in the older universities and colleges. Some, also, have been composed in both countries since hvmns the Reformation. The " Carmina lyrica " of Johann Jakob Balde, a native of Alsace, and a Jesuit priest in Bavaria, have received high commendation from very eminent German critics, particularly Herder and Augustus Schlegel. Some of the Latin hymns of William Alard (1572-1645), a Protestant refugee from ... i88 HYMNS Belgium, and pastor in Holstein, have been thought worthy of a place in Archbishop Trench's selection. Two by W. Petersen (printed at the end of Haberkorn's supplement to Jacobi's Psalmodia Cer- manica) are good in different ways — one, " Jesu dulcis amor meus " (" Jesus, Thee my soul doth love ), being a gentle melody of spiritual devotion, and the other, entitled Spes Sionis, violently controversial against Rome. An English hymn of the 1 7th century, in the Ambrosian style, " Te Deum Patrem colimus " (" Almighty Father, just and good "), is sung on every May- Day morning by the choristers of Magdalen College, Oxford, from the top of the tower of their chapel ; and another in the style of the Renaissance, of about the same date, " Te de profundis, summe Rex " (" Thee from the depths, Almighty King), long formed part of a grace formerly sung by the scholars of Winchester College. 5. German Hymnody. — Luther was a proficient in and a lover of music. He desired (as he says in the preface to his hymn-book Luther. °f J54S) ^at this " beautiful ornament " might " in a right manner serve the great Creator and His Christian people." The persecuted Bohemian or Hussite Church, then settled on the borders of Moravia under the name of " United Brethren," had sent to him, on a mission in 1522, Michael Weiss, who not long afterwards published a number of German trans- lations from old Bohemian hymns (known as those of the " Bohemian Brethren "), with some of his own. These Luther highly approved and recommended. He himself, in 1522, published a small volume of eight hymns, which was enlarged 1063 in 1527, and to 125 in 1545. He had formed what he called a " house choir " of musical friends, to select such old and popular tunes (whether secular or ecclesiastical) as might be found suitable, and to compose new melodies, for church use. His fellow labourers in this field (besides Weiss) were Justus Jonas, his own especial colleague; Paul Eber, the disciple and friend of Melanchthon ; John Walther, choirmaster successively to several German princes, and professor of arts, &c., at Witten- berg; Nicholas Decius, who from a monk became a Protestant teacher in Brunswick, and translated the " Gloria in Excelsis," &c.; and Paul Speratus, chaplain to Duke Albert of Prussia in 1525. Some of their works are still popular in Germany. Weiss's " Funeral Hymn," " Nun lasst uns den Leib begraben " ("Now lay we calmly in the grave"); Eber's " Herr Jesu Christ, wahr Mensch und Gott " (" Lord Jesus Christ, true Man and God "), and " Wenn wir in hb'chsten Nothen sein " (" When in the hour of utmost need ") ; Walther's " New Heavens and new Earth" ("Now fain my joyous heart would sing"); Decius's " To God on high be thanks and praise "; and Speratus's " Salvation now has come for all," are among those which at the time produced the greatest effect, and are still best remembered. Luther's own hymns, thirty-seven" in number (of which about twelve are translations or adaptations from Latin originals), are for the principal Christian seasons; on the sacraments, the church, grace, death, &c. ; and paraphrases of seven psalms, of a passage in Isaiah, and of the Lord's Prayer, Ten Command- ments, Creed, Litany and " Te Deum." There is also a very touching and stirring song on the martyrdom of two youths by fire at Brussels, in 1523-1524. Homely and sometimes rugged in form, and for the most part objective in tone, they are full of fire, manly simplicity and strong faith. Three rise above the rest. One for Christmas, " Vom Himmel hoch da komm ich her " (" From Heaven above to earth I come "), has a reverent tenderness, the influence of which may be traced in many later productions on the same subject. That on salvation through Christ, of a didactic character, " Nun freuet euch, lieben Christen g'mein " (" Dear Christian people, now rejoice "), is said to have made many conversions, and to have been once taken up by a large congregation to silence a Roman Catholic preacher in the cathedral of Frankfort. Pre-eminent above all is the celebrated paraphrase of the 46th Psalm: " Ein' feste Burg ist unser Gott " (" A sure stronghold our God is He ")— " the production " (as Ranke says) " of the moment in which Luther, engaged in a conflict with a world of foes, sought strength in the consciousness that he was defending a divine cause which could never perish." Carlyle compares it to " a sound of Alpine avalanches, or the first murmur of earthquakes." Heine called it " the Marseillaise of the Reformation." Luther spent several years in teaching his people at Wittenberg to sing these hymns, which soon spread over Germany. Without adopting the hyperbolical saying of Coleridge, that " Luther did as much for the Reformation by his hymns as by his transla- tion of the Bible," it may truly be affirmed that, among the secondary means by which the success of the Reformation was promoted, none was more powerful. They were sung every- where— in the streets and fields as well as the churches, in the workshop and the palace, " by children in the cottage and by martyrs on the scaffold." It was by them that a congregational character was given to the new Protestant worship. This success they owed partly to their metrical structure, which, though sometimes complex, was recommended to the people by its ease and variety; and partly to the tunes and melodies (many of them already well known and popular) to which they were set. They were used as direct instruments of teaching, and were therefore, in a large measure, didactic and theological; and it may be partly owing to this cause that German hymnody came to deviate, so soon and so generally as it did, from the simple idea expressed in the ancient Augustinian definition, and to comprehend large classes of compositions which, in most other countries, would be thought hardly suitable for church use. The principal hymn-writers of the Lutheran school, in the latter part of the i6th century, were Nikolaus Selnecker, Herman and Hans Sachs, the shoemaker of Nuremberg, also known in other branches of literature. All these wrote some good hymns. They were succeeded by men of another sort, to whom F. A. Cunz gives the name of " master-singers," as having raised both the poetical and the musical standard of German hymnody: — Bartholomaus Ringwaldt,LudwigHelmbold, Johannes Pappus, Martin Schalling, Rutilius and Sigismund Weingartner. The principal topics of their hymns (as if with some foretaste of the calamities which were soon to follow) were the vanity of earthly things, resignation to the Divine will, and preparation for death and judgment. The well-known English hymn, " Great God, what do I see and hear," is founded upon one by Ringwaldt. Of a quite different character were two of great beauty and universal popularity, composed by Philip Nicolai, a Westphalian pastor, during a pestilence in 1597, and published by him, with fine chorales, two years afterwards. One of these (the " Sleepers wake! a voice is calling," of Mendelssohn's oratorio, St Paid) belongs to the family of Advent or New Jerusalem hymns. The other, a " Song of the believing soul concerning the Heavenly Bridegroom " (" Wie schon leucht't uns der Morgen- stern " — " O morning Star, how fair and bright "), became the favourite marriage hymn of Germany. The hymns produced during the Thirty Years' War are char- acteristic of that unhappy time, which (as Miss Winkworth says) " caused religious men to look away from this world," pfcrtorf „/ and made their songs more and more expressive of Thirty personal feelings. In point of refinement and graces **"»' of style, the hymn-writers of this period excelled their predecessors. Their taste was chiefly formed by the in- fluence of Martin Opitz, the founder of what has been called the " first Silesian school " of German poetry, who died com- paratively young in 1639, and who, though not of any great original genius, exercised much power as a critic. Some of the best of these works were by men who wrote little. In the famous battle-song of Gustavus Adolphus, published (1631) after the victory of Breitenfeld, for the use of his army, " Verzage nicht du Hauflein klein " (" Fear not, O little flock, the foe "), we have almost certainly a composition of the hero-king himself, the versification corrected by his chaplain Jakob Fabricius (1593- 1654) and the music composed by Michael Altenburg, whose name has been given to the hymn. This, with Luther's para- phrase of the 67th Psalm, was sung by Gustavus and his soldiers Before the battle of Ltitzen in 1632. Two very fine hymns, one of prayer for deliverance and peace, the other of trust in jod under calamities, were written about the same time by Vlatthaus Lowenstern, a saddler's son, poet, musician and statesman, who was ennobled after the peace by the emperor HYMNS 189 Ferdinand III. Martin Rinckhart, in 1636, wrote the " Chorus of God's faithful children " (" Nun danket alle Gott "— " Now thank we all our God "), introduced by Mendelssohn in his " Lobgesang," which has been called the ",Te Deum " of Germany, being usually sung on occasions of public thanksgiving. Weissel, in 1635, composed a beautiful Advent hymn (" Lift up your heads, ye mighty gates "), and J. M. Meyfart, professor of theology at Erfurt, in 1642, a fine adaptation of the ancient " Urbs beata Hierusalem." The hymn of trust in Providence by George Neumark, librarian to that duke of Weimar (" Wer nur den lieben Gott lasst walten " — " Leave God to order all thy ways "), is scarcely, if at all, inferior to that of Paul Gerhardt on the same theme. Paul Flemming, a great traveller and lover of nature, who died in 1639, also wrote excellent compositions, coloured by the same tone of feeling; and some, of great merit, were composed, soon after the close of the war, by Louisa Henrietta, electress of Brandenburg, granddaughter of the famous admiral Coligny, and mother of the first king of Prussia. With these may be classed (though of later date) a few striking hymns of faith and prayer under mental anxiety, by Anton Ulrich, duke of Brunswick. The most copious, and in their day most esteemed, hymn- writers of the first half of the i7th century, were Johann Heer- Qlst mann and Johann Rist. Heermann, a pastor in Silesia, the theatre (in a peculiar degree) of war and persecu- tion, experienced in his own person a very large share of the miseries of the time, and several times narrowly escaped a violent death. His Devoti musica cordis, published in 1630, reflects the feelings natural under such circumstances. With a correct style and good versification, his tone is subjective, and the burden of his hymns is not praise, but prayer. Among his works (which enter largely into most German hymn-books), two of the best are the " Song of Tears " and the " Song of Comfort," translated by Miss Winkworth in her Christian Singers of Germany. Rist published about 600 hymns, " pressed out of him," as he said, " by the cross." He was a pastor, and son of a pastor, in Holstein, and lived after the peace to enjoy many years of prosperity, being appointed poet-laureate to the emperor and finally ennobled. The bulk of his hymns, like those of other copious writers, are of inferior quality; but some, particularly those for Advent, Epiphany, Easter Eve and on Angels, are very good. They are more objective than those of Heermann, and written, upon the whole, in a more manly spirit. Dach. Next to Heermann and Rist in fertility of production, and above them in poetical genius, was Simon Dach, professor of poetry at Konigsberg, who died in 1659. Miss Winkworth ranks him high among German poets, " for the sweetness of form and depth of tender contemplative emotion to be found in his verses." The fame of all these writers was eclipsed in the latter part of the same century by three of the greatest hymnographers whom Oerhardt Germany has produced — Paul Gerhardt (1604-1676), Johann Franck (1618-1677) and Johann Scheffler (1624-1677), the founder of the " second Silesian school," who assumed the name of " Angelus Silesius." Gerhardt is by uni- versal consent the prince of Lutheran poets. His compositions, which may be compared, in many respects, to those of the Christian Year, are lyric poems, of considerable length, rather than hymns, though many hymns have been taken from them. They are, with few exceptions, subjective, and speak the language of individual experience. They occupy a middle ground between the masculine simplicity of the old Lutheran style and the highly wrought religious emotion of the later pietists, towards whom they on the whole incline. Being nearly all excellent, it is not easy to distinguish among the 123 those which are entitled to the highest praise. Two, which were written one during the war and the other after the conclusion of peace, " Zeuch ein zu deinen Thoren " (" Come to Thy temple here on earth "), and " Gottlob, nun ist erschollen " (" Thank God, it hath re- sounded "), are historically interesting. Of the rest, one is well known and highly appreciated in English through Wesley's translation, " Commit thou all thy ways "; and the evening and spring-tide hymns (" Now all the woods are sleeping " and " Go forth, my heart, and seek delight ") show an exquisite feeling for nature; while nothing can be more tender and pathetic than " Du bist zwar mein und bleibest mein " (" Thou'rt mine, yes, still thou art mine own "), on the death of Fnack his son. Franck, who was burgomaster of Guben in Lusatia, has been considered by some second only to Gerhardt. If so, it is with a great distance between them. His approach to the later pietists is closer than that of Gerhardt. His hymns were published, under the title of Geislliche und weltliche Gedichte, in 1674, some of them being founded on Ambrosian and other Latin originals. Miss Winkworth gives them the praise of a. condensed and polished style and fervid and impassioned thought. It was after his conversion to Roman Catholicism that scbeffler Scheffler adopted the name of " Angelus Silesius," and published in 1657 his hymns, under a fantastic title, and with a still more fantastic preface. Their keynote is divine love;, they are enthusiastic, intense, exuberant in their sweetness, like those of St Bernard among medieval poets. An adaptation, of one of them, by Wesley, "Thee will I love, my Strength, my Tower," is familiar to English readers. Those for the first Sunday after Epiphany, for Sexagesima Sunday and for Trinity Sunday, in Lyra Germanica, are good examples of his excellences, with few of his defects. His hymns are generally so free from the expression, or even the indirect suggestion, of Roman Catholic doctrine, that it has been supposed they were written before his conversion, though published afterwards. The evan- gelical churches of Germany found no difficulty in admitting, them to that prominent place in their services which they have ever since retained. Towards the end of the I7th century, a new religious school arose, to which the name of " Pietists " was given, and of which Philipp Jakob Spener was esteemed the founder. pietists He and his pupils and successors, August Hermann Francke and Anastasius Freylinghausen, all wrote hymns. Spener's hymns are not remarkable, and Francke's are not numerous. Freylinghausen was their chief singer; his rhythm, is lively, his music florid; but, though his book attained ex- traordinary popularity, he was surpassed in solid merit by other less fertile writers of the same school. The " Auf hinauf zu deiner Freude " (" Up, yes, upward to thy gladness ") of Schade may recall to an English reader a hymn by Seagrave, and more than one by Lyte; the "Malabarian hymn"(as it was called by Jacobi) of Johann Schiitz, " All glory to the Sovereign Good," has been popular in England as well as Germany; and one of the most exquisite strains of pious resignation ever written is. " Whate'er my God ordains is right," by Samuel Rodigast. Joachim Neander, a schoolmaster at Dusseldorf, and a friend of Spener and Schiitz (who died before the full development of the " Pietistic " school), was the first man of eminence Bander in the" Reformed " or Calvinistic Church who imitated Lutheran hymnody. This he did, while suffering persecution from the elders of his own church for some other religious, practices, which he had also learnt from Spener's example. As a poet, he is sometimes deficient in art; but there is feeling, warmth and sweetness in many of his " Bundeslieder " or " Songs of the Covenant," and they obtained general favour, both in the Reformed and in Lutheran congregations. The Summer Hymn (" O Thou true God alone ") and that on the glory of God in creation (" Lo, heaven and earth and sea and air "). are instances of his best style. With the " Pietists " may be classed Benjamin Schmolke and Dessler, representatives of the " Orthodox " division of Spener's school; Philipp Friedrich Hiller, their leading poet in gchmolke South Germany; Gottfried Arnold and Gerhard Tersteegen, who were practically independent of ecclesiastical organization, though connected, one with the " Orthodox " and the other with the " Reformed " churches; and Nikolaus. Ludwig, Graf von Zinzendorf. Schmolke, a pastor in Silesia, called the Silesian Rist (1672-1737), was perhaps the most voluminous of all German hymn-writers. He wrote 1188 religious poems and hymns, a large proportion of which do not HYMNS Terstee- rise above mediocrity. His style, if less refined, is also less subjective and more simple than that of most of his con- temporaries. Among his best and most attractive works, which indeed, it would be difficult to praise too highly, are the " Hosianna David's Sohn," for Palm Sunday — much resembling a shorter hymn by Jeremy Taylor; and the Ascension, Whit- suntide and Sabbath hymns — " Heavenward doth our journey tend," " Come deck our feast to-day," and " Light of light, Dessier enlighten me." Dessler was a greater poet than Schmolke. Few hymns, of the subjective kind, are better than his " I will not let Thee go, Thou Help in time of need," " O Friend of souls, how well is me," and " Now, the Miller. pearly gates unfold." Hiller (1699-1769), was a pastor in Wurttemberg who, falling into ill-health during the latter part of his ministry, published a Geistliche Liederhostlein in a didactic vein, with more taste than power, but(as Miss Winkworth says) in a tone of " deep, thoughtful, practical piety." They were so well adapted to the wants of his people that to this day Killer's Casket is prized, next to their Bibles, by the peasantry of Wurttemberg; and the numerous emigrants from that part of Germany to America and other foreign countries generally Arnold ta'ie ^ w't^1 tnem wherever they go. Arnold, a professor at Giessen, and afterwards a pastor in Brandenburg, was a man of strong will, uncompromising character and austere views of life, intolerant and controversial towards those whose doctrine or practice he disapproved, and more indifferent to separatism and sectarianism than the " orthodox " generally thought right. His hymns, like those of Augustus M. Toplady, whom in these respects he resembled, unite with considerable strength more gentleness and breadth of sympathy than might be expected from a man of such a character. Tersteegen ( 1 697- 1 769) , who never formally separated himself from the " Reformed " communion, in which he was brought up, but whose sympathies were with the Moravians and with Zinzendorf, was, of all the more copious German hymn-writers after Luther, perhaps the most remarkable man. Pietist, mystic and missionary, he was also a great religious poet. His in hymns were published in 1731, in a volume called Geistlicher Blumengarttein inniger Seelen. They are intensely individual, meditative and subjective. Wesley's adaptations of two — " Lo! God is here; let us adore," and " Thou hidden Love of God, whose source " — are well known. Among those translated by Miss Winkworth, " O God, O Spirit, Light of all that live," and " Come, brethren, let us go," are specimens which exhibit favourably his manner and power. Miss Cox speaks of him as " a gentle heaven-inspired soul, whose hymns are the reflection of a heavenly, happy life, his mind being full of a child-like simplicity "; and his own poem on the child-character, which Miss Winkworth has appropriately connected with Innocents' day (" Dear Soul, couldst thou become a child ") — one of his best compositions, exquisitely conceived and expressed — shows that this was in truth the ideal which he sought to realize. The hymns of Zinzendorf are often disfigured by excess in the application of the dorf." language and imagery of human affections to divine objects; and this blemish is also found in many later Moravian hymns. But one hymn, at least, of Zinzendorf may be mentioned with unqualified praise, as uniting the merits of force, simplicity and brevity — " Jesu, geh voran " (" Jesus, lead the way "), which is taught to most children of religious parents in Germany. Wesley's "Jesus, Thy blood and righteous- ness " is a translation from Zinzendorf. The transition from Tersteegen and Zinzendorf to Gellert and Klopstock marks strongly the reaction against Pietism Oettert which took place towards the middle of the i8th century. The Geisllichen Oden und Lieder of Christian F. Gellert were published in 1757, and are said to have been received with an enthusiasm almost like that which " greeted Luther's hymns on their first appearance." It is a proof of the moderation both of the author and of his times that they were largely used, not only by Protestant congregations, but in those German Roman Catholic churches in which vernacular services had been established through the influence of the emperor Joseph II. They became the model which was followed by most succeeding hymn-writers, and exceeded all others in popularity till the close of the century, when a new wave of thought was generated by the movement which produced the French Revolution. Since that time they have been, perhaps, too much depreciated. They are, indeed, cold and didactic, as compared with Scheffler or Tersteegen; but there is nevertheless in them a spirit of genuine practical piety; and, if not marked by genius, they are pure in taste, and often terse, vigorous and graceful. Klopstock, the author of the Messiah, cannot be considered great as a hymn-writer, though his " Sabbath Hymn " (of which there is a version in Hymns from the Land Khpstock of Luther) is simple and good. Generally his hymns (ten of which are translated in Sheppard's Foreign Sacred Lyre) are artificial and much too elaborate. Of the " romantic " school, which came in with the French Revolution, the two leading writers are Friedrich Leopold von Hardenberg, called " Novalis," and Friedrich de la Motte Fouque, the celebrated author of Undine and Sintram — both romance-writers, as well as poets. The genius of Novalis was early lost to the world; he died in 1801, not thirty years old. Some of his hymns are very beautiful; but even in such works as " Though all to Thee were faithless," and " If only He is mine," there is a feeling of insulation and of despondency as to good in the actual world, which was perhaps inseparable from his ecclesiastical idealism. Fouque survived till 1843. Pou u^ In his hymns there is the same deep flow of feeling, richness of imagery and charm of expression which distinguishes his prose works. The two missionary hymns — " Thou, solemn Ocean, rollest to the strand," and " In our sails all soft and sweetly " — and the exquisite composition which finds its motive in the gospel narrative of blind Bartimeus, " Was du vor tausend Jahren " (finely translated both by Miss Winkworth and by Miss Cox), are among the best examples. The later German hymn- writers of the igth century belong, generally, to the revived " Pietistic " school. Some of the best, Johann Baptist von Albertini, Friedrich Adolf s /fta> Krummacher, and especially Karl Johann Philipp Spitta (1801-1859) have produced works not unworthy of the fame of their nation. Mr Massie, the able translator of Spitta's Psalter und Harfe (Leipzig, 1833), speaks of it as having " obtained for him in Germany a popularity only second to that of Paul Ger- hardt." In Spitta's poems (for such they generally are, rather than hymns) the subjective and meditative tone is tempered, not ungracefully, with a didactic element; and they are not disfigured by exaggerated sentiment, or by a too florid and rhetorical style. 6. British Hymnody. — After the Reformation, the develop- ment of hymnody was retarded, in both parts of GreatBritain, by the example and influence of Geneva. Archbishop Cranmer appears at one time to have been disposed to follow Luther's course, and to present to the people, in an English dress, some at least of the hymns of the ancient church. In a letter to King Henry VIII. (October 7, 1544), among some new " processions " which he had himself translated into English, he mentions the Easter hymn, " Salve, festa dies, toto memorabilis aevo " (" Hail, glad day, to be joyfully kept through all generations "), of Fortunatus. In the " Primer " of 1535 (by Marshall) and the one of 1 539 (by Bishop Hilsey of Rochester, published by order of the vicar-general Cromwell) there had been several rude English hymns, none of them taken from ancient sources. King Henry's " Primer " of 1545 (commanded by his injunction of the 6th of May 1545 to be used throughout his dominions) was formed on the model of the daily offices of the Breviary; and it contains English metrical translations from some of the best-known Ambrosian and other early hymns. But in the succeeding reign different views prevailed. A new direction had been given to the taste of the " Reformed " congregations in France and Switzerland by the French metrical translation of the Old Testament Psalms, which appeared about 1540. This was the joint work of Clement HYMNS 191 Marot, valet or groom of the chamber to Francis I., and Theodore Beza, then a mere youth, fresh from his studies at Orleans. Marot's psalms were dedicated to the French king and the ladies of France, and, being set to popular airs, became fashion- able. They were sung by Francis himself, the queen, Psalms *ne Prmcesses and tne courtiers, upon all sorts of secular occasions, and also, more seriously and religiously, by the citizens and the common people. They were soon perceived to be a power on the side of the Reformation. Calvin, who had settled at Geneva in the year of Marot's return to Paris, was then organizing his ecclesiastical system. He rejected the hymnody of the breviaries and missals, and fell back upon the idea, anciently held by Paul of Samosata, and condemned by the fourth council of Toledo, that whatever was sung in churches ought to be taken out of the Scriptures. Marot's Psalter, appear- ing thus opportunely, was introduced into his new system of worship, and appended to his catechism. On the other hand, it was interdicted by the Roman Catholic priesthood. Thus it became a badge to the one party of the " reformed " profession, and to the other of heresy. The example thus set produced in England the translation commonly known as the " Old Version " of the Psalms. It was begun by Thomas Sternhold, whose position in the hold "and household of Henry VIII., and afterwards of Edward Hopkins, VI., was similar to that of Marot with Francis I., and whose services to the former of those kings were re- warded by a substantial legacy under his will. Sternhold pub- lished versions of nineteen Psalms, with a dedication to King Edward, and died soon afterwards. A second edition appeared in 1551, with eighteen more Psalms added, of Sternhold's trans- lating, and seven others by John Hopkins, a Suffolk clergyman. The work was continued during Queen Mary's reign by British refugees at Geneva, the chief of whom were William Whitting- ham, afterwards dean of Durham, who succeeded John Knox as minister of the English congregation there, and William Kethe or Keith, said by Strype to have been a Scotsman. They published at Geneva in 1556 a service-book, containing fifty-one English metrical psalms, which number was increased, in later editions, to eighty-seven. On the accession of Queen Elizabeth, this Genevan Psalmody was at once brought into use in England — first (according to a letter of Bishop Jewell to Peter Martyr, dated sth March 1560) in one London church, from which it quickly spread to others both in London and in other cities. Jewell describes the effect produced by large congregations, of as many as 6000 persons, young and old, women and children, singing it after the sermons at St Paul's Cross — adding, " Id sacrifices et diabolum aegre habet ; vident enim sacras conciones hoc pacto profundius descendere in hominum animos." The first edition of the completed " Old Version " (containing forty Psalms by Sternhold, sixty-seven by Hopkins, fifteen by Whit- tingham, six by Kethe and the rest by Thomas Norton the dramatist, Robert Wisdom, John Marckant and Thomas Church- yard) appeared in 1562. In the meantime, the Books of Common Prayer, of 1549, 1552 and 1559, had been successively established as law by the acts of uniformity of Edward VI. and Queen Elizabeth. In these no provision was made for the use of any metrical psalm or hymn on any occasion whatever, except at the consecration of bishops and the ordination of priests, in which offices (first added in 1552) an English version of " Veni Creator " (the longer of the two now in use) was appointed to be " said or sung." The canticles, " Te Deum," " Benedicite," the Nicene and Athanasian Creeds, the " Gloria in Excelsis," and some other parts of the communion and other special offices were also directed to be " said or sung "; and, by general rubrics, the chanting of the whole service was allowed. The silence, however, of the rubrics in these books as to any other singing was not meant to exclude the use of psalms not expressly appointed, when they could be used without interfering with the prescribed order of any service. It was expressly provided by King Edward's first act of uniformity (by later acts made applicable to the later books) that it should be lawful " for all men, as well in churches, chapels, oratories or other places, to use openly any psalms or prayers taken out of the Bible, at any due time, not letting or omitting thereby the service, or any part thereof, mentioned in the book." And Queen Elizabeth, by one of the injunctions issued in the first year of her reign, declared her desire that the provision made, " in divers collegiate and also some parish churches, for singing in the church, so as to promote the laudable service of music," shoulcl continue. After allowing the use of " a modest and distinct song in all parts of the common prayers of the church, so that the same may be as plainly understanded as if it were read without singing," the injunction proceeded thus — " And yet, nevertheless, for the comforting of such that delight in music, it may be permitted that in the beginning or in the end of the Common Prayer, either at morning or evening, there may be sung an hymn, or such like song to the praise of Almighty God, in the best sort of melody and music that may be conveniently devised, having respect that the sentence " (i.e. sense) " of hymn may be understanded and perceived." The " Old Version," when published (by John Daye, for the Stationers' Company, " cum gratia et privilegio Regiae Majestatis "), bore upon the face of it that it was " newly set forth, and allowed to be sung of the people in churches, before and after morning and evening prayer, as also before and after the sermon." The question of its authority has been at different times much debated, chiefly by Peter Heylyn and Thomas Warton on one side (both of whom disliked and disparaged it), and by William Beveridge, bishop of St Asaph, and the Rev. H. J. Todd on the other. Heylyn says, it was " per- mitted rather than allowed," which seems to be a distinction without much difference. "Allowance," which is all that the book claimed for itself, is authorization by way of permission, not of command- ment. Its publication in that form could hardly have been licensed, nor could it have passed into use as it did without question, through- out the churches of England, unless it had been " allowed " by some authority then esteemed to be sufficient. Whether that authority was royal or ecclesiastical does not appear, nor (considering the proviso in King Edward's act of uniformity, and Queen Elizabeth's injunctions) is it very important. No inference can justly be drawn from the inability of inquirers, in Heylyn's time or since, to discover any public record bearing upon this subject, many public documents of that period having been lost. In this book, as published in 1362, and for many years after- wards, there were (besides the versified Psalms) eleven metrical versions of the " Te Deum," canticles, Lord's Prayer (the best of which is that of the " Benedicite "); and also " Da pacem, Domine," a hymn suitable to the times, rendered into English from Luther; two original hymns of praise, to be sung before morning and evening prayer; two penitential hymns (one of them the "humble lamentation of a sinner"); and a hymn of faith, beginning, " Lord, in Thee is all my trust." In these respects, and also in the tunes which accompanied the words (stated by Dr Charles Burney, in his History of Music, to be German, and not French), there was a departure from the Genevan platform. Some of these hymns, and some of the psalms also (e.g. those by Robert Wisdom, being alternative versions), were omitted at a later period; and many alterations and supposed amendments were from time to time made by un- known hands in the psalms which remained, so that the text, as now printed, is in many places different from that of 1562. In Scotland, the General Assembly of the kirk caused to be printed at Edinburgh in 1564, and enjoined the use of, a book entitled The Form of Prayers and Ministry of the Sacraments used in the English Church at Geneva, approved and received by the Church of Scotland; whereto, besides that was in the former books, are also added sundry other prayers, with the whole Psalms of David in English metre. This contained, from the " Old Version," translations of forty Psalms by Sternhold, fifteen by Whittingham, twenty-six by Kethe and thirty-five by Hopkins. Of the remainder two were by John Pulleyn (one of the Genevan refugees, who became archdeacon of Colchester) ; six by Robert Pont, Knox's son-in- law, who was a minister of the kirk, and also a lord of session ; and fourteen signed with the initials I. C., supposed to be John Craig; one was anonymous, eight were attributed to N., two to M. and one to T. N. respectively. So matters continued in both churches until the Civil War. During the interval, King James I. conceived the project of himself making a new version of the Psalms, and appears to have translated thirty-one of them — the correction of which, together with the translation of the rest, he entrusted to Sir William Alexander, afterwards earl of Stirling. Sir William having completed his task, King Charles I. had it examined and approved by several archbishops and bishops of England, Scotland and Ireland, and caused it to be printed in 1631 at the Oxford Uni- versity Press, as the work of King James; and, by an order 192 HYMNS under the royal sign manual, recommended its use in all churches of his dominions. In 1634 he enjoined the Privy Council of Scotland not to suffer any other psalms, " of any edition what- ever," to be printed in or imported into that kingdom. In 1636 it was republished, and was attached to the famous Scottish service-book, with which the troubles began in 1637. It need hardly be added that the king did not succeed in bringing this Psalter into use in either kingdom. When the Long Parliament undertook, in 1642, the task of altering the liturgy, its attention was at the same time directed to psalmody. It had to judge between two rival translations of the Psalms — one by Francis Rouse, a member of the House of Commons, afterwards one of Cromwell's councillors and finally provost of Eton; the other by William Barton, a clergy- man of Leicester. The House of Lords favoured Barton, the House of Commons Rouse, who had made much use of the labours of Sir William Alexander. Both versions were printed by order of parliament, and were referred for consideration to the West- minster Assembly. They decided in favour of Rouse. His version, as finally amended, was published in 1646, under an order of the House of Commons dated i4th November 1645. In the following year it was recommended by the parliament to the General Assembly at Edinburgh, who appointed a com- mittee, with large powers, to prepare a revised Psalter, recom- mending to their consideration not only Rouse's book but that of 1564, and two other versions (by Zachary Boyd and Sir William Mure of Rowallan), then lately executed in Scotland. The result of the labours of this committee was the " Paraphrase " of the Psalms, which, in 1640-1650, by the concurrent authority of the General Assembly and the committee of estates, was ordered to be exclusively used throughout the church of Scotland. Some use was made in the preparation of this book of the versions to which the attention of the revisers had been directed, and also of Barton's; but its basis was that of Rouse. It was received in Scotland with great favour, which it has ever since retained; and it is fairly entitled to the praise of striking a tolerable medium between the rude homeliness of the " Old," and the artificial modernism of the " New " English versions — perhaps as great a success as was possible for such an undertaking. Sir Walter Scott is said to have dissuaded any attempt to alter it, and to have pronounced it, " with all its acknowledged occasional harshness, so beautiful, that any alterations must •eventually prove only so many blemishes." No further step towards any authorized hymnody was taken by the kirk of •Scotland till the following century. In England, two changes bearing on church hymnody were made upon the revision of the prayer-book after the Restoration, in 1661-1662. One was the addition, in the offices for con- secrating bishops and ordaining priests, of the shorter version of "Veni Creator" ("Come, Holy Ghost, our souls inspire"), as an alternative form. The other, and more important, was the insertion of the rubric after the third collect, at morning and evening prayer: " In quires and places where they sing, here followeth the anthem." By this rubric synodical and parliamentary authority was given for the interruption, at that point, of the prescribed order of the service by singing an anthem, the choice of which was left to the discretion of the minister. Those actually used, under this authority, were for some time only unmetrical passages of scripture, set to music by Blow, Purcell and other composers, of the same kind with the anthems still generally sung in cathedral and collegiate churches. But the word " anthem " had no technical significa- tion which could be an obstacle to the use under this rubric of metrical hymns. The " New Version " of the Psalms, by Dr Nicholas Brady and the poet-laureate NahumTate (both Irishmen), appeared in 1696, under the sanction of an order in council of William UI-i " allowing and permitting " its use " in all such churches, chapels and congregations as should think fit to receive it." Dr Compton, bishop of London, recommended it to his diocese. No hymns were then appended to it; but the authors added a " supplement " in 1703, which received an exactly similar sanction from an order in council of Queen Anne. In that supplement there were several new versions of the canticles, and of the " Veni Creator "; a variation of the old " humble lamentation of a sinner " ; six hymns for Christn'"' *, Easter and Holy Communion (all versions or paraphrases of scripture), which are still usually printed at the end of the prayer-books containing the new version; and a hymn " on the divine use of music " — all accompanied by tunes. The authors also reprinted, with very good taste, the excellent version of the " Benedicite " which appeared in the book of 1562. Of the hymns in this "supplement," one ("While shepherds watched their flocks by night ") greatly exceeded the rest in merit. It has been ascribed to Tate, but it has a character of simplicity unlike the rest of his works. The relative merits of the " Old " and " New " versions have been very variously estimated. Competent judges have given the old the praise, which certainly cannot be QU aad accorded to the new, of fidelity to the Hebrew. In new both, it must be admitted, that those parts which versions have poetical merit are few and far between; but comPared- a reverent taste is likely to be more offended by the frequent sacrifice, in the new, of depth of tone and accuracy of sense to a fluent commonplace correctness of versification and diction, than by any excessive homeliness in the old. In both, however, some psalms, or portions of psalms, are well enough rendered to entitle them to a permanent place in the hymn-books — especially the 8th, and parts of the i8th Psalm, by Sternhold; the 5 7th, 84th and icoth, by Hopkins; the 23rd, 34th and 36th, and part of the I48th, by Tate and Brady. The judgment which a fastidious critic might be disposed to pass upon both these books may perhaps be considerably mitigated by comparing them with the works of other labourers in the same field, of whom Holland, in his interesting volumes entitled Psalmists of Great Britain, enumerates above 150. Some of them have been real poets — the celebrated earl of Surrey, Sir Philip Sidney and his sister the countess of Pembroke, George Sandys, George Wither, John Milton and John Keble. In their versions, as might be expected, there are occasional gleams of power and beauty, exceeding anything to be found in Sternhold and Hopkins, or Tate and Brady; but even in the best these are rare, and chiefly occur where the strict idea of translation has been most widely departed from. In all of them, as a rule, the life and spirit, which in prose versions of the psalms are so wonderfully preserved, have disappeared. The conclusion practically suggested by so many failures is that the difficulties of metrical translation, always great, are in this case insuperable; and that, while the psalms like other parts of scripture are abundantly suggestive of motive and material for hymnographers, it is by assimilation and adaptation, and not by any attempt to transform their exact sense into modern poetry, that they may be best used for this purpose. The order in council of 1703 is the latest act of any public authority by which an express sanction has been given to the use of psalms or hymns in the Church of England. At the end, indeed, of many Prayer-books, till about the middle of the igth century, there were commonly found, besides some of the hymns sanctioned by that order in council, or of those contained in the book of 1562, a sacra- mental and a Christmas hymn by Doddridge; a Christmas hymn (varied by Martin Madan) from Charles Wesley; an Easter hymn of the 1 8th century, beginning "Jesus Christ has risen to-day "; and abridgments of Bishop Ken's Morning and Evening Hymns. These additions first began to be made in or about 1791, in London editions of the Prayer-book and Psalter, at the mere will and pleasure (so far as appears) of the printers. They had no sort of authority. In the state of authority, opinion and practice disclosed by the preceding narrative may be found the true explanation of the fact that, in the country of Chaucer, Spenser, gagn3i, Shakespeare and Milton, and notwithstanding the coogre- example of Germany, no native congregational g*tionai hymnody worthy of the name arose till after the com- ym mencement of the i8th century. Yet there was no want of HYMNS appreciation of the power and value of congregational church music. Milton could write, before 1645: — " There let the pealing organ blow To the full-voiced quire below In service high, and anthems clear, As may with sweetness through mine ear Dissolve me into ecstasies, And bring all Heaven before mine eyes." Thomas Mace, in his Music's Monument (1676), thus described the effect of psalm-singing before sermons by the congregation in York Minster on Sundays, during the siege of 1644: " When that vast concording unity of the whole congregational chorus came thundering in, even so as it made the very ground shake under us, oh, the unutterable ravishing soul's delight! in the which I was so transported and wrapt up in high contemplations that there was no room left in my whole man, body, soul and spirit, for anything below divine and heavenly raptures; nor could there possibly be anything to which that very singing might be truly compared, except the right apprehension or conceiving of that glorious and miraculous quire, recorded in the scriptures at the dedication of the temple." Nor was there any want of men well qualified, and by the turn of their minds predisposed, to shine in this branch of literature. Some (like Sandys, Boyd and Barton) devoted themselves altogether to paraphrases of other scriptures as well as the psalms. Others (like George Herbert, and Francis and John Quarles) moralized, meditated, soliloquized and allegorized in verse. Without reckoning these, there were a few, even before the Restoration, who came very near to the ideal of hymnody. First in time is the Scottish poet John Wedderburn, who translated several of Luther's hymns, and in his Compendious Book of Godly and Spiritual Songs added others of his own (°r k*s brothers') composition. Some of these poems, published before 1560, are of uncommon excellence, uniting ease and melody of rhythm, and structural skill, with grace of expression, and simplicity, warmth and reality of religious feeling. Those entitled " Give me thy heart," " Go, heart," and " Leave me not," which will be found in a collection of 1860 called Sacred Songs of Scotland, require little, beyond the change of some archaisms of language, to adapt them for church or domestic use at the present day. Next come the two hymns of " The new Jerusalem," by an English Roman Catholic priest signing himself F. B. P. (supposed *° ^e " Francis Baker, Presbyter "), and by another Scottish poet, David Dickson, of which the history is given by Dr Bonar in his edition of Dickson's work. This (Dickson's), which begins " O mother dear, Jerusalem," and has long been popular in Scotland, is a variation and amplification by the addition of a large number of new stanzas of the English original, beginning " Jerusalem, my happy home," written in Queen Elizabeth's time, and printed (as appears by a copy in the British Museum) about 1616, when Dickson was still young. Both have an easy natural flow, and a simple happy rendering of the beautiful scriptural imagery upon the subject, with a spirit of primitive devotion uncorrupted by medieval peculiarities. The English hymn of which some stanzas are now often sung in churches is the true parent of the several shorter forms, — all of more than common merit, — which, in modern hymn- books, begin with the same first line, but afterwards deviate from the original. Kindred to these is the very fine and faithful translation, by Dickson's contemporary Drummond of Haw- thornden of the ancient " Urbsbeata Hierusalem " (" Jerusalem, that place divine "). Other ancient hymns (two of Thomas Aquinas, and the " Dies Irae ") were also well translated, in 1646, by Richard Crashaw, after he had become a Roman Catholic and had been deprived by the parliament of his fellow- ship at Cambridge. Conspicuous among the sacred poets of the first two Stuart reigns in England was George Wither. His Hymnes and Songs °f l^e Church appeared in 1622-1623, under a patent of King James I., by which they were declared " worthy and profitable to be inserted, in convenient manner and due place, into every English Psalm-book to metre." His Hallelujah Dicks a Wither. Cos/a. Milton. (in which some of the former Hymnes and Songs were repeated) followed in 1641. Some of the Hymnes and Songs were set to music by Orlando Gibbons, and those in both books were written to be sung, though there is no evidence that the author con- templated the use of any of them in churches. They included hymns for every day in the week (founded, as those contributed nearly a century afterwards by Charles Coffin to the Parisian Breviary also were, upon the successive works of the days of creation) ; hymns for all the church seasons and festivals, including saints' days; hymns for various public occasions; and hymns of prayer, meditation and instruction, for all sorts and conditions of men, under a great variety of circumstances — being at once a " Christian Year " and a manual of practical piety. Many of them rise to a very high point of excellence, — particularly the " general invitation to praise God " (" Come, O come, in pious lays "), with which Hallelujah opens; the thanksgivings for peace and for victory, the -Coronation Hymn, a Christmas, an Epiphany, and an Easter Hymn, and one for St Bartholomew's day (Hymns i, 74, 75, and 84 in part i., and 26, 29, 36 and 54 in part ii. of Hallelujah). John Cosin, afterwards bishop of Durham, published in 1627 a volume of " Private Devotions," for the canonical hours and other occasions. In this there are seven or eight hymns of considerable merit, — among them a very good version of the Ambrosian " Jam lucis orto sidere," and the shorter version of the " Veni Creator," which was introduced after the Restoration into the consecration and ordination services of the Church of England. The hymns of Milton (on the Nativity, Passion, Circumcision and " at a Solemn Music "), written about 1629, in his" early manhood, were probably not intended for singing; but they are odes full of characteristic beauty and power. During the Commonwealth, in 1654, Jeremy Taylor published at the end of his Golden Grove, twenty-one hymns, described by himself as " celebrating the mysteries and chief festivals of the year, according to the manner of the J"re™y ancient church, fitted to the fancy and devotion of the younger and pious persons, apt for memory, and to be joined to their other prayers." Of these, his accomplished editor, Bishop Heber, justly says: — " They are in themselves, and on their own account, very interest- ing compositions. Their metre, indeed, which is that species of spurious Pindaric which was fashionable with his contemporaries, is an obstacle, and must always have been one, to their introduction into public or private psalmody; and the mixture of that alloy of conceits and quibbles which was an equally frequent and still greater defilement of some of the finest poetry of the I7th century will materially diminish their effect as devotional or descriptive odes. Yet, with all these faults, they are powerful, affecting, and often harmonious; there are many passages of which Cowley need not have been ashamed, and some which remind us, not disadvantage- ously, of the corresponding productions of Milton." He mentions particularly the advent hymn (" Lord, come away "), part of the hymn " On heaven," and (as " more regular in metre, and in words more appli cable to public devotion ") the " Prayer for Charity " (" Full of mercy, full of love "). The epoch of the Restoration produced in 1664 Samuel Grossman's Young Man's Calling, with a few " Divine Medita- tions " in verse attached to it; in 1668 John Austin's Devotions in the ancient way of offices, with psalms, hymns and prayers for every day in the week and every period. holyday in the year; and in 1681 Richard Baxter's Poetical Fragments. In these books there are altogether seven or eight hymns, the whole or parts of which are extremely good : Grossman's " New Jerusalem " (" Sweet place, sweet place alone "), one of the best of that class, and " My life's a shade, my days "; Austin's " Hark, my soul, how everything," " Fain would my thoughts fly up to Thee," " Lord, now the time returns," " Wake ah1 my hopes, lift up your eyes "; and Baxter's " My whole, though broken heart, O Lord," and " Ye holy angels bright." Austin's Offices (he was a Roman Catholic) seem to have attracted much attention. Theophilus Dorrington, in 1686, published variations of them under the title of Reformed xiv. 7 194 HYMNS Devotions; George Hickes, the non-juror, wrote one of his numerous recommendatory prefaces to S. Hopton's edition; and the Wesleys, in their earliest hymn-book, adopted hymns from them, with little alteration. These writers were followed by John Mason in 1683, and Thomas Shepherd in 1692, — the former, a country clergyman, much esteemed by Baxter and other Nonconformists; the latter himself a Nonconformist, who finally emigrated to America. Between these two men there was a close alliance, Shepherd's Penitential Cries being published as an addition to the Spiritual Songs of Mason. Their hymns came into early use in several Nonconformist congregations; but, with the exception of one by Mason (" There is a stream which issues forth'"), they are not suitable for public singing. In those of Mason there is often a very fine vein of poetry; and later authors have, by extracts or centoes from different parts of his works (where they were not disfigured by his general quaintness), constructed several hymns of more than average excellence. Three other eminent names of the I7th century remain to be mentioned, John Dryden, Bishop Ken and Bishop Simon Patrick; with which may be associated that of Addison, though he wrote in the i8th century. Dryden's translation of " Veni Creator " a cold and laboured performance, is to be met with in many hymn-books. Abridg- dea ments of Ken's morning and evening hymns are in all. Kea. " These, with the midnight hymn, which is not inferior to them, first appeared in 1697, appended to the third edition of the author's Manual of Prayers for Winchester Scholars. Between these and a large number of other hymns (on the attributes of God, and for the festivals of the church) published by Bishop Ken after 1703 the contrast is remarkable. The universal acceptance of the morning and evening hymns is due to their transparent simplicity, warm but not overstrained devotion, and extremely popular style. Those afterwards published have no such qualities. They are mystical, florid, stiff, didactic and seldom poetical, and deserve the neglect into which they have fallen. Bishop Patrick's hymns were chiefly translations from the Latin, most of them from Prudentius. The best is a version of " Alleluia duke carmen." ^ tne ^ve attributed to Addison, not more than three are adapted to public singing; one (" The spacious firmament on high ") is a very perfect and finished composition, taking rank among the best hymns in the English language.1 From the preface to Simon Browne's hymns, published in 1720, we learn that down to the time of Dr Watts the only hymns known to be " in common use, either in private families or in Christian assemblies," were those of Barton, Mason and Shepherd, together with " an attempt to turn some of George Herbert's poems into common metre," and a few sacramental hymns by authors now forgotten, named Joseph Boyse (1660- 1728) and Joseph Stennett. Of the 1410 authors of original British hymns enumerated in Daniel Sedgwick's catalogue, published in 1863, 1213 are of later date than 1707; and, if any correct enumeration could be made of the total number of hymns of all kinds published in Great Britain before and after that date, the proportion subsequent to 1 707 would be very much larger. 1 The authorship of this and of one other, " When all thy mercies, O my God," has been made a subject of controversy, — being claimed for Andrew Maryell (who died in 1678), in the preface to Captain E. Thompson's edition (1776) of Marvell's Works. But this claim does not appear to be substantiated. The editor did not give his readers the means of judging as to the real age, character or value of a manu- script to which he referred ; he did not say that these portions of it were in Marvell's handwriting; he did not even himself include them among Marvell's poems, as published in the body of his edition ; and he advanced a like claim on like grounds to two other poems, in very different styles, which had been published as their own by Tickell and Mallet. It is certain that all the five hymns were first made public in 1 7 1 2 , in papers contributed by Addison to the Spectator (Nos. 441, 453, 465, 489, 513), in which they were introduced in a way which might have been expected if they were by the hand which wrote those papers, but which would have been improbable, and unworthy of Addison, if they were unpublished works of a writer of so much genius, and such note in his day, as Marvell. They are all printed as Addison's in Dr Johnson's British Poets. Patrick. Add/son Watts. The English Independents, as represented by Dr Isaac Watts, have a just claim to be considered the real founders of modern English hymnody. Watts was the first to understand the nature of the want, and, by the publication of his Hymns in 1707-1709, and Psalms (not translations, but hymns founded on psalms) in 1709, he led the way in providing for it. His immediate followers were Simon Browne and Philip Doddridge. Later in the i8th century, Joseph Hart, Thomas Gibbons, Miss Anne Steele, Samuel Medley, Samuel Stennett, John Ryland, Benjamin Beddome and Joseph Swain succeeded to them. Among these writers, most of whom produced some hymns of merit, and several are extremely voluminous, Isaac Watts and Philip Doddridge are pre-eminent. It has been the fashion with some to disparage Watts, as if he had never risen above the level of his Hymns for Little Children. No doubt his taste is often faulty, and his style very unequal, but, looking to the good, and disregarding the large quantity of inferior matter, it is probable that more hymns which approach to a very high standard of excellence, and are at the same time suitable for congregational use, .may be found in his works than in those of any other English writer. Such are " When I survey the wondrous cross," "Jesus shall reign where'er the sun" (and also another adaptation of the same 72nd Psalm), " Before Jehovah's awful throne " (first line of which, however, is not his, but Wesley's), " Joy to the world, the Lord is come," " My soul, repeat His praise," " Why do we mourn departing friends," " There is a land of pure delight," " Our God, our help in ages past," " Up to the hills I lift mine eyes," and many more. It is true that in some of these cases dross is found in the original poems mixed with gold; but the process of separation, by selec- tion without change, is not difficult. As long as pure nervous English, unaffected fervour, strong simplicity and liquid yet manly sweetness are admitted to be characteristics of a good hymn, works such as these must command admiration. Doddridge is, generally, much more laboured and artificial; but his place also as a hymn-writer ought to be determined, not by his failures, but by his successes, of which the Doddrld number is not inconsiderable. In his better works he is distinguished by a graceful and pointed, sometimes even a noble style. His " Hark, the glad sound, the Saviour comes " (which is, indeed, his masterpiece), is as sweet, vigorous and perfect a composition as can anywhere be found. Two other hymns, " How gentle God's commands," and that which, in a form slightly varied, became the " O God of Bethel, by whose hand," of the Scottish " Paraphrases," well represent his softer manner. Of the other followers in the school of Watts, Miss Anne Steele (1717-1778) is the most popular and perhaps the best. Her hymn beginning " Far from these narrow scenes of night " deserves high praise, even by the side of other good performances on the same subject. The influence of Watts was felt in Scotland, and among the first whom it reached there was Ralph Erskine. This seems to have been after the publication of Erskine's Gospel Sonnets, which appeared in 1732, five years before he joined his brother Ebenezer in the Secession Church. The Gospel Sonnets became, as some have said, a " people's classic "; but there is in them very little which belongs to the category of hymnody. More than nineteen-twentieths of this very curious book are occupied with what are, in fact, theological treatises and catechisms, mystical meditations on Christ as a bridegroom or husband, and spiritual enigmas, paradoxes, and antithetical conceits, versified, it is true, but of a quality of which such lines as — " Faith's certain by fiducial acts, Sense by its evidential facts," may be taken as a sample. The grains of poetry scattered through this large mass of Calvinistic divinity are very few; yet in one short passage of seven stanzas (" O send me down a draught of love "), the fire burns with a brightness so remarkable as to justify a strong feeling of regret that the gift which this writer evidently had in him was not more often cultivated. Another passage, not so well sustained, but of considerable HYMNS beauty (part of the last piece under the title " The believer's soliloquy "), became afterwards, in the hands of John Berridge, the foundation of a very striking hymn (" O happy saints, who walk in light "). After his secession, Ralph Erskine published two paraphrases of the " Song of Solomon," and a number of other " Scripture songs," paraphrased, in like manner, from the Old and New Testaments. In these the influence of Watts became very apparent, not only by a change in the writer's general style, but by the direct appropriation of no small quantity of matter from Dr Watts's hymns, with variations which were not always improvements. His paraphrases of i Cor. i. 24; Gal. vi. 14; Heb. vi. 17-19; Rev. v. n, 12, vii. 10-17, and xii. 7-12 are little else than Watts transformed. One of these (Rev. vii. 10-17) is interesting as a variation and improvement, intermediate between the original and the form which it ultimately assumed as the 66th " Paraphrase " of the Church of Scotland, of Watts's " What happy men or angels these," and " These glorious minds, how bright they shine." No one can compare it with its ultimate product, " How bright these glorious spirits shine," without perceiving that William Cameron followed Erskine, and only added finish and grace to his work, — both excelling Watts, in this instance, in simplicity as well as in conciseness. Of the contributions to the authorized " Paraphrases " (with the settlement of which committees of the General Assembly of the Church of Scotland were occupied from 1745, or Scottish earijer> till 1781), the most noteworthy, besides the pArases. two already mentioned, were those of John Morrison and those claimed for Michael Bruce. The obligations of these " Paraphrases " to English hymnody, already traced in some instances (to which may be added the adoption from Addison of three out of the five " hymns " appended to them), are perceptible in the vividness and force with which these writers, while adhering with a severe simplicity to the sense of the passages of Scripture which they undertook to render, fulfilled the conception of a good original hymn. Morrison's " The race that long in darkness pined " and " Come, let us to the Lord our God," and Bruce's " Where high the heavenly temple stands " (if this was really his), are well entitled to that praise. The advocates of Bruce in the controversy, not yet closed, as to the poems said to have been entrusted by him to John Logan, and published by Logan in his own name, also claim for him the credit of having varied the paraphrase " Behold, the mountain of the Lord," from its original form, as printed by the committee of the 'General Assembly in 1745, by some excellent touches. Attention must now be directed to the hymns produced by the " Methodist " movement, which began about 1738, and which afterwards became divided, between those hymns * esteemed Arminian, under John Wesley, those who adhered to the Moravians, when the original alliance between that body and the founders of Methodism was dissolved, and the Calvinists, of whom Whitfield was the leader, and Selina, countess of Huntingdon, the patroness. Each of these sections had its own hymn-writers, some of whom did, and others did not, secede from the Church of England. The Wesleyans had Charles Wesley, Robert Seagrave and Thomas Olivers; the Moravians, John Cennick, with whom, perhaps, may be classed John Byrom, who imbibed the mystical ideas of some of the German schools; the Calvinists, Augustus Montague Toplady, John Berridge, William Williams, Martin Madan, Thomas Haweis, Rowland Hill, John Newton and William Cowper. Among all these writers, the palm undoubtedly belongs to Charles Wesley. In the first volume of hymns published by the two brothers are several good translations from the German, believed to be by John Wesley, who, although he translated and adapted, is not supposed to have written any original hymns; and the influence of German hymnody, particularly of the works of Paul Gerhardt, Scheffler, Tersteegen and Zinzendorf, may be traced in a large proportion of Charles Wesley's works. He is more subjective and meditative than Watts and his school; there is a didactic turn, even in his Wesley. most objective pieces, as, for example, in his Christmas and Easter hymns; most of his works are supplicatory, and his faults are connected with the same habit of mind. He is apt to repeat the same thoughts, and to lose force by redundancy — he runs sometimes even to a tedious length; his hymns are not always symmetrically constructed, or well balanced and finished off. But he has great truth, depth and variety of feeling; his diction is manly and always to the point; never florid, though sometimes passionate and not free from exaggeration; often vivid and picturesque. Of his spirited style there are few better examples than " 0 for a thousand tongues to sing," " Blow ye the trumpet, blow," " Rejoice, the Lord is King " and " Come, let us join our friends above "; of his more tender vein, " Happy soul, thy days are ended "; and of his fervid contemplative style (without going beyond hymns fit for general use), " O Thou who earnest from above," " Forth in Thy name, O Lord, I go " and " Eternal beam of light divine." With those whose taste is for hymns in which warm religious feelings are warmly and demonstratively ex- pressed, " Jesus, lover of my soul," is as popular as any of these. Of the other Wesleyan hymn-writers, Olivers, originally a Welsh shoemaker and afterwards a preacher, is the most re- markable. He is the author of only two works, both „ odes, in a stately metre, and from their length unfit for congregational singing, but one of them, " The God of Abraham praise," an ode of singular power and beauty. The Moravian Methodists produced few hymns now available for general use. The best are Cennick's " Children of the heavenly King " and Hammond's " Awake and sing the song of ceaakk, Moses and the Lamb," the former of which (abridged), Ham- and the latter as varied by Madan, are found in many mood, hymn-books, and are deservedly esteemed. John By">m- Byrom, whose name we have thought it convenient to connect with these, though he did not belong to the Moravian community, was the author of a Christmas hymn (" Christians awake, salute the happy morn ") which enjoys great popularity; and also of a short subjective hymn, very fine both in feeling and in expression, " My spirit longeth for Thee within my troubled breast." The contributions of the Calvinistic Methodists to English hymnody are of greater extent and value. Few writers of hymns had higher gifts than Toplady, author of " Rock of Tg Jad ages," by some esteemed the finest in the English language. He was a man of ardent temperament, enthusiastic zeal, strong convictions and great energy of character. " He had," says one of his biographers, " the courage of a lion, but his frame was brittle as glass." Between him and John Wesley there was a violent opposition of opinion, and much acrimonious controversy; but the same fervour and zeal which made him an intemperate theologian gave warmth, richness and spirituality to his hymns. In some of them, particularly those which, like " Deathless principle, arise," are meditations after the German manner, and not without direct obligation to German originals, the setting is somewhat too artificial; but his art is never in- consistent with a genuine flow of real feeling. Others (e.g. " When languor and disease invade " and " Your harps, ye trembling saints ") fail to sustain to the end the beauty with which they began, and would have been better for abridgment. But in all these, and in most of his other works, there is great force and sweetness, both of thought and language, and an easy and harmonious versification. Berridge, William Williams (1717-1791) and Rowland Hill, all men remarkable for eccentricity, activity and the devotion of their lives to the special work of missionary preaching, Berridge, though not the authors of [many good hymns, composed, Williams or adapted from earlier compositions, some of great and merit. One of Berridge, adapted from Erskine, has * Mia' been already mentioned; another, adapted from Watts, is " Jesus, cast a look on me." Williams, a Welshman, who wrote " Guide me, O Thou great Jehovah," was especially an apostle of Calvinistic Methodism in his own country, and his hymns are still much used in the principality. Rowland Hill wrote the popular hymn beginning " Exalted high at God's right hand." 196 HYMNS If, however, the number as well as the quality of good hymns available for general use is to be regarded, the authors of the Olney Hymns are entitled to be placed at the head of Cow-per ajj the wrjters of this Calvinistic school. The greater Newton. number of the Olney Hymns are, no doubt, homely and didactic; but to the best of them, and they are no inconsiderable proportion, the tenderness of Cowper and the manliness of John Newton (1725-1807) give the interest of contrast, as well as that of sustained reality. If Newton carried to some excess the sound principle laid down by him, that " perspicuity, simplicity and ease should be chiefly attended to, and the imagery and colouring of poetry, if admitted at all, should be indulged very sparingly and with great judgment," if he is often dry and colloquial, he rises at other times into " soul-animating strains," such as " Glorious things of thee are spoken, Zion, city of our God " ; and sometimes (as in " Approach, my soul, the mercy seat ") rivals Cowper himself in depth of feeling. Cowper's hymns in this book are, almost without exception, worthy of his name. Among them are " Hark, my soul, it is the Lord," " There is a fountain filled with blood," " Far from the world, O Lord, I flee," " God moves in a mys- terious way " and " Sometimes a light surprises." Some, perhaps, even of these, and others of equal excellence (such as " O for a closer walk with God "), speak the language of a special experience, which, in Cowper's case, was only too real, but which could not, without a degree of unreality not desirable in exercises of public worship, be applied to themselves by all ordinary Christians. During the first quarter of the igth century there were not many indications of the tendency, which afterwards became manifest, to enlarge the boundaries of British hymnody. 'ceniu The Remains °f Henry Kirke White, published by aymas. Southey in 1807, contained a series of hymns, some of which are still in use ; and a few of Bishop Heber's hymns and those of Sir Robert Grant, which, though offending rather R Grant to° much against John Newton's canon, are well known and popular, appeared between 1811 and 1816, in the Christian Observer. In John Bowdler's Remains, published soon after his death in 1815, there are a few more of the same, perhaps too scholarlike, character. But the chief hymn-writers of that period were two clergymen of the Established Church — one in Ireland, Thomas Kelly, and the other in England, William Hum — who both became Non- conformists, and the Moravian poet, James Montgomery (1771- 1854), a native of Scotland. Kelly was the son of an Irish judge, and in 1804 published a small volume of ninety-six hymns, which grew in successive editions till, in the last before his death in 1854, they amounted to 765. There is, as might be expected, in this great number a large preponderance of the didactic and commonplace. But not a few very excellent hymns may be gathered from them. Simple and natural, without the vivacity and terseness of Watts or the severity of Newton, Kelly has some points in common with both those writers, and he is less subjective than most of the " Methodist " school. His hymns beginning " Lo ! He comes, let all adore Him," and " Through the day Thy love hath spared us," have a rich, melodious move- ment; and another, " We sing the praise of Him who died," is distinguished by a calm , subdued power, rising gradually from a rather low to a very high key. Hum published in 1813 a volume of 370 hymns, which were afterwards increased to 420. There is little in them which deserves to be saved from oblivion; but one at least, " There is a river deep and broad," may bear com- parison with the best of those which have been produced upon the same, and it is rather a favourite, theme. The Psalms and Hymns of James Montgomery were published in 1822 and 1825, though written earlier. More cultivated an(* art'st'c tnan Kelly, he is less simple and natural. His " Hail to the Lord's Anointed, " " Songs of praise the angels sang " and " Mercy alone can meet my case " are among his most successful efforts. Bawdier. Kelly. Hum. Moat- During this period, the collections of miscellaneous hymns for congregational use, of which the example was set by the Wesleys, Whitfield, Toplady and Lady Huntingdon, had greatly multiplied; and with them the practice (for which, indeed, too many precedents existed in aymas- the history of Latin and German hymnody) of every collector altering the compositions of other men without scruple, to suit his own doctrine or taste; with the effect, too generally, of patching and disfiguring, spoiling and emasculating the works so altered, substituting neutral tints for natural colouring, and a dead for a living sense. In the Church of England the use of these collections had become frequent in churches and chapels, principally in cities and towns, where the sentiments of the clergy approximated to those of the Nonconformists. In rural parishes, when the clergy were not of the " Evangelical " school, they were generally held in disfavour; for which, even if doctrinal prepossessions had not entered into the question, the great want of taste and judgment often manifested in their compilation, and perhaps also the prevailing mediocrity of the bulk of the original compositions from which most of them were derived, would be enough to account. In addition to this, the idea that no hymns ought to be used in any services of the Church of England, except prose anthems after the third collect, without express royal or ecclesiastical authority, continued down to that time largely to prevail among high churchmen. Two publications, which appeared almost simultaneously in 1827 — Bishop Heber's Hymns, with a few added by Dean Milman, and John Keble's Christian Fear (not a hymn- book, but one from which several admirable hymns "nnm'aa have been taken, and the well-spring of many streams Kebie. ' of thought and feeling by which good hymns have since been produced) — introduced a new epoch, breaking down the barrier as to hymnody which had till then existed between the different theological schools of the Church of England. In this movement Richard Mant, bishop of Down, was also one of the first to co-operate. It soon received a great additional impulse from the increased attention which, about the same time, began to be paid to ancient hymnody, and from the publication in 1833 of Bunsen's Gesangbuch. Among its earliest fruits was the Lyra apostolica, containing hymns, sonnets and other devotional poems, most of them originally contributed by some of the leading authors of the Tracts for the Times to the British Magazine; the finest of which is the pathetic " Lead, kindly Light, amid th' en- circling gloom," by Cardinal Newman — well known, and uni- versally admired. From that time hymns and hymn- , ... ... .. , . .~..J , T-, •; Newmaa. writers rapidly multiplied in the Church of England, and in Scotland also. Nearly 600 authors whose publications were later than 1827 are enumerated in Sedgwick's catalogue of 1863, and about half a million hymns are now in existence. Works, critical and historical, upon the subject of hymns, have also multiplied; and collections for church use have become innumerable — several of the various religious denominations, and many of the leading ecclesiastical and religious societies, having issued hymn-books of their own, in addition to those compiled for particular dioceses, churches and chapels, and to books (like Hymns Ancient and Modern, published 1861, supple- mented 1889, revised edition, 1905) which have become popular without any sanction from authority. To mention all the authors of good hymns since the commencement of this new epoch would be impossible; but probably no names could be chosen more fairly representative of its characteristic merits, and perhaps also of some of its defects, than those of Josiah Conder and James Edmeston among English Nonconformists; Henry Francis Lyte and Charlotte Elliott among evangelicals in the Church of England; John Mason Neale and Christopher Wordsworth, bishop of Lincoln, among English churchmen of the higher school; Arthur Penrhyn Stanley, Edward H. Plumptre, Frances Ridley Havergal; and in Scotland, Dr Horatius Bonar, Dr Norman Macleod and Dr George Matheson. American hymn-writers belong to the same schools, and have been affected by the same influences. Some of them have HYMNS 197 enjoyed a just reputation on both sides of the Atlantic. Among those best known are John Greenleaf Whittier, Bishop Doane, Dr W. A. Muhlenberg and Thomas Hastings; and it is difficult to praise too highly such works as the Christmas hymn, " It came upon the midnight clear," by Edmund H. Sears; the Ascension hymn, " Thou, who didst stoop below," by Mrs S. E. Miles; two by Dr Ray Palmer, " My faith looks up to Thee, Thou Lamb of Calvary," and "Jesus, Thou joy of loving hearts," the latter of which is the best among several good English versions of "Jesu, dulcedo, cordium"; and "Lord of all being, throned afar," by Oliver Wendell Holmes. The more modern " Moody and Saakey " hymns (see MOODY, D. L.) popularized a new Evangelical type, and the Salvation Army has carried this still farther. 7. Conclusion.— The object aimed at in this article has been to trace the general history of the principal schools of ancient and modern hymnody, and especially the history of its use in the Christian church. For this purpose it has not been thought necessary to give any account of the hymns of Racine, Madame Guyon and others, who can hardly be classed with any school, nor of the works of Caesar Malan of Geneva (1787-1864) and other quite modern hymn-writers of the Reformed churches in Switzerland and France. On a general view of the whole subject, hymnody is seen to have been a not inconsiderable factor in religious worship. It has been sometimes employed to disseminate and popularize particular views, but its spirit and influence has been, on the whole, catholic. It has embodied the faith, trust and hope, and no small part of the inward experience, of generation after genera- tion of men, in many different countries and climates, of many different nations, and in many varieties of circumstances and condition. Coloured, indeed, by these differences, and also by the various modes in which the same truths have been apprehended by different minds and sometimes reflecting partial and imperfect conceptions of them, and errors with which they have been associated in particular churches, times and places, its testimony is, nevertheless, generally the same. It has upon it a stamp of genuineness which cannot be mistaken. It bears witness to the force of a central attraction more powerful than all causes of difference, which binds together times ancient and modern, nations of various race and language, churchmen and nonconformists, churches reformed and unre- formed; to a true fundamental unity among good Christians; and to a substantial identity in their moral and spiritual experience. (S.) The regular practice of hymnody in English musical history dates from the beginning of the i6th century. Luther's verses were adapted sometimes to ancient church melodies, sometimes to tunes of secular songs, and sometimes had music composed for them by himself and others. Many rhyming Latin hymns are of earlier date whose tunes are identified with them, some of which tunes, with the subject of their Latin text, are among the Reformer's appropriations; but it was he who put the words of praise and prayer into the popular mouth, associated with rhythmical music which aided to imprint the words upon the memory and to enforce their enunciation. In conjunction with his friend Johann Walther, Luther issued a collection of poems for choral singing in 1524, which was followed by many others in North Germany. The English versions of the Psalms by Sternhold and Hopkins and their prede- cessors, and the French version by Clement Marot and Theodore Beza, were written with the same purpose of fitting sacred minstrelsy to the voice of the multitude. Goudimel in 1566 and Claudin le Jeune in 1607 printed harmonizations of tunes that had (then become standard for the Psalms, and in England several such publications appeared, culminating in Thomas Ravenscroft's famous collection, The Whole Book of Psalms (1621); in all of these the arrangements of the tunes were by various masters. The English practice of hymn-singing was much strengthened on the return of the exiled reformers from Frankfort and Geneva, when it became so general that, according to Bishop Jewell, thousands of the populace who assembled at Paul's Cross to hear the preaching would join in the singing of psalms before and after the sermon. The placing of the choral song of the church within the lips of the people had great religious and moral influence; it has had also its great effect upon art, shown in the productions of the North German musicians ever since the first days of the Reformation, which abound in exercises of scholarship and imagination wrought upon the tunes of established acceptance. Some of these are accom- paniments to the tunes with interludes between the several strains, and some are compositions for the organ or for orchestral instru- ments that consist of such elaboration of the themes as is displayed in accompaniments to voices, but of far more complicated and ex- tended character. A special art-form that was developed to a very high degree, but has passed into comparative disuse, was the structure of all varieties of counterpoint extemporaneously upon the known hymn-tunes (chorals), and several masters acquired great fame by success in its practice, of whom J. A. Reinken (1623- 1722), Johann Pachelbel (1653-1706), Georg Boehm and the great J. S. Bach are specially memorable. The hymnody of North Germany has for artistic treatment a strong advantage which is unpossessed by that of England, in that for the most part the same verses are associated with the same tunes, so that, whenever the text or the music is heard, either prompts recollection of the other, whereas in England tunes were always and are now often composed to metres and not to poems; any tune in a given metre is available for every poem in the same, and hence there are various tunes to one poem, and various poems to one tune.1 In England a tune is named generally after some place^-as " York," " Windsor," " Dundee," — or by some other unsignifying word; in North Ger- many a tune is mostly named by the initial words of the verses to which it is allied, and consequently, whenever it is heard, whether with words or without, it necessarily suggests to the nearer the whole subject of that hymn of which it is the musical moiety un- divorceable from the literary half. Manifold as they are, knowledge of the choral tunes is included in the earliest schooling of every Lutheran and every Calvinist in Germany, which thus enables all to take part in performance of the tunes, and hence expressly the definition of " choral." Compositions grounded on the standard tune are then not merely school exercises, but works of art which link the sympathies of the writer and the listener, and aim at ex- pressing the feeling prompted by the hymn under treatment. BIBLIOGRAPHY: I. Ancient. — George Cassander, Hymni ecclesi- astici (Cologne, 1556); Georgius Fabricius, Poetarum veterum ecclesiasticorum (Frankfort, 1578) ; Cardinal J. M. Thomasius, Hymnarium in Opera, ii. 351 seq. (Rome, 1747); A. J. Ram- bach, Anthologie chrisllicher Gesange (Altona, 1817); H. A. Daniel, Thesaurus hymnologicus (Leipzig, 5 vols., 1841-1856); J. M. Neale, Hymni ecclesiae et sequential (London, 1851-1852); and Hymns of the Eastern Church (1863). The dissertation prefixed to the second volume of the Acta sanctorum of the Bollandists; Cardinal J. B. Pitra, Hymnographie de Veglise grecque (1867), Analecta sacra (1876); W. Christ and M. Paranikas, Anthologia Graeca carminum Christianorum (Leipzig, 1 87 1 ) ; F. A. March, Latin Hymns with English Notes (New York, 1875) ; R. C. Trench, Sacred Latin Poetry (London, 4th ed., 1874); J. Pauly, Hymni breviarii Romani (Aix-la-Chapelle, 3 vols., 1868-1870) ; Pimont, Les Hymnes du breviaire remain (vols. 1-3, 1874-1884, unfinished); A. W. F. Fischer, Kirchenlieder- Lexicon (Gotna, 1878-1879); J. Kayser, B'eitrdge zur Geschichte der altesten Kirchenhymnen (1881); M. Manitius, Geschichte der christ- lichen lateinischen Poesie (Stuttgart, 1891); John Julian, Dictionary of Hymnology (1892, new ed. 1907). For criticisms of metre, see also Huemer, Untersuchungen uber die altesten christlichen Rhythmen (1879); E. Bouvy, Poetes et melodes (Nimes, 1886); C. Krumbacher, Geschichte der byzantinischen Literatur (Munich, 1897, p. 700 seq.); J. M. Neale, Latin dissertation prefixed to Daniel's Thesaurus, vol. 5 ; and D. J. Donahoe, Early Christian Hymns (London, 1909). II. Medieval. — Walafrid Strabo's treatise, ch. 25, De hymnis, &c.; Radulph of Tongres, De psaltario obseroando (l4th century); Clichtavaens, EluMatorium ecclesiasticum (Paris, 1556); Faustinas Arevalus, Hymnodia Hispanica (Rome, 1786); E. du MeYil, Poesies populaireslatinesanterieuresauXIII°siecle(Pa.ns,\i 843); J.Stevenson, Latin Hymns of the Anglo-Saxon Church (Surtees Society, Durham, 1851); Norman, Hymnarium Sarisburiense (London, 1851); J. D. Chambers, Psalter, &c., according to the Sarum use (1852); F. J. Mone, Lateinische Hymnen des Mittelalters (Freiburg, 3 vols., 1853- 1855); Ph. Wackernagel, Das deutsche Kirchenlied yon der altesten Zeit bis zum Anfang des 17. Jahrhunderts, vol. i. (Leipzig, 1864); E. Dummler, Poetae latini aevi Carolini (1881-1890); the Hymnolo- gische Beitrage: Quellen und Forschungen zur Geschichte der lateini- schen Hymnendichtnng, edited by C. Blume and G. M. Dreves (Leip- zig, 1897); G. C. F. Mohnike, Hymnologische Forschungen; Klem- ming, Hymni et sequential in regno Sueciae (Stockholm, 4 vols., 1885-1887); Das katholische^ deutsche Kirchenlied (vol. i. by K. Severin Meister, 1862, vol. ii. by W. Baumker, 1883); the " Hym- nodia Hiberica," Spanische Hymnen des Mittelalters, vol. xvi. (1894); the "Hymnodia Gotica," Mozarabische Hymnen des altspanischen Ritus, vol. xxvii. (1897); J. Danko, Vetus hymnarium ecclesiasticae Hungarian (Budapest, 1893); J. H. Bernard and R. Atkinson, The Irish Liber Hymnorum (2 vols., London, 1898); C. A. J. Chevalier, Poesie liturgique du moyen age (Paris, 1893). III. Modern. — J. C. Jacobi, Psalmodia Germanica (1722-1725 and 1732, with supplement added by J. Haberkorn, 1765) ; F. A. Cunz, Geschichte des deutschen Kirchenliedes (Leipzig, 1855); Baron von Bunsen, Versuch eines attgemeinen Gesang- und Gebetbuches 1 The old tune for the looth Psalm and Croft's tune for the iO4th are almost the only exceptions, unless " God save the King " may be classed under " hymnody." In Scotland also the tune for the I24th Psalm is associated with its proper text. 198 HYPAETHROS— HYPATIA (1833) and Allgemeines evangelisches Gesang- und Gebetbuch (1846); Catherine Winkworth, Christian Singers of Germany (1869) and Lyra Germanica (1855); Catherine H. Dunn, Hymns from the German (1857); Frances E. Cox, Sacred Hymns from the German (London, 1841); Massie, Lyra domestica (1860); Appendix on Scottish Psalmody in D. Lame's edition of Baillie's Letters and Journals (1841-1842); J. and C. Wesley, Collection of Psalms and Hymns (1741); Josiah Miller, Our Hymns, their Authors and Origin (1866); John Gadsby, Memoirs of the Principal Hymn-writers (3rd ed., 1861); L. C. Biggs, Annotations to Hymns Ancient and Modern (1867) ; Daniel Sedgwick, Comprehensive Index of Names of Original Authors of Hymns (2nd ed., 1863); R. E. Prothero, The Psalms in Human Life (1907); C. J. Brandt and L. Helweg, Den danske Psalmedigtning (Copenhagen, 1846-1847); J. N. Skaar, Norsk Salmehistorie (Bergen, 1879-1880); H. Schttck, Svensk Literaturhistoria (Stockholm, 1890) ; Rudolf Wolkan, Geschichte der deutschen Literatur in Bohmen, 246-256, and Das deutsche Kirchenlied der bohm. Briider (Prague, 1891); Zahn, Die geistlichen Lieder der Bruder in Bohmen, Mdhren u. Polen (Nuremberg, 1875); and J. Miiller, " Bohemian Brethren's Hymnody," in J. Julian's Dictionary of Hymnology. For account of hymn-tunes, &c., see W. Cowan and James Love, Music of the Church Hymnody and the Psalter in Metre (London, 1901); and Dickinson, Music in the History of the Western Church (New York, 1902) ; S. Kiimmerle, Encyklopadie der evangelischen Kirchenmusik (4 vols., 1888-1895); Chr. Palmer, Evangelische Hymnologie (Stuttgart, 1865); and P. Utto Kornmiiller, Lexikon der kirchlichen Tonkunst (1891). HYPAETHROS (Gr. wraitfpos, beneath the sky, in the open air, wro, beneath, and aldrjp, air), the Greek term quoted by Vitruvius (iii. 2) for the opening in the middle of the roof of decastyle temples, of which " there was no example in Rome, but one in Athens in the temple of Jupiter Olympius, which is octastyle." But at the time he wrote (c. 25 B.C.) the cella of this temple was unroofed, because the columns which had been pro- vided to carry, at all events, part of the ceiling and roof had been taken away by Sulla in 80 B.C. The decastyle temple of Apollo Didymaeus near Miletus was, according to Strabo (c. 50 B.C.), unroofed, on account of the vastness of its cella, in which precious groves of laurel bushes were planted. Apart from these two examples, the references in various writers to an opening of some kind in the roofs of temples dedicated to particular deities, and the statement of Vitruvius, which was doubtless based on the writings of Greek authors, that in decastyle or large temples the centre was open to the sky and without a roof (medium autem sub diw est sine tecto), render the existence of the hypaethros probable in some cases; and therefore C. R. Cockerell's discovery in the temple at Aegina of two fragments of a coping-stone, in which there were sinkings on one side to receive the tiles and covering tiles, has been of great importance in the discussion of this subject. In the conjectural restoration of the opaion or opening in the roof shown in Cockerell's drawing, it has been made needlessly large, having an area of about one quarter of the superficial area of the cella between the columns, and since in the Pantheon at Rome the relative proportions of the central opening in the dome and the area of the Rotunda are i: 22, and the light there is ample, in the clearer atmosphere of Greece it might have been less. The larger the opening the more con- spicuous would be the notch in the roof which is so greatly objected to; in this respect T. J. Hittorff would seem to be nearer the truth when, in his conjectural restoration of Temple R. at Selinus, he shows an opaion about half the relative size shown in Cockerell's of that at Aegina, the coping on the side elevation being much less noticeable. The problem was apparently solved in another way at Bassae, where, in the excavations of the temple of Apollo by Cockerell and Baron Haller von Hallerstein, three marble tiles were found with pierced openings in them about 18 in. by 10 in.; five of these pierced tiles on either side would have amply lighted the interior of the cella, and the amount of rain passing through (a serious element to be considered in a country where torrential rains occasionally fall) would not be very great or more than could be retained to dry up in the cella sunk pavement. In favour of both these methods of lighting the interior of the cella, the sarcophagus tomb at Cyrene, about 20 ft. long, carved in imitation of a temple, has been adduced, because, on the top of the roof and in its centre, there is a raised coping, and a similar feature is found on a tomb found near Delos; an example from Crete now in the British Museum shows a pierced tile on each side of the roof, and a large number of pierced tiles have been found in Pompeii, some of them surrounded with a rim identical with that of the marble tiles at Bassae. On the other hand, there are many authorities, among them Dr W. Dorpfeld, who have adhered to their original opinion that it was only through the open doorway that light was ever admitted into the cella, and with the clear atmosphere of Greece and the reflections from the marble pavement such lighting would be quite sufficient. There remains still another source of light to be considered, that passing through the Parian marble tiles of the roof; the superior translucency of Parian to any other marble may have suggested its employment for the roofs of temples, and if, in the framed ceilings carried over the cella, openings were left, some light from the Parian tile roof might have been obtained. It is possibly to this that Plutarch refers when describing the ceiling and roof of the temple of Demeter at Eleusis, where the columns in the interior of the temple carried a ceiling, probably constructed of timbers crossing one another at right angles, and one or more of the spaces was left open, which Xenocles surmounted by a roof formed of tiles. James Fergusson put forward many years ago a conjectural restoration in which he adopted a clerestory above the super- imposed columns inside the cella; in order to provide the light for these windows he indicated two trenches in the roof, one on each side, and pointed out that the great Hall of Columns at Karnak was lighted in this way with clerestory windows; but in the first place the light in the latter was obtained over the flat roofs covering lower portions of the hall, and in the second place, as it rarely rains in Thebes, there could be no difficulty about the drainage, while in Greece, with the torrential rains and snow, these trenches would be deluged with water, and with all the appliances of the present day it would be impossible to keep these clerestory windows water- tight. There is, however, still another objection to Fergusson's theory; the water collecting in these trenches on the roof would have to be discharged, for which Fergusson's suggestions are quite inadequate, and the gargoyles shown in the cella wall would make the peristyle insupportable just at the time when it was required for shelter. No drainage otherwise of any kind has eyer been found in any Greek temple, which is fatal to Fergusson's view. Nor is it in accordance with the definition " open to the sky." English cathedrals and churches are all lighted by clerestory windows, but no one has described them as open to the sky, and although Vitru- vius's statements are sometimes confusing, his description is far too clear to leave any misunderstanding as to the lighting of temples (where it was necessary on account of great length) through an opening in the roof. There is one other theory which has been put forward, but which can only apply to non-peristylar temples, — that light and air was admitted through the metopes, the apertures between the beams crossing the cella, — and it has been assumed that because Orestes was advised in one of the Greek plays to climb up and look through the metopes of the temple, these were left open ; but if Orestes could look in, so could the birds, and the statue of the god would be defiled. The metopes were probably filled in with shutters of some kind which Orestes knew how to open. (R.P.S.) HYPALLAGE (Gr. wraXXo/yij, interchange or exchange), a rhetorical figure, in which the proper relation between two words according to the rules of syntax are inverted. The stock instance is that in Virgil, Aen. iii. 61, where dare classibus austros, to give winds to the fleet, is put for dare classes austris, to give the fleet to the winds. The term is also loosely applied to figures of speech properly known as " metonymy " and, generally, to any striking turn of expression. HYPATIA ("IfyaTta) (c. A.D. 37(5-415) mathematician and philosopher, born in Alexandria, was the daughter of Theon, also a mathematician and philosopher, author of scholia on Euclid and a commentary on the Almagest, in which it is suggested that he was assisted by Hypatia (on the 3rd book). After lecturing in her native city, Hypatia ultimately became the recognized head of the Neoplatonic school there (c. 400). Her great eloquence and rare modesty and beauty, combined with her remarkable intellectual gifts, attracted to her class-room a large number of pupils. Among these was Synesius, afterwards (c. 410) bishop of Ptolema'is, several of whose letters to her, full of chivalrous admiration and reverence, are still extant. Suidas, misled by an incomplete excerpt in Photius from the life of Isidorus (the Neoplatonist) by Damascius, states that Hypatia HYPERBATON— HYPERBOREANS 199 was the wife of Isidorus; but this is chronologically impossible, since Isidorus could not have been born before 434 (see Hoche in Philologus) . Shortly after the accession of Cyril to the patriarch- ate of Alexandria in 412, owing to her intimacy with Orestes, the pagan prefect of the city, Hypatia was barbarously murdered by the Nitrian monks and the fanatical Christian mob (March 415). Socrates has related how she was torn from her chariot, dragged to the Caesareum (then a Christian church), stripped naked, done to death with oyster-shells (oorpaKois dmXov, perhaps " cut her throat ") and finally burnt piecemeal. Most prominent among the actual perpetrators of the crime was one Peter, a reader; but there seems little reason to doubt Cyril's complicity (see CYRIL OF ALEXANDRIA). Hypatia, according to Suidas, was the author of commentaries on the Arithmetica of Diophantus of Alexandria, on the Conies of Apollonius of Perga and on the astronomical canon (of Ptolemy). These works are lost; but their titles, combined with expressions in the letters of Synesius, who consulted her about the construction of an astrolabe and a hydroscope, indicate that she devoted herself specially to astronomy and mathematics. Little is known of her philosophical opinions, but she appears to have embraced the intellectual rather than the mystical side of Neoplatonism, and to have been a follower of Plotinus rather than of Porphyry and lamblichus. Zeller, however, in his Outlines of Greek Philosophy (1886, Eng. trans, p. 347), states that " she appears to have taught the Neoplatonic doctrine in the form in which lamblichus had stated it." A Latin letter to Cyril on behalf of Nestorius, printed in the Collectio nova con- ciliorum, i. (1623), by Stephanus Baluzius (Etienue Baluze, q.v.), and sometimes attributed to her, is undoubtedly spurious. The story of Hypatia appears in a considerably disguised yet still recognizable form in the legend of St Catherine as recorded in the Roman Breviary (November 25), and still more fully in the Martyrologies (see A.B. Jameson, Sacred and Legendary Art (1867) ii. 467. The chief source for the little we know about Hypatia is the account given by Socrates (Hist, ecdesiastica, vii. 15). She is the subject of an epigram by Palladas in the Greek Anthology (ix. 400). See Fabricius, Bibliotheca Graeca (ed. Harles), ix. 187; John Toland, Tetradymus (1720); R. Hoche in Philologus (1860), xv. 435; monographs by Stephan Wolf (Czernowitz, 1879), H. Ligier (Dijon, 1880) and W. A. Meyer (Heidelberg, 1885), who devotes attention to the relation ol Hypatia to the chief representatives of Neoplatonism; J. B. Bury, Hist, of the Later Roman Empire (1889), i. 208,317 ; A. Guldenpenning, Geschichte des ostrontischen Reiches unter Arcadius und Theodpsius II. (Halle, 1885), p. 230; Wetzer and Welte, Kirchenlexikon, vi (1889), from a Catholic standpoint. The story of Hypatia also forms the basis of the well-known historical romance by Charles Kingsley (1853). HYPERBATON (Gr. VTrtpfiarov, a stepping over), the name of a figure of speech, consisting of a transposition of words from their natural order, such as the placing of the object before instead o: after the verb. It is a common method of securing emphasis. HYPERBOLA, a conic section, consisting of two open branches each extending to infinity. It may be defined in several ways The in solido definition as the section of a cone by a plane at a less inclination to the axis than the generator brings out tfo existence of the two infinite branches if we imagine the con< to be double and to extend to infinity. The in piano definition i.e. as the conic having an eccentricity greater than unity, is a convenient starting-point for the Euclidian investigation. In projective geometry it may be defined as the conic which inter sects the line at infinity in two real points, or to which it is possibli to draw two real tangents from the centre. Analytically, it i defined by an equation of the second degree, of which the highes terms have real roots (see CONIC SECTION). While resembling the parabola in extending to infinity, the curve has closest affinities to the ellipse. Thus it has a real centre, two foci, two directrices and two vertices; the transverse axis, joining the vertices, corresponds to the major axis of the ellipse, and thi line through the centre and perpendicular to this axis is called th< conjugate axis, and corresponds to the minor axis of the ellipse about these axes the curve is symmetrical. The curve does no appear to intersect the conjugate axis, but the introduction o imaginaries permits us to regard it as cutting this axis in two unrea points. Calling the foci S, S', the real vertices A, A', the extremitie f the conjugate axis B, B' and the centre C, the positions of B, B' re given by AB = AB' = CS. If a rectangle be constructed about AA' and BB', the diagonals of this figure are the " asymptotes " f the curve; they are the tangents from the centre, and hence ouch the curve at infinity. These two lines may be pictured in the n solido definition as the section of a cone by a plane through its /ertex and parallel to the plane generating the hyperbola. If the asymptotes be perpendicular, or, in other words, the principal axes e equal, the curve is called the rectangular hyperbola. The hyper- ola which has for its transverse and conjugate axes the transverse and conjugate axes of another hyperbola is said to be the conjugate lyperbola. Some properties of the curve will be briefly stated : If PN be the irdinate of the point P on the curve, AA' the vertices, X the meet of he directrix and axis and C the centre, then PN2: AN.NA': : >X2 : AX.A'X, i.e. PN2 is to AN.NA' in a constant ratio. The circle >n AA' as diameter is called the auxiliarly circle; obviously AN.NA' equals the square of the tangent to this circle from N, and hence the ratio of PN to the tangent to the auxiliarly circle from N equals the ratio of the conjugate axis to the transverse. We may observe that the asymptotes intersect this circle in the same points as the directrices. An important property is: the difference of the focal distances of any point on the curve equals the transverse axis. The tangent at any point bisects the angle between the focal dis- tances of the point, and the normal is equally inclined to the focal distances. Also the auxiliarly circle is the locus of the feet of the per- pendiculars from the foci on any tangent. Two tangents from any joint are equally inclined to the focal distance of the point. If the :angent at P meet the conjugate axis in /, and the transverse in N, then Ct. PN = BC2; similarly if g and G be the corresponding inter- sections of the normal, PG : Pg : : BC2 : AC2. A diameter is a line through the centre and terminated by the curve : it bisects all chords parallel to the tangents at its extremities; the diameter parallel to these chords is its conjugate diameter. Any diameter is a mean proportional between the transverse axis and the focal chord parallel to the diameter. Any line cuts off equal distances between the curve and the asymptotes. If the tangent at P meets the asymptotes in R, R', then CR.CR' = CS2. The geometry of the rectangular hyper- bola is simplified by the fact that its principal axes are equal. Analytically the hyperbola is given by ax* -\-zhxy -\-b-f -\-2gx-\- 2/y+c = o wherein ab>W-. Referred to the centre this becomes Ax2+2H»y+By2-|-C=o; and if the axes of coordinates be the principal axes of the curve, the equation is further simplified to Ax2-By2 = C, or if the semi-transverse axis be a, and the semi- conjugate 6, 3c2/a2-y2/62 = I . This is the most commonly used form. In the rectangular hyperbola a = b; hence its equation is it2— y = o. The equations to the asymptotes are x/a= =fcy/6 and x= <*=y respec- tively. Referred to the asymptotes as axes the general equation becomes xy = Ki; obviously the axes are oblique in the general hyperbola and rectangular in the rectangular hyperbola. The values of the constant kj are f(a2+62) and Ja2 respectively. (See GEOMETRY: Analytical; Projective.) HYPERBOLE (from Gr. wrep/SaXXeiv, to throw beyond), a figure of rhetoric whereby the speaker expresses more than the truth, in order to produce a vivid impression; hence, an exaggeration. HYPERBOREANS ('T7rep/36peot, "Tireppopeioi.) , a mythical people intimately connected with the worship of Apollo. Their name does not occur in the Iliad or the Odyssey, but Herodotus (iv. 32) states that they were mentioned in Hesiod and in the Epigoni, an epic of the Theban cycle. According to Herodotus, two maidens, Opis and Arge, and later two others, Hyperoche and Laodice, escorted by five men, called by the Delians Per- pherees, were sent by the Hyperboreans with certain offerings to Delos. Finding that their messengers did not return, the Hyperboreans adopted the plan of wrapping the offerings in wheat-straw and requested their neighbours to hand them on to the next nation, and so on, till they finally reached Delos. The theory of H. L. Ahrens, that Hyperboreans and Perpherees are identical, is now widely accepted. In some of the dialects of northern Greece (especially Macedonia and Delphi) had a tendency to become /3. The original form of Ilep^epees was vwepfapfTiu, or vweptfiopoi (" those who carry over "), which becoming inrtp^opoi gave rise to the popular derivation from /3opeas (" dwellers beyond the north wind "). The Hyper- boreans were thus the bearers of the sacrificial gifts to Apollo over land and sea, irrespective of their home, the name being given to Delphians, Thessalians, Athenians and Delians. It is objected by 0. Schroder that the form IIep<£ep««s requires a passive meaning, " those who are carried round the altar," perhaps dancers like the whirling dervishes; distinguishing them from the Hyperboreans, he explains the latter as those who live " above 200 HYPEREIDES— HYPERTROPHY the mountains," that is, in heaven. Under the influence of the derivation from /3op£os, the home of the Hyperboreans was placed in a region beyond the north wind, a paradise like the Elysian plains, inaccessible by land or sea, whither Apollo could remove those mortals who had lived a life of piety. It was a land of perpetual sunshine and great fertility; its inhabitants were free from disease and war. The duration of their life was 1000 years, but if any desired to shorten it, he decked himself with garlands and threw himself from a rock into the sea. The close connexion of the Hyperboreans with the cult of Apollo may be seen by comparing the Hyperborean myths, the characters of which by their names mostly recall Apollo or Artemis (Agyieus, Opis, Hecaergos, Loxo), with the ceremonial of the Apolline worship. No meat was eaten at the Pyanepsia; the Hyper- boreans were vegetarians. At the festival of Apollo at Leucas a victim flung himself from a rock into the sea, like the Hyper- borean who was tired of life. According to an Athenian decree (380 B.C.) asses were sacrificed to Apollo at Delphi, and Pindar (Pythia, x. 33) speaks of " hecatombs of asses " being offered to him by the Hyperboreans. As the latter conveyed sacrificial gifts to Delos hidden in wheat-straw, so at the Thargelia a sheaf of corn was carried round in procession, concealing a symbol of the god (for other resemblances see Crusius's article). Although the Hyperborean legends are mainly connected with Delphi and Delos, traces of them are found in Argos (the stories of Heracles, Perseus, lo), Attica, Macedonia, Thrace, Sicily and Italy (which Niebuhr indeed considers their original home). In modern times the name has been applied to a group of races, which includes the Chukchis, Koryaks, Yukaghirs, Ainus, Gilyaks and Kamcha- dales, inhabiting the arctic regions of Asia and America. But if ever ethnically one, the Asiatic and American branches are now as far apart from each other as they both are from the Mongolo- Tatar stock. i See O. Crusius in Roscher's Lexikon der Mythplogie; O. Schroder in Archiv fur Religionswissenschaft (1904), viii. 69; W. Mann- hardt, Wold- und Feldkttlte (1905) ; L. R. Farnell, Cults of the Greek Slates (1907), iv. 100. HYPEREIDES (c. 390-322 B.C.), one of the ten Attic orators, was the son of Glaucippus, of the deme of Collytus. Having studied under Isocrates, he began life as a writer of speeches for the courts, and in 360 he prosecuted Autocles, a general charged with treason in Thrace (frags. 55-65, Blass). At the time of the so-called " Social War " (358-355) he accused Aristophon, then one of the most influential men at Athens, of malpractices (frags. 40-44, Blass), and impeached Philocrates (343) for high treason. From the peace of 346 to 324 Hypereides supported Demosthenes in the struggle against Macedon; but in the affair of Harpalus he was one of the ten public prosecutors of Demosthenes, and on the exile of his former leader he became the head of the patriotic party (324). After the death of Alexander, he was the chief promoter of the Lamian war against Antipater and Craterus. After the decisive defeat at Crannon (322), Hypereides and the other orators, whose surrender was demanded by Antipater, were condemned to death by the Athenian partisans of Macedonia. Hypereides fled to Aegina, but Antipater's emissaries dragged him from the temple of Aeacus, where he had taken refuge, and put him to death; according to others, he was taken before Antipater at Athens or Cleonae. His body was afterwards removed to Athens for burial. Hypereides was an ardent pursuer of " the beautiful," which in his time generally meant pleasure and luxury. His temper was easy-going and humorous; and hence, though in his develop- ment of the periodic sentence he followed Isocrates, the essential tendencies of his style are those of Lysias, whom he surpassed, however, in the richness of his vocabulary and in the variety of his powers. His diction was plain and forcible, though he occasionally indulged in long compound words probably borrowed from the Middle Comedy, with which, and with the everyday life of his time, he was in full sympathy. His composition was simple. He was specially distinguished for subtlety of expression, grace and wit, as well as for tact in approaching his case and handling his subject matter. Sir R. C. Jebb sums up the criticism of pseudo-Longinus (De sublimitate, 34) in the phrase — " Hypereides was the Sheridan of Athens." Seventy-seven speeches were attributed to Hypereides, of which twenty-five were regarded as spurious even by ancient critics. It is said that a MS. of most of the speeches was in existence in the l6th century in the library of Matthias Corvinus, king of Hungary, at Ofen, but was destroyed at the capture of the city by the Turks in 1526. Only a few fragments were known until comparatively recent times. In 1847 large fragments of his speeches Against Demosthenes (see above) and For Lycophron (incidentally interesting as elucidating the order of marriage processions and other details of Athenian life, and the Athenian government of Lemnos), and the whole of the For Euxenippus (c. 330, a locus classicus on Acayy (\laior state prosecutions), were found in a tomb at Thebes in Egypt, and in 1 856 a considerable portion of a X6-yos ttrtT&u>s, a Funeral Oration over Leosthenes and his comrades who had fallen in the Lamian war, the best extant specimen of epideictic oratory (see BABINGTON, CHURCHILL). Towards the end of the century further discoveries were made of the conclusion of the speech Against Philippides (dealing with a 7po#i) *apav&nav, or indictment for the proposal of an unconstitutional measure, arising out of the disputes of the Macedonian and anti-Macedonian parties at Athens) , and of the whole of the Against Athenogenes (a perfumer accused of fraud in the sale of his business). These have been edited by F. G. Kenyon (1893). An important speech that is lost is the Deliacus (frags. 67-75, Blass) on the presidency of the Delian temple claimed by both Athens and Delos, which was adjudged by the Amphictyons to Athens. On Hypereides generally see pseudo-Plutarch, Decem oratorum vitae; F. Blass, Altische Beredsamkeit, Hi. ; R. C. Jebb, Attic Orators, ii. 381. A full list of editions and articles is given in F. Blass, Hyperidis orationes sex cum ceterarum fragments (1894, Teubner series), to which may be added I. Bassi, Le Quattro Orazioni di Iperide (introduction and notes, 1888), and I. E. Sandys in Classical Review (January 1895) (a review of the editions of Kenyon and Blass). For the discourse against Athenogenes see H. Weil, Etudes sur I'antiquile grecque (1900). HYPERION, in Greek mythology, one of the Titans, son of Uranus and Gaea and father of Helios, the sun-god (Hesiod, Theog. 134, 371; Apollodorus i. i. 2). In the well-known passage in Shakespeare (Hamlet, i. 2: "Hyperion to a satyr," where as in other poets the vowel -i- though really long, is shortened for metrical reasons) Hyperion is used for Apollo as expressive of the idea of beauty. The name is often used as an epithet of Helios, who is himself sometimes called simply Hyperion. It is explained as (i) he who moves above (inr(p-u>iv) , but the quantity of the vowel is against this; (2) he who is above (wrepi-a>c). Others take it to be a patronymic in form, like Kpojowv, MoXuoi'. HYPERSTHENE, a rock-forming mineral belonging to the group of orthorhombic pyroxenes. It differs from the other members (enstatite [q.v.] and bronzite) of this group in containing a considerable amount of iron replacing magnesium: the chemical formula is (Mg,Fe)SiOj. Distinctly developed crystals are rare, the mineral being usually found as foliated masses embedded in those igneous rocks — norite, hypersthene-andesite, &c. — of which it forms an essential constituent. The coarsely grained labradorite-hypersthene-rock (norite) of the island of St Paul off the coast of Labrador has furnished the most typical material; and for this reason the mineral has been known as " Labrador hornblende " or paulite. The colour is brownish- black, and the pleochrism strong; the hardness is 6, and the specific gravity 3-4-3-5. On certain surfaces it displays a brilliant copper-red metallic sheen or schiller, which has the same origin as the bronzy sheen of bronzite (q.v.) , but is even more pronounced. Like bronzite, it is sometimes cut and polished for ornamental purposes. (L. J. S.) HYPERTROPHY (Gr. wrep, over, and rpo^, nourishment), a term in medicine employed to designate an abnormal increase in bulk of one or more of the organs or component tissues of the body (see PATHOLOGY). In its strict sense this term can only be applied where the increase affects the natural textures of a part, and is not applicable where the enlargement is due to the presence of some extraneous morbid formation. Hypertrophy of a part may manifest itself either by simply an increase in the size of its constituents, or by this combined with an increase in their number (hyperplasia). In many instances both are associated. HYPNOTISM 201 The conditions giving rise to hypertrophy are the reverse of those described as producing ATROPHY (q.v.). They are concisely stated by Sir James Paget as being chiefly or only three, namely: (i) the increased exercise of a part in its healthy functions; (2) an increased accumulation in the blood of the particular materials which a part appropriates to its nutrition or in secretion; and (3) an increased afflux of healthy blood. Illustrations are furnished of the first of these conditions by the high development of muscular tissue under habitual active exercise; of the second in the case of obesity, which is an hyper- trophy of the fatty tissues, the elements of which are furnished by the blood; and of the third in the occasional overgrowth of hair in the neighbourhood of parts which are the seat of inflam- mation. Obviously therefore, in many instances, hypertrophy cannot be regarded as a deviation from health, but rather on the contrary as indicative of a high degree of nutrition and physical power. Even in those cases where it is found associated with disease, it is often produced as a salutary effort of nature to compensate for obstructions or other difficulties which have arisen in the system, and thus to ward off evil consequences. No better example of this can be seen than in the case of certain forms of heart disease, where from defect at some of the natural orifices of that organ the onward flow of the blood is interfered with, and would soon give rise to serious embarrassment to the circulation, were it not that behind the seat of obstruction the heart gradually becomes hypertrophied, and thus acquires greater propelling power to overcome the resistance in front. Again, it has been noticed, in the case of certain double organs such as the kidneys, that when one has been destroyed by disease the other has become hypertrophied to such a degree as enables it to discharge the functions of both. Hypertrophy may, however, in certain circumstances con- stitute a disease, as in goitre and elephantiasis (?.».), and also in the case of certain tumours and growths (such as cutaneous excrescences, fatty tumours, mucous polypi, &c.), which are simply enlargements of normal textures. Hypertrophy does not in all cases involve an increase in bulk; for, just as in atrophy there may be no diminution in the size of the affected organ, so in hypertrophy there may be no increase. This is apt to be the case where certain only of the elements of an organ undergo increase, while the others remain unaffected or are actually atrophied by the pressure of the hypertrophied tissue, as is seen in the disease known as cirrhosis of the liver. A spurious hypertrophy is observed in the rare disease to which G. B. Duchenne applied the name of pseudo-hypertrophic paralysis. This ailment, which appears to be confined to children, consists essentially of a progressive loss of power accompanied with a remarkable enlargement of certain muscles or groups of muscles, more rarely of the whole muscular system. This increase of bulk is, however, not a true hypertrophy, but rather an excessive development of connective tissue in the substance of the muscles, the proper texture of which tends in consequence to undergo atrophy or degeneration. The appearance presented by a child suffering from this disease is striking. The attitude and gait are remarkably altered, the child standing with shoulders thrown back, small of the back deeply curved inwards, and legs wide apart, while walking is accompanied with a peculiar swinging or rocking movement. The calves of the legs, the buttocks, the muscles of the back, and occasionally other muscles, are seen to be unduly enlarged, and contrast strangely with the general feebleness. The progress of the disease is marked by increasing failure of locomotory power, and ultimately by com- plete paralysis of the limbs. The malady is little amenable to treatment, and, although often prolonged for years, generally proves fatal before the period of maturity. HYPNOTISM, a term now in general use as covering all that pertains to the art of inducing the hypnotic state, or hypnosis, and to the study of that state, its conditions, peculiarities and effects. Hypnosis is a condition, allied to normal sleep (Gr. wires), which can be induced in a large majority of normal persons. Its most characteristic and constant symptom is the increased suggestibility of the subject (see SUGGESTION). Other symptoms are very varied and differ widely in different subjects and in the same subject at different times. There can be no doubt that the increased suggestibility and all the other symptoms of hypnosis imply some abnormal condition of the brain of a temporary and harmless nature. It would seem that in all ages and in almost all countries individuals have occasionally fallen into abnormal states of mind more or less closely resembling the hypnotic state, and have thereby excited the superstitious wonder of their fellows. In some cases the state has been deliberately induced, in others it has appeared spontaneously, generally under the influence of some emotional excitement. The most familiar of these allied states is the somnambulism or sleep-walking to which some persons seem to be hereditarily disposed. Of a rather different type are the states of ecstasy into which religious enthusiasts have occasion- ally fallen and which were especially frequent among the peoples of Europe during the middle ages. While in this condition individuals have appeared to be insensitive to all impressions made on their sense-organs, even to such as would excite acute pain in normal persons, have been capable of maintaining rigid postures for long periods of time, have experienced vivid hallucinations, and have produced, through the power of the imagination, extraordinary organic changes in the body, such as the bloody stigmata on the hands and feet in several well- attested instances. It has been proved in recent years that effects of all these kinds may be produced by hypnotic suggestion. Different again, but closely paralleled by some subjects in hyp- nosis, is the state of latah into which a certain proportion of persons of the Malay race are liable to fall. These persons, if their attention is suddenly and forcibly drawn to any other person, will begin to imitate his every action and attitude, and may do so in spite of their best efforts to restrain their imitative movements. Among the half-bred French-Canadians of the forest regions of Canada occur individuals, known as " jumpers," who are liable to fall suddenly into a similar state of abject imitativeness, and the same peculiar behaviour has been observed among some of the remote tribes of Siberia. The deliberate induction of states identical with, or closely allied to, hypnosis is practised by many barbarous and savage peoples, generally for ceremonial purposes. Thus, certain dervishes of Algiers are said to induce in themselves, by the aid of the sound of drums, monotonous songs and movements, a state in which they are insensitive to pain, and a similar practice of religious devotees is reported from Tibet. Perhaps the most marvellous achievement among well-attested cases of this sort is that of certain yogis of Hindustan; by long training and practice they seem to acquire the power of arresting almost completely all their vital functions. An intense effort of abstrac- tion from the impressions of the outer world, a prolonged fixation of the eyes upon the nose or in some other strained position and a power of greatly slowing the respiration, these seem to be important features of their procedure for the attainment of their abnormal states. In spite of the wide distribution in time and space, and the not very infrequent occurrence, of these instances of states identical with or allied to hypnosis, some three centuries of enthusiastic investigation and of bitter controversy were required to establish the occurrence of the hypnotic state among the facts accepted by the world of European science. Scientific interest in them may be traced back at least as far as the end of the i6th century. Paracelsus had founded the " sympathetic system " of medicine, according to which the stars and other bodies, especially magnets, influence men by means of a subtle emanation or fluid that pervades all space. J. B. van Helmont, a dis- tinguished man of science of the latter part of the i6th century, extended this doctrine by teaching that a similar magnetic fluid radiates from men, and that it can be guided by their wills to influence directly the minds and bodies of others. In the middle of the 1 7th century there appeared in England several persons who claimed to have the power of curing diseases by stroking with the hand. Notable amongst these was Valentine Greatrakes, of Affane, in the county of Waterford, Ireland, who was born in xiv. ja 202 HYPNOTISM February 1628, and who attracted great attention in England by his supposed power of curing the king's evil, or scrofula. Many of the most distinguished scientific and theological men fOi the day, such as Robert Boyle and R. Cudworth, witnessed and attested the cures supposed to be effected by Greatrakes, and thousands of sufferers crowded to him from all parts of the kingdom. About the middle of the i8th century John Joseph Gassner, a Roman Catholic priest in Swabia, took up the notion that the majority of diseases arose from demoniacal possession, and could only be cured by exorcism. His method was un- doubtedly similar to that afterwards followed by Mesmer and others, and he had an extraordinary influence over the nervous systems of his patients. Gassner, however, believed his power to be altogether supernatural. But it was not until the latter part of the i8th century that the doctrine of a magnetic fluid excited great popular interest and became the subject of fierce controversy in the scientific world. F. A. Mesmer (e the places of variable resistance which demarcate the dis- positions and systems; and there is good reason to think that their resistances vary with the state of the neurones which they connect, being lowered when these are excited and raised when their excitement ebbs. Now, in the waking state, the varied stimuli, which constantly rain upon all the sense-organs, maintain the whole cerebrum in a state of sub-excitement, keep all the cerebral neurones partially charged with free nervous energy. When the subject lies down to sleep or submits himself to the hypnotizer he arrests as far as possible the flow of his thoughts, and the sensory stimuli are diminished in number and intensity. Under these conditions the general cerebral activity tends to subside, the free energy with which the cerebral neurones are charged ebbs away, and the synaptic resistances rise propor- tionally; then the effect of sensory impressions tends to be confined to the lower nervous level, and the brain tends to come to rest. If this takes place the condition of normal sleep is realized. But in inducing hypnosis the operator, by means of his words and manipulations, keeps one system of ideas and the corresponding neural system in activity, namely, the ideas connected with himself; thus he keeps open one channel of entry to the brain and mind, and through this one open channel he can introduce whatever ideas he pleases; and the ideas so introduced then operate with abnormally great effect because they work in a free field, unchecked by rival ideas and tendencies. This theory of relative dissociation has two great merits: in the first place it goes far towards enabling us to understand in some degree most of the phenomena of hypnosis; secondly, we have good evidence that dissociation really occurs in deep 206 HYPNOTISM hypnosis and in some allied states. Any one may readily work out for himself the application of the theory to the explanation of the power of the operator's suggestions to control movement, to induce anaesthesia, hallucinations and delusions, and to exert on the organic processes an influence greater than can be exerted by mental processes in the normal state of the brain. But the positive evidence of the occurrence of dissociation is a matter of great psychological interest and its nature must be briefly indicated. The phenomena of automatic speech and writing afford the best evidence of cerebral dissociation. Many persons can, while in an apparently normal or but very slightly abnormal condition, produce automatic writing, i.e. intelligibly written .sentences, in some cases long connected passages, of whose import they have no knowledge, their self- conscious intelligence being continuously directed to some other task. The carrying out of post-hypnotic suggestions affords in many cases similar evidence. Thus a subject may be told that after waking he will perform some action when a given signal, such as a cough, is repeated for the fifth time. In the post-hypnotic state he remains unaware of his instructions, is not conscious of noting the signals, and yet carries out the suggestion at the fifth signal, thereby proving that the signals have been in some sense noted and counted. Many interesting varieties of this experiment have been made, some of much greater complexity; but all agreeing in indicating that the suggested action is prepared for and determined by cerebral processes that do not affect the consciousness of the subject, but seem to occur as a system of processes detached from the main stream of cerebral activity; that is to say, they imply the operation of relatively dissociated neural systems. Many authorities go further than this; they argue that, since actions of the kind described are determined by processes which involve operations, such as counting, that we are accustomed to regard as distinctly mental in character and that normally involve conscious activity, we must believe that in these cases also consciousness or psychical activity is involved, but that it remains as a separate system or stream of conscious- ness concurrent with the normal or personal consciousness. In recent years the study of various abnormal mental states, especially the investigations by French physicians of severe forms of hysteria, have brought to light many facts which seem to justify this assumption of a secondary stream of consciousness, a co- or sub-consciousness coexistent with the personal conscious- ness; although, from the nature of the case, an absolute proof of such co-consciousness can hardly be obtained. The co- consciousness seems to vary in degree of complexity and coherence from a mere succession of fragmentary sensations to an organized stream of mental activity, which may rival in all respects the primary consciousness; and in cases of the latter type it is usual to speak of the presence of a secondary personality. The co- consciousness seems in the simpler cases, e.g. in cases of hysterical or hypnotic anaesthesia, to consist of elements split off from the normal primary consciousness, which remains correspondingly poorer; and the assumption is usually made that such a stream of co-consciousness is the psychical correlate of groups and systems of neurones dissociated from the main mass of cerebral neurones. If, in spite of serious objections, we entertain this conception, we find that it helps us to give some account of various hypnotic phenomena that otherwise remain quite inexplicable; some such conception seems to be required more particularly by the facts of negative hallucination and the execution of post-hypnotic suggestions involving such operations as counting and exact discrimination without primary consciousness. Supernormal Hypnotic Phenomena. — The facts hitherto con- sidered, strange and perplexing as many of them are, do not seem to demand for their explanation any principles of action fundamentally different from those operative in the normal human mind. But much of the interest that has centred in hypnotism in recent years has been due to the fact that some of its manifestations seem to go beyond all such principles of explanation, and to suggest the reality of modes of influence and action that science has not hitherto recognized. Of these by far the best attested are the post-hypnotic unconscious reckoning of time and telepathy or " thought-transference " (for the latter see TELEPATHY). The post-hypnotic reckoning and noting of the lapse of time seems in some instances to have been carried out, in the absence of all extraneous aids and with complete unconsciousness on the part of the normal personality, with such extreme precision that the achievement cannot be accounted for by any intensification of any faculty that we at present recognize or understand. Thus, Dr Milne Bramwell has reported the case of a patient who, when commanded in hypnosis to perform some simple action after the lapse of many thousands of minutes, would carry out the suggestion punctually to the minute, without any means of knowing the exact time of day at which the suggestion was given or the time of day at the moment its performance fell due; more recently a similar case, even more striking in some respects, has been carefully observed and described by Dr T. W. Mitchell. Other reported phenomena, such as telaesthesia or clairvoyance, and telekinesia, are hardly sufficiently well attested to demand serious considera- tion in this place. Medical Applications of Hypnotism. — The study and practice of hypnotism is not yet, and probably never will be, regarded as a normal part of the work of the general practitioner. Its successful application demands so much time, tact, and special experience, that it will probably remain, as it is now, and as it is perhaps desirable that it should remain, a specialized branch of medical practice. In England it is only in recent years that it has been possible for a medical man to apply it in his practice without incurring professional odium and some risk of loss of reputation. That, in certain classes of cases, it may effect a cure or bring relief when all other modes of treatment are of no avail is now rapidly becoming recognized; but it is less generally recognized that it may be used with great advantage as a supple- ment to other modes of treatment in relieving symptoms that are accentuated by nervous irritability or mental disturbance. A third wide field of usefulness lies before it in the cure of un- desirable habits of many kinds. Under the first heading may be put insomnia, neuralgia, neurasthenia, hysteria in almost all its many forms; under the second, inflammations such as that of chronic rheumatism, contractures and paralyses resulting from gross lesion of the brain, epilepsy, dyspepsia, menstrual ir- regularities, sea-sickness; under the third, inebriety, the morphia and other drug habits, nail-biting, enuresis nocturna, masturba- tion, constipation, facial and other twitchings. In pronounced mental diseases hypnotism seems to be almost useless; for in general terms it may be said that it can be applied most effectively where the brain, the instrument through which it works, is sound and vigorous. The widespread prejudice against the use of hypnotism is no doubt largely due to the marvellous and (to most minds) mysterious character of the effects producible by its means; and this prejudice may be expected to diminish as our insight into the mode of its operation deepens. The more purely bodily results achieved by hypnotic suggestion become in some degree intelligible if we regard it as a powerful means of diverting nervous energy from one channel or organ to others, so as to give physiological rest to an overworked organ or tissue, or so as to lead to the atrophy of one nervous habit and the re- placement of it by a more desirable habit. And in the cure of those disorders which involve a large mental element the essential part played by it is to drive out some habitually recurrent idea and to replace it by some idea, expectation or conviction of healthy tendency. It seems clear that the various systems of "mind-curing" in the hands of persons lacking all medical training, which are now so frequently the cause of distressing and needless disasters, owe their rapid spread to the fact that the medical profession has hitherto neglected to attach sufficient importance to the mental factor in the causation and cure of disease; and it seems clear, too, that a more general and more intelligent appreciation of the possibilities of hypnotic treatment would constitute the best means at the disposal of the profession for combating this growing evil. HYPOCAUST— HYPOSTASIS 207 The Dangers of Hypnotism. — Much has been written on this head of late years, and some of the enthusiastic advocates of hypnotic treatment have done harm to their cause by ignoring or denying in a too thoroughgoing manner the possibility of undesirable results of the spread of the knowledge and practice of hypnotism. Like all powerful agencies, chloroform or morphia, dynamite or strong electric currents, hypnotic suggestion can only be safely used by those who have special knowledge and experience, and, like them, it is liable to abuse. There is little doubt that, if a subject is repeatedly hypnotized and made to entertain all kinds of absurd delusions and to carry out very frequently posthypnotic suggestions, he may be liable to some ill-defined harm; also, that an unprincipled hypnotizer might secure an undue influence over a naturally weak subject. But there is no ground for the belief that hypnotic treatment, .applied with good intentions and reasonable care and judgment, does or can produce deleterious effects, such as weakening of the will or liability to fall spontaneously into hypnosis. All physicians of large experience in hypnotic practice are in agreement in respect to this point. But some difference of opinion exists as to the possibility of deliberately inducing a subject to commit improper or criminal actions during hypnosis or by posthypnotic sugges- tion. There is, however, no doubt that subjects retain even in deep hypnosis a very considerable power of resistance to any suggestion that is repugnant to their moral nature; and it has been shown that, on some cases in which a subject in hypnosis is made to perform some ostensibly criminal action, such as firing an unloaded pistol at a bystander or putting poison into a cup for him to drink, he is aware, however obscurely, of the unreal nature of the situation. Nevertheless it must be admitted that a person lacking in moral sentiments might be induced to commit actions from which in the normal state he would abstain, if only from fear of punishment; and it is probable that a skilful and evil-intentioned operator could in some cases so deceive a well- disposed subject as to lead him into wrong-doing. The proper precaution against such dangers is legislative regulation of the practice of hypnotism such as is already enforced in some countries. BIBLIOGRAPHY. — The literature of hypnotism has increased in volume at a rapid rate during recent years. Of recent writings the following may be mentioned as among the most important : — Treat- ment by Hypnotism and Suggestion by C. Lloyd Tuckey,M.D.(5th ed., London, 1907) ; Hypnotism, its History, Practice and Theory, by J. Milne Bramwell, M.B. (2nd ed., London, 1906); Hypnotism, by AlbertMoll (sthed., London, 1901). All these three books give good general accounts of hypnotism, the first being the most strictly medical, the last the most general in its treatment. See also Hypnot- ism: or Suggestion in Psycho-Therapy, by August Forel (translated from the 5th German ed. by G. H. W. Armit, London, 1906) ; a number of papers by Ed. Gurney, and by Ed. Gurney and F.W.H. Myers in Proc. of the Soc. for Psychical Research, especially " The Stages of Hypnotism," in vol. ii. ; also some more recent papers in the same journal by other hands; chapter on Hypnotism in Human Personality and its Survival of bodily Death, by F. W. H. Myers (London, 1903) ; The Psychology of Suggestion, by Boris Sidis, Ph.D. (New York, 1898); " Zur Psychologic der Suggestion," by Prof. Th. Lipp, and other papers in the Zeilschrift fur Hypnotismus. Of special historical interest are the following: — £tude sur le zoo- magnetisme, par A. A. Liebeault (Paris, 1883); Hypnolisme, sugges- tion, psycho-therapie, par Prof. Bernheim (Paris, 1891); Braid on Hypnotism (a new issue of James Braid's Neurypnology ) , edited by A. E. Waite (London, 1899); Traits du somnambulisme, by A. Bertrand (Paris. 1826). A full bibliography is appended to Dr Milne Bramwell's Hypnotism. (W. McD.) HYPOCAUST (Gr. WTOKCIUOTOI' : wro, beneath, and Kavdv, to burn), the term given to the chamber formed under the floors of the Roman baths, through which the hot air from the furnace passed, sometimes to a single flue, as in the case of the tepidarium, but in the calidarium and sweating-room to a series of flues placed side by side forming the lining of the walls. The floor of the hot-air chamber consisted of tiles, 2 ft. square, laid on a bed of concrete; on this a series of dwarf piers 2 ft. high were built of 8-in. square tiles placed about 16 in. apart, which carried the floor of the hall or room; this floor was formed of a bed of concrete covered with layers of pounded bricks and marble cement, on which the marble pavement in slabs or tesserae was laid. In colder countries, as for instance in Germany and England, the living rooms were all heated in a similar way, and round Treves (Trier) both systems have been found in two or three Roman villas, with the one flue for the ordinary rooms and several wall flues for the hot baths. In England these hypo- causts are found in every Roman settlement, and the chief interest in these is centred in the magnificent mosaic pavements with which the principal rooms were laid. Many of the pave- ments found in London and elsewhere have been preserved in the British or the Guildhall museums; and in some of the provincial towns, such as Leicester and Lincoln, they remain in situ many feet below the present level of the town. HYPOCHONDRIASIS (synonyms— "the spleen," "the vapours "), a medical term (from TO \nro\bvt) ptav, TO. inroxovdpia, the soft part of the body immediately under the xbvdpos or cartilage of the breast-bone)given by the ancients,and indeed by physicians down to the time of William Cullen, to diseases or derangements of one or more of the abdominal viscera. Cullen (Clinical Lectures, 1777) classified it amongst nervous diseases, and Jean Pierre Falret (1794-1870) more fully described it as a morbid condition of the nervous system characterized by depression of feeling and false beliefs as to an impaired state of the health. The subjects of hypochondriasis are for the most part members of families in which hereditary predisposition to degradation of the nervous system is strong, or those who have suffered from morbid influences affecting this system during the earlier years of life. It may be dependent on depressing disease affecting the general system, but under such circumstances it is generally so complicated with the symptoms of hysteria as to render differentiation difficult (see HYSTERIA). Hypochondriasis is often handed down from one generation to another in its in- dividual form, but it is also not unfrequently to be met with in an individual as the sole manifestation in him of a family tendency to insanity. In its most common form it is manifested by simple false belief as to the state of the health, the intellect being other- wise unaffected. We may instance the " vapourish " woman or the " splenetic " as terms society has applied to its milder manifestations. Such persons are constantly asserting a weak state of health although no palpable cause can be discovered. In its more definite phases pain or uneasy sensations are referred by the patient to some particular region, generally the abdomen, the heart or the head. That these are subjective is apparent from the fact that the general health is good: all the functions of the various systems are duly performed; the patient eats and sleeps well; and, when any circumstance temporarily overrides the false belief, he is happy and comfortable. No appeal to the reason is of any avail, and the hypochondriac idea so dominates his existence as to render him unable to perform the ordinary duties of life. In its most aggravated form hypochondriasis amounts to actual insanity, delusions arising as to the existence of living creatures in the intestines or brain, or to the effect that the body is materially changed; e.g. into glass, wood, &c. The symptoms of this condition may be remittent; they may even disappear for years, and only return on the advent of some exciting cause. Suicide is occasionally committed in order to escape from the constant misery. Recovery can only be looked for by placing the patient under such morally hygienic con- ditions as may help to turn his mind to other matters. (See also NEUROPATHOLOGY.) HYPOCRISY, pretence, or false assumption of a high character, especially in regard to religious belief or practice. The Greek wo/cpuns, from which the word is derived through the Old French, meant primarily the acting of a part on the stage, from VTToKpivtadai, to give an answer, to speak dialogue, play a part on the stage, hence to practice dissimulation. HYPOSTASIS, in theology, a term frequently occurring in the Trinitarian controversies of the 4th and 5th centuries. According to Irenaeus (i. 5, 4) it was introduced into theology by Gnostic writers, and in earliest ecclesiastical usage appears, as among the Stoics, to have been synonymous with ovala. Thus Dionysius of Rome (cf. Routh, Rel. Sacr. iii. 373) condemns the attempt to sever the Godhead into three separate hypostases and three deities, and the Nicene Creed in the anathemas speaks of 208 HYPOSTYLE— HYPOTRACHELIUM k!-hkpas wroordo-aos TJ ova-Las. Alongside, however, of this per- sistent interchange there was a desire to distinguish between the terms, and to confine wbaraaa to the Divine persons. This tendency arose in Alexandria, and its progress may be seen in comparing the early and later writings of Athanasius. That writer, in view of the Arian trouble, felt that it was better to speak of owria as " the common undifferentiated substance of Deity," and wroorcuns as " Deity existing in a personal mode, the substance of Deity with certain special properties " (oiiaia. faera ruxav ISuanaroiv). At the council of Alexandria in 362 the phrase rpets wroorcums was permitted, and the work of this council was supplemented by Basil, Gregory of Nazianzus and Gregory of Nyssa in the formula fiia oMa, rpets woorao-eis or ula oiiaio. kv rpuriv VKoaraGeaiv. The results arrived at by these Cappadocian fathers were stated in a later age by John of Damascus (De orth. fid. iii. 6), quoted in R. L. Ottley, The Doctrine of the Incarnation, u. 257. HYPOSTYLE, in architecture, the term applied to a hall, the flat ceiling of which is supported by columns, as in the Hall of Columns at Karnak. In this case the columns flanking the central avenue are of greater height than those of the side aisles, and this admits of openings in the wall above the smaller columns, through which light is admitted over the aisle roof, through clerestory windows. HYPOSULPHITE OF SODA, the name originally given to the substance known in chemistry as sodium thiosulphate, NajS2O3 ; the earlier name is still commonly used, especially by photographers, who employ this chemical as a fixer. In system- atic chemistry, sodium hyposulphite is a salt of hyposulphurous acid, to which Schutzenberger gave the formula H2SO2, but which Bernthsen showed to be H2S2O4. (See SULPHUR.) HYPOTHEC (Lat. hypotheca, Gr. wro^wj), in Roman law, the most advanced form of the contract of pledge. A specific thing may be given absolutely to a creditor on the understanding that it is to be given back when the creditor's debt is paid; or the property in the thing may be assigned to the creditor while the debtor is allowed to remain in possession, the creditor as owner being able to take possession if his debt is not dis- charged. Here we have the kind of security known as pledge and mortgage respectively. In the hypotheca, the property does not pass to the creditor, nor does he get possession, but he acquires a preferential right to have his debt paid out of the hypothecated property; that is, he can sell it and pay himself out of the proceeds, or in default of a purchaser he can become the owner himself. The name and the principle have passed into the law of Scotland, which distinguishes between conventional hypothecs, as bottomry and respondentia, and tacit hypothecs established by law. Of the latter the most important is the landlord's hypothec for rent (corresponding to distress in the law of England), which extends over the produce of the land and the cattle and sheep fed on it, and over stock and horses used in husbandry. The law of agricultural hypothec long caused much discontent in Scotland; its operation was restricted by the Hypothec Amendment (Scotland) Act 1867, and finally by the Hypothec Abolition (Scotland) Act 1880 it was enacted that the " landlord's right of hypothec for the rent of land, including the rent of any buildings thereon, exceeding two acres in extent, let for agriculture or pasture, shall cease and determine." By the same act and by the Agricultural Holdings (Scotland) Act 1883 other rights and remedies for rent, where the right of hypothec had ceased, were given to the landlord. HYPOTHESIS (from Gr. vwortBivai, to put under; cf. Lat. suppositio, from sub-ponere), in ordinary language, an explanation, supposition or assumption, which is put forward in the absence of ascertained facts or causes. Both in ordinary life and in the acquisition of scientific knowledge hypothesis is all-important. A detective's work consists largely in forming and testing hypothesis. If an astronomer is confronted by some phenomenon which has no obvious explanation he may postulate some set of conditions which from his general knowledge of the subject would or might give rise to the phenomenon in question; he then tests his hypothesis until he discovers whether it does or does not conflict with the facts. An example of this process is that of the discovery of the planet Neptune: certain perturba- tions of the orbit of Uranus had been observed, and it was seen that these could be explained on the hypothesis of the existence of a then unknown planet, and this hypothesis was verified by actual observation. The progress of inductive knowledge is by the formation of successive hypotheses, and it frequently happens that the demolition of one or even many hypotheses is the direct road to a new and accurate hypothesis, i.e. to fresh knowledge. A hypothesis may, therefore, turn out to be entirely wrong, yet it may be of the greatest practical use. The recognition of the importance of hypotheses has led to various attempts at drawing up exact rules for their formation, but logicians are generally agreed that only very elementary principles can be laid down. Thus a hypothesis must contain nothing which is at variance with known facts or principles: it should not postulate conditions which cannot be verified empirically. J. S. Mill (Logic III. xiv. 4) laid down the principle that a hypothesis is not " genuinely scientific " if it is " destined always to remain a hypothesis ": it must " be of such a nature as to be either proved or disproved by comparison with observed facts": in the same spirit Bacon said that in searching for causes in nature " Deum semper excipimus." Mill's principle, though sound in the abstract, has, except in a few cases, little practical value in determining the admissibility of hypotheses, and in practice any rule which tends to discourage hypothesis is in general undesirable. The most satisfactory check on hypothesis is expert knowledge in the particular field of research by which rigorous tests may be applied. This test is roughly of two kinds, first by the ultimate principles or presuppositions on which a particular branch of knowledge rests, and second by the comparison of correlative facts. Useful light is shed on this distinction by Lotze, who contrasts (Logic, § 273) postulates (" absolutely necessary assumptions without which the content of the observation with which we are dealing would contradict the laws of our thought ") with hypotheses, which he defines as conjectures, which seek " to fill up the postulate thus ab- stractly stated by specifying the concrete causes, forces or pro- cesses, out of which the given phenomenon really arose in this particular case, while in other cases maybe the same postulate is to be satisfied by utterly different though equivalent combina- tions of forces or active elements." Thus a hypothesis may be ruled out by principles or postulates without any reference to the concrete facts which belong to that division of the subject to explain which the hypothesis is formulated. A true hypothesis, therefore, seeks not merely to connect or colligate two separate facts, but to do this in the light of and subject to certain funda- mental principles. Various attempts have been made to classify hypotheses and to distinguish " hypothesis " from a " theory " or a mere " conjecture ": none of these have any great practical importance, the differences being only in degree, not in kind. The adjective " hypothetical " is used in the same sense, both loosely in contradistinction to " real " or " actual," and technically in the phrases " hypothetical judgment " and " hypothetical syllogism." (See LOGIC and SYLLOGISM.) See Naville, La Logique de I'hypothkse (1880), and textbooks of logic, e.g. those of Jevons, Bosanquet, Joseph; Liebmann, Der Klimax d. Theorien. HYPOTRACHELIUM (Gr. worpaxijXwi', the lower part of the neck, Tp&xn^os), in classical architecture, the space between the annulet of the echinus and the upper bed of the shafts, including, according to C. R. Cockerell, the three grooves or sinkings found in some of the older examples, as in the temple of Neptune at Paestum and the temple of Aphaea at Aegina; there being only one groove in the Parthenon, the Theseum and later examples. In the temple of Ceres and the so-called Basilica at Paestum the hypotrachelium consists of a concave sinking carved with vertical lines suggestive of leaves, the tops of which project forward. A similar decoration is found in the capital of the columns flanking the tomb of Agamemnon at Mycenae, but here the hypotrachelium projects forward with a cavetto moulding, and is carved with triple leaves like the buds of a HYPSOMETER— HYRACOIDEA 209 rose. In the Roman Doric Order the term was sometimes applied to that which is generally known as the " necking," the space between the fillet and the annulet. HYPSOMETER (Gr. ft/w, height, p.krpov, a measure), an instrument for measuring heights which employs the principles that the boiling-point of a liquid is lowered by diminishing the pressure, and that the barometric pressure varies with the height of the point of observation. The instrument consists of a cylindrical vessel in which the liquid, usually water, is boiled, surmounted by a jacketed column, in the outer partitions of which the vapour circulates, while in the central one a ther- mometer is placed. To deduce the height of the station from the observed boiling-point, it is necessary to know the relation existing between the boiling-point and pressure, and also between the pressure and height of the atmosphere. HYRACOIOEA, a suborder of ungulate mammals represented at the present day only by the Syrian hyrax (Procavia syriaca), the " coney " of the Bible, and its numerous African relatives, all of which may be included in the single genus Procavia (or Hyrax), and consequently in the family Procaviidae. These creatures have no proper English name, and are generally known as hyraxes, from the scientific term (Hyrax) by which they were for many years designated — a term which has unfortunately had to give place to the earlier Procavia. In size these animals may be compared roughly to rabbits and hares; and they have rodent-like habits, hunching up their backs after the fashion of some foreign members of the hare-family, more especially the Liu-Kiu rabbit. In the matter of nomenclature these animals have been singularly unfortunate. In the title " hyrax " they have, for instance, usurped the Greek name for the shrew-mouse; while in the Bible they have been given the old English name for the rabbit. Perhaps rock-rabbit would be the best name. At the Cape they are known to the Dutch as doss (badger), which has been anglicized into " dassie." As regards the recent forms, the dentition in the fully adult animal consists only of incisors and cheek-teeth, the formula being i. J, (•• ?> P- f > m- f • There is, however, a minute upper canine developed at first, which is early shed; and in extinct forms this tooth was FIG. i. — The Cape Hyrax (Procavia capensis). functional and molar-like. The upper incisors have persistent pulps, and are curved longitudinally, forming a semicircle as in rodents; they are, however, not flattened from before backwards as in that order, but prismatic, with an antero-external, an antero- internal and a posterior surface, the first two only being covered with enamel; their tips are consequently not chisel-shaped, but sharp-pointed._ They are preceded by functional, rooted milk-teeth. The lower incisors have long tapering roots, but not of persistent growth; and are straight, directed somewhat forwards, with awl- shaped, tri-lobed crowns. Behind the incisors is a considerable gap, followed by the cheek-teeth, which are all contiguous, and formed almost exactly on the pattern of some of the perissodactyle un- gulates. The milk-dentition includes three pairs of incisors and one of canines in each jaw. The hyoid arch is unlike that of any known mammal. The dorsal and lumbar vertebrae are very numer- ous, 28 to 30, of which 21 or 22 bear ribs. The tail is extremely short. There are no clavicles. In the fore foot, the three middle toes are subequally developed, the fifth is present, but smaller, and the first is rudimentary, although, in one species at least, all its normal bones are present. The terminal phalanges of the four outer digits are small, somewhat conical and flattened in form. The carpus has a distinct os centrale. There is a slight ridge on the femur in the place of a third trochanter. The fibula is complete, thickest at its upper end, where it generally unites with the tibia. The articulation between the tibia and astragalus is more complex than in other mammals, the end of the malleolus entering into it. The hind-foot is very like that of a rhinoceros, having three well- developed toes. There is no trace of a first toe, and the fifth meta- tarsal is represented by a small nodule. The terminal phalange of the inner (or second) digit is deeply cleft, and has a peculiar long curved claw, the others having short broad nails. The stomach is formed upon much the same principle as that of the horse or rhino- ceros, but is more elongated transversely and divided by a constriction into two cavities — a large left cul de sac, lined by a very dense white epithelium, and a right pyloric cavity, with a thick, soft, vascular lining. The intestinal canal is long, and has, in addition to the ordinary short, but capacious and sacculated caecum at the com- mencement of the colon, lower down, a pair of large, conical, pointed caeca. The liver is much subdivided, and there is no gall-bladder. The brain resembles that of typical ungulates far more than that of rodents. The testes are permanently abdominal. The ureters open into the fundus of the bladder as in some Rodents. The FIG. 2. — Skull and Dentition of Tree-Hyrax(Proca»ia dorsalis) Xf • female has six teats, of which four are inguinal and two axillary, and the placenta is zonary and deciduous. There is a gland on the back. The more typical members of the genus are terrestrial in their habits, and their cheek-teeth have nearly the same pattern as in rhinoceroses; while the interval between the upper incisors is less than the width of the teeth; and the lower incisors are only slightly notched at the cutting edge. Vertebrae: C. 7, D. 22, L. 8, S. 6, C. 6. Of this form the earliest known species, P. capensis, is the type; but there are many other species, as P. syriaca, and P. brucei from Syria and eastern Africa. They inhabit mountainous and rocky regions, and live on the ground. In a second section the molar teeth have the same pattern as in Palaeotherium (except that the third lower molar has but two lobes) ; the interval between the upper incisors exceeds the width of the teeth; and the lower incisors have distinctly trilobed crowns. Vertebrae: C. 7, D. 21, L. 7, S. 5, C. 10. The members of this section frequent the trunks and large branches of trees, sleeping in holes. There are several species from Western and South Africa, as P. arboreus and P. dorsalis. The members of both groups appear to have a power like that possessed by geckos of clinging to vertical surfaces of rocks and trees by the soles of their feet. Extinct Hyracoids. — For many years extinct representatives of the Hyracoidea were unknown, partly owing to the fact that certain fossils were not recognized as really belonging to that group. The longest known of these was originally named Leptodon graecus, but, on account of the preoccupation of the generic title, the designa- tion has been changed to Pliohyrax graecus. This animal, whose remains occur in the Lower Pliocene of both Attica and Samos, was about the size of a donkey, and possessed three pairs of upper incisor teeth, of which the innermost were large and trihedral, recalling those of the existing g_enus. On the other hand, the two outer pairs of incisors were in contact with one another and with the canines, so as to form on each side a series continuous with the cheek-teeth. The next representatives of the group occur in the Upper Eocene beds of the Fayum district of Egypt, where the genera Saghatherium and Megalohyrax occur. These are regarded as representing a distinct family, the Saghatheriidae, characterized by the possession of the full series of twenty-two teeth in the upper jaw, among which the first pair of incisors was modified to form trihedral rootless tusks, while the two remaining pairs were separated from one another and from the teeth in front by gaps. The canine was like a premolar, and in contact with the first tooth of that series; and the cheek-teeth were short-crowned, with the premolar simpler than the molars, and a third lobe to the last lower tooth of the latter 2IO HYRCANIA— HYSSOP series. The members of this genus were small or medium-sized ungulates with single-rooted incisors. On the other hand, the representatives of the contemporary genus Megalohyrax were ap- proximately as large as Pliohyrax, and in some instances had double roots to the second and third incisors. It is now possible to define the suborder Hyracoidea as including ungulates with a centrale in the carpus, plantigrade feet, in which the first and fifth toes are reduced in greater or less degree, and clavicles and a foramen in the lower end of the humerus are absent. The femur has a small third trochanter, the radius and ulna and tibia and fibula are respectively separate, at least in the young, and the fibula articulates with the astragalus. The earlier forms had the full series of 44 teeth, with the premolars simpler than the molars; but in the later types the canines and some of the incisors disappear, and at least the hinder premolars become molar-like. In all cases the first upper incisors are large and rootless. That the group originated in Africa there can be no reasonable doubt ; and it is remarkable that so early as the Upper Eocene the types in existence differed comparatively little in structure from the modern forms. In fact the hyraxes were then almost as distinct from other mammals as they are at the present day. See also C. W. Andrews, Descriptive Catalogue of the Tertiary Vertebrata of the Fayum, British Museum (1906). (R. L.*) HYRCANIA. (i) An ancient district of Asia, south of the Caspian Sea, and bounded on the E. by the river Oxus, called Virkana, or " Wolf's Land," in Old Persian. It was a wide and indefinite tract. Its chief city is called Tape by Strabo, Zadra- carta by Arrian (probably the modern Astarabad). The latter is evidently the same as Carta, mentioned by Strabo as an important city. Little is known of the history of the country. Xenophon says it was subdued by the Assyrians; Curtius that 6000 Hyrcanians were in the army of Darius III. (2) Two towns named Hyrcania are mentioned, one in Hyrcania, the other in Lydia. The latter is said to have derived its name from a colony of Hyrcanians, transported thither by the Persians. HYRCANUS ('Tp/caws), a Greek surname, of unknown origin, borne by several Jews of the Maccabaean period. JOHN HYRCANUS I., high priest of the Jews from 135 to 105 B.C., was the youngest son of Simon Maccabaeus. In 137 B.C. he, along with his brother Judas, commanded the force which repelled the invasion of Judaea led by Cendebeus, the general of Antiochus VII. Sidetes. On the assassination of his father and two elder brothers by Ptolemy, governor of Jericho, his brother-in-law, in February 135, he succeeded to the high priest- hood and the supreme authority in Judaea. While still engaged in the struggle with Ptolemy, he was attacked by Antiochus with a large army (134), and compelled to shut himself up in Jerusalem; after a severe siege peace was at last secured only on condition of a Jewish disarmament, and the payment of an indemnity and an annual tribute, for which hostages were taken. In 129 he accompanied Antiochus as a vassal prince on his ill- fated Parthian expedition; returning, however, to Judaea before winter, he escaped the final disaster. By the judicious mission of an embassy to Rome he now obtained confirmation of the alliance which his father had previously made with the growing western power; at the same time he availed himself of the weakened state of the Syrian monarchy under Demetrius II. to overrun Samaria, and also to invade Idumaea, which he completely subdued, compelling its inhabitants to receive circumcision and accept the Jewish faith. After a long period of rest he directed his arms against the town of Samaria, which, in spite of the intervention of Antiochus, his sons Antigonus and Aristobulus ultimately took, and by his orders razed to the ground (c. 109 B.C.). He died in 105, and was succeeded by Aristobulus, the eldest of his five sons. The external policy of Hyrcanus was marked by considerable energy and tact, and, aided as it "was by favouring circumstances, was so successful as to leave the Jewish nation in a position of independence and of influence such as it had not known since the days of Solomon. During its later years his reign was much distrubed, however, by the con- tentions for ascendancy which arose between the Pharisees and Sadducees, the two rival sects or parties which then for the first time (under those names at least) came into prominence. Josephus has related the curious circumstances under which he ultimately transferred his personal support from the former to the latter. JOHN HYRCANUS II., high priest from 78 to 40 B.C., was the eldest son of Alexander Jannaeus by his wife Alexandra, and was thus a grandson of the preceding. When his father died in 78, he was by his mother forthwith appointed high priest, and on her death in 69 he claimed the succession to the supreme civil authority also; but, after a brief and troubled reign of three months, he was compelled to abdicate both kingly and priestly dignities in favour of his more energetic and ambitious younger brother Aristobulus II. In 63 it suited the policy of Pompey that he should be restored to the high priesthood, with some semblance of supreme command, but of much of this semblance even he was soon again deprived by the arrangement of the pro-consul Gabinius, according to which Palestine was in 57 B.C. divided into five separate circles (o-vvodoi, o-vvedpta) . For services rendered to Caesar after the battle of Pharsalia, he was again rewarded with the sovereignty (irpoo-raaia TOV Wvovs, Jos. Ant. xx. 10) in 47 B.C., Antipater of Idumaea, however, being at the same time made procurator of Judaea. In 41 B.C. he was practically superseded by Antony's appointment of Herod and Phasael to be tetrarchs of Judaea; and in the following year he was taken prisoner by the Parthians, deprived of his ears that he might be permanently disqualified for priestly office, and carried to Babylon. He was permitted in 33 B.C. to return to Jerusalem, where on a charge of treasonable correspondence with Malchus, king of Arabia, he was put to death in 30 B.C. See Josephus (Ant. xiii. 8-10; xiv. 5-13; Bell. Jud. i. 2; i. 8-13). Also MACCABEES, History. (J. H. A. H.) HYSSOP (Hyssopus officinalis), a garden herb belonging to the natural order Labiatae, formerly cultivated for use in domestic medicine. It is a small perennial plant about 2 ft. high, with slender, quadrangular, woody stems; narrowly elliptical, pointed, entire, dotted leaves, about i in. long and J in. wide, growing in pairs on the stem; and long terminal, erect, half- whorled, leafy spikes of small violet-blue flowers, which are in blossom from June to September. Varieties of the plant occur in gardens with red and white flowers, also one having variegated leaves. The leaves have a warm, aromatic, bitter taste, and are believed to owe their properties to a volatile oil which is present in the proportion of J to i %. Hyssop is a native of the south of Europe, its range extending eastward to central Asia. A strong tea made of the leaves, and sweetened with honey, was formerly used in pulmonary and catarrhal affections, and externally as an application to bruises and indolent swellings. The hedge hyssop (Gratiola officinalis) belongs to the natural order Scrophulariaceae, and is a native of marshy lands in the south of Europe, whence it was introduced into Britain more than 300 years ago. Like Hyssopus officinalis, it has smooth opposite entire leaves, but the stems are cylindrical, the leaves twice the size, and the flowers solitary in the axils of the leaves and having a yellowish-red veined tube and bluish-white limb, while the capsules are oval and many-seeded. The herb has a bitter, nauseous taste, but is almost odourless. In small quantities it acts as a purgative, diuretic and emetic when taken internally. It was formerly official in the Edinburgh Pharma- copoeia, being esteemed as a remedy for dropsy. It is said to have formed the basis of a celebrated nostrum for gout, called Eau mfdicina'e, and in former times was called Gratia Dei. When growing in abundance, as it does in some damp pastures in Switzerland, it becomes dangerous to cattle. G. peruviana is known to possess similar properties. The hyssop ('ezob) of Scripture (Ex. xii. 22; Lev. xiv. 4, 6; Numb. xix. 6, 18; I Kings v. 13 (iv. 33); Ps. li. 9 (7); John xix. 29), a wall-growing plant adapted for sprinkling purposes, has long been the subject of learned disputation, the only point on which all have agreed being that it is not to be identified with the Hys- sopus officinalis, which is not a native of Palestine. No fewer than eighteen plants have been supposed by various authors to answer the conditions, and Celsius has devoted more than forty pages to the discussion of their several claims. By Tristram (Oxford Bible for Teachers, 1880) and others the caper plant (Capparis spinosa) is supposed to be meant; but, apart from other difficulties, this identification is open to the objection that the caper seems to be, at least in one passage (Eccl. xii. O, otherwise designated (abiy- yonah). Thenius (on i Kings v. 13) suggests Orthotnchum saxatile. HYSTASPES— HYSTERIA 211 The most probable opinion would seem to be that found in Maimo- nides and many later writers, according to which the Hebrew 'ezob is to be identified with the Arabic sa'atar, now understood to be Satureja Thymus, a plant of very frequent occurrence in Syria and Palestine, with which Thymus Serpyllum, or wild thyme, and Satureja Thymbra are closely allied. Its smell, taste and medicinal properties are similar to those of H. officinalis._ In Morocco the sa'atar of the Arabs is Origanum compactum ; and it appears probable that several plants of the genera Thymus, Origanum and others nearly allied in form and habit, and found in similar localities, were used under the name of hyssop. HYSTASPES (the Greek form of the Persian Vishtaspa). (1) A semi-legendary king (kava), praised by Zoroaster as his protector and a true believer, son of Aurvataspa (Lohrasp). The later tradition and the Shahname of Firdousi makes him (in the modern form Kai Gushtasp) king of Iran. As Zoroaster probably preached his religion in eastern Iran, Vishtaspa must have been a dynast in Bactria or Sogdiana. The Zoroastrian religion was already dominant in Media in the time of the Assyrian king Sargon (c. 715 B.C.), and had been propagated here probably in much earlier times (cf. PERSIA); the time of Zoroaster and Vishtaspa may therefore be put at c. 1000 B.C. (2) A Persian, father of Darius I., under whose reign he was governor of Parthia, as Darius himself mentions in the Behistun inscription (2. 65). By Ammianus Marcellinus, xxiii. 6. 32, and by many modern authors he has been identified with the protector of Zoroaster, which is equally impossible for chronological and historical reasons, and from the evidence of the development of Zoroastrianism itself (see PERSIA: Ancient History). (Eo. M.) HYSTERESIS (Gr. wreprjiris, from wrkptiv, to lag behind), a term added to the vocabulary of physical science by J. A. Ewing, who defines it as follows: When there are two qualities M and N such that cyclic variations of N cause cyclic variations of M, then if the changes of M lag behind those of N, we may say that there is hysteresis in the relation of M to N (Phil. Trans., 1885, 176, p. 524). The phenomenon is best known in connexion with magnetism. If an iron bar is subjected to a magnetic force which is first gradually increased to a maximum and then gradually diminished, the resulting magnetization of the bar for any given value of the magnetic force will be greater when the force is decreasing than when it is increasing; the iron always tends to retain the magnetic condition which it has previously acquired, and changes of its magnetization conse- quently lag behind changes of the magnetic force. Thus there is hysteresis in the relation of magnetization to magnetic force. In consequence of hysteresis the process of magnetizing a piece of iron to a certain intensity and then restoring it to its original condition, or of effecting a double reversal of its magnetization, involves the expenditure of energy, which is dissipated as heat in the iron. Electrical generators and transformers often contain pieces of iron the magnetization of which is reversed many times in a second, and in order to economize power and to avoid undue heating it is essential that hysteresis should in such cases be as small as possible. Iron and mild steels showing remarkably little hysteresis are now specially manu- factured for use in the construction of electrical machinery. (See MAGNETISM.) HYSTERIA, a term applied to an affection which may manifest itself by a variety of symptoms, and which depends upon a disordered condition of the highest nervous centres. It is charac- terized by psychical peculiarities, while in addition there is often derangement of the functions subserved by the lower cerebral and spinal centres. Histological examination of the nervous system has failed to disclose associated structural alterations. By the ancients and by modern physicians down to the time of Sydenham the symptoms of hysteria were supposed to be directly due to disturbances of the uterus (Gr. wrepa, whence the name). This view is now universally recognized to be erroneous. The term " functional " is often used by English neurologists as synonymous with hysterical, a nomenclature which is tenta- tively advantageous since it is at least non-committal. P. J. Mobius has defined hysteria as " a state in which ideas control the body and produce morbid changes in its functions." P. Janet, who has done much to popularize the psychical origin of the affection, holds that there is " a limitation of the field of consciousness " comparable to the contraction of the visual fields met with in the disease. The hysterical subject, according to this view, is incapable of taking into the field of consciousness all the impressions of which the normal individual is conscious. Strong momentary impressions are no longer controlled so efficiently because of the" defective simultaneous impressions of previous memories. Hence the readiness with which the im- pulse of the moment is obeyed, the loss of emotional control and the increased susceptibility to external suggestion, which are so characteristic. A secondary subconscious mental state is engendered by the relegation of less prominent impressions to a lower sphere. The dual personality which is typically ex- emplified in somnambulism and in the hypnotic state is thus induced. The explanation of hysterical symptoms which are independent of the will, and of the existence of which the indi- vidual may be unaware, is to be found in a relative preponder- ance of this secondary subconscious state as compared with the primary conscious personality. An elaboration of this theory affords an explanation of hysterical symptoms dependent upon a " fixed idea." The following definition of hysteria has recently been advanced by J. F. F. Babinski: " Hysteria is a psychical condition manifesting itself principally by signs that may be termed primary, and in an accessory sense others that we may call secondary. The characteristic of the primary signs is that they may be exactly reproduced in certain subjects by suggestion and dispelled by persuasion. The characteristic of the secondary signs is that they are closely related to the primary phenomena." The causes of hysteria may be divided into (a) the predisposing, such as hereditary predisposition to nervous disease, sex, age and national idiosyncrasy; and (b) the immediate, such as mental and physical exhaustion, fright and other emotional influences, pregnancy, the puerperal condition, diseases of the uterus and its appendages, and the depressing influence of injury or general disease. Perhaps, taken over all, hereditary pre- disposition to nerve-instability may be asserted as the most prolific cause. There is frequently direct inheritance, and cases of epilepsy and insanity or other form of nervous disease are rarely wanting when the family history is carefully enquired into. As regards age, the condition is apt to appear at the evolution periods of life — puberty, pregnancy and the climacteric — without any further assignable cause except that first spoken of. It is rare in young children, but very frequent in girls between the ages of fifteen and twenty-five, while it sometimes manifests itself in women at the menopause. It is much more common in the female than in the male — in the proportion of 20 to i. Certain races are more liable to the disease than others; thus the Latin races are much more prone to hysteria than are those who come of a Teutonic stock, and in more aggravated and complex forms. In England it has been asserted that an undue proportion of cases occur among Jews. Occupation, or be it rather said want of occupation, Is a prolific cause. This is noticeable more especially in the higher classes of society. An hysterical attack may occur as an immediate sequel to an epileptic fit. If the patient suffers only from petit mal (see EPILEPSY), unaccompanied by true epileptic fits, the significance of the hysterical seizure, which is really a post-epileptic pheno- menon, may remain unrecognized. It is convenient to group the very varied symptoms of hysteria into paroxysmal and chronic. The popular term " hysterics " is applied to an explosion of emotionalism, generally the result of mental excitement, on which convulsive fits may supervene. The characters of these vary, and may closely resemble epilepsy. The hysterical fit is generally preceded by an aura or warning. This sometimes takes the form of a sensation as of a lump in the throat (globus hystericus). The patient may fall, but very rarely is injured in so doing. The eyes are often tightly closed, the body and limbs become rigid, and the back may become so arched that the patient rests on her heels and head (opisthotonos) . This stage is usually followed by violent struggling movements. There is no loss of consciousness. The attack may last for half-an-hour 212 HYSTERON-PROTERON— HYTHE or even longer. Hysterical fits in their fully-developed form are rarely seen in England, though common in France. In the chronic condition we find an extraordinary complexity of symp- toms, both physical and mental. The physical symptoms are extremely diverse. There may be a paralysis of one or more limbs associated with rigidity, which may persist for weeks, months or years. In some cases, the patient is unable to walk; in others there are peculiarities of the gait quite unlike anything met with in organic disease. Perversions of sensation are usually present; a common instance is the sensation of a nail being driven through the vertex of the head (clavus hystericus) . The region of the spine is a very frequent seat of hysterical pain. Loss of sensation (anaesthesia), of which the patient may be un- aware, is of common occurrence. Very of ten this sensory loss is limited exactly to one-half of the body, including the leg, arm and face on that side (hemianaesthesia). Sensation to touch, pain, heat and cold, and electrical stimuli may have completely dis- appeared in the anaesthetic region. In other cases, the anaes- thesia is relative or it may be partial, certain forms of sensation remaining intact. Anaesthesia is almost always accompanied by an inability to recognize the exact position of the affected limb when the eyes are closed. When hemianaesthesia is present, sight, hearing, taste and smell are usually impaired on that side of the body. Often there is loss of voice (hysterical aphonia). It is to such cases of hysterical paralysis and sensory disturbance that the wonderful cures effected by quacks and charlatans may be referred. The mental symptoms have not the same tendency to pass away suddenly. They may be spoken of as inter- paroxysmal and paroxysmal. The chief characteristics of the former are extreme emotionalism combined with obstructiveness, a desire to be an object of interest and a constant craving for sympathy which is often procured at an immense sacrifice of personal comfort. Obstructiveness is the invariable symptom. Hysteria may pass into absolute insanity. The treatment of hysteria demands great tact and firmness on the part of the physician. The affection is a definite entity and has to be clearly distinguished from malingering, with which it is so often erroneously regarded as synonymous. Drugs are of little value. The moral treatment is all-important. In severe cases, removal from home surroundings and isolation, either in a hospital ward or nursing home, are essential, in order that full benefit may be derived from psychotherapeutic measures. BIBLIOGRAPHY. — Charcot, Lemons sur Us maladies du systlme nerveuse (1877) ; S. Weir Mitchell, Lectures on Diseases of the Nervous System especially in Women (1885); Buzzard, Simulation of tiysteria by Organic Nervous Disease (1891); Pitres, Lemons cliniques sur I'hysterie et I'hypnotisme (1891); Richer, £.tudes cliniques sur la grande hysterie (1891); Gilles de la Tourette, TraM clinique et Mrapeutique de I'hysterie (1891); Bastian, Hysterical or Functional Paralysis (1893); Ormerod, Art. "Hysteria," in Clifford Allbutt's System of Medicine (1899); Camus and Pagnez, Isolement et Psy- chotherapie (1904). Q. B. T.; E. BRA.) HYSTERON-PROTERON (Gr. fonpov, latter, and irplntpov, former), a figure of speech, in which the order of words or phrases is inverted, and that which should logically or naturally come last is put first, to secure emphasis for the principal idea; the classical example is Virgil's " moriamur el in media arma ruamus," " let us die and charge into the thick of the fight " (Aen. ii. 358). The term is also applied to any inversion in order of events, arguments, &c. HYTHE, a market town and watering-place, one of the Cinque Ports, and a municipal and parliamentary borough of Kent, England, 67 m. S.E. by E. of London on a branch of the South Eastern & Chatham railway. Pop. (1001) 5557. It is beauti- fully situated at the foot of a steep hill near the eastern extremity of Romney Marsh, about half a mile from the sea, and consists principally of one long street running parallel with the shore, with which it is connected by a straight avenue of wych elms. On account of its fine situation and picturesque and interesting neighbourhood, it is a favourite watering-place. A sea-wall and parade extend eastward to Sandgate, a distance of 3 m. There is communication with Sandgate by means of a tramway along the front. On the slope of the hill above the town stands the fine church of St Leonard, partly Late Norman, with a very beautiful Early English chancel. The tower was rebuilt about 1750. In a vault under the chancel there is a collection of human skulls and bones supposed to be the remains of men killed in a battle near Hythe in 456. Lionel Lukin (1742-1834), inventor of the life-boat, is buried in the churchyard. Hythe possesses a guildhall founded in 1794 and two hospitals, that of St Bartholomew founded by Haimo, bishop of Rochester, in 1336, and that of St John (rebuilt in 1802), of still greater antiquity but unknown date, founded originally for the reception of lepers. A government school of musketry, in which instructors for the army are trained, was established in 1854, and has been extended since, and the Shorncliffe military camp is within 2j m. of the town. Lympne, which is now 3 m. inland, is thought to have been the original harbour which gave Hythe a place among the Cinque Ports. The course of the ancient estuary may be distinctly traced from here along the road to Hythe, the sea-sand lying on the surface and colouring the soil. Here are remains of a Roman fortress, and excavations have brought to light many remains of the Roman Portus Lemanis. Large portions of the fortress walls are standing. At the south-west corner is one of the circular towers which occurred along the line of wall. The site is now occupied by the fine old castellated mansion of Studfall castle, formerly a residence of the archdeacons of Canterbury. The name denotes a fallen place, and is not infrequently thus applied to ancient remains. The church at Lympne is Early English, with a Norman tower built by Arch- bishop Lanfranc, and Roman material may be traced in the walls. A short distance east is Shipway or Shepway Cross, where some of the great assemblies relating to the Cinque Ports were held. A mile north from Hythe is Saltwood Castle, of very ancient origin, but rebuilt in the time of Richard II. The castle was granted to the see of Canterbury in 1026, but escheated to the crown in the time of Henry II., when the murder of Thomas a Beckett is said to have been concerted here, and having been restored to the archbishops by King John remained a residence of theirs until the time of Henry VIII. It was restored as a residence in 1882. About 2 m. N.W. of Saltwood are remains of the fortified 14th-century manor-house of Westenhanger. It is quadrangular and surrounded by a moat, and of the nine towers (alternately square and round) by which the walls were defended, three remain. The parliamentary borough of Hythe, which includes Folke- stone, Sandgate and a number of neighbouring villages, returns one member. The town is governed by a mayor, 4 aldermen and 12 councillors. Area 2617 acres. Hythe (Heda, Heya, Hethe, Hithe, i.e. landing-place) was known as a port in Saxon times, and was granted by Halfden, a Saxon thegn, to Christ Church, Canterbury. In the Domesday Survey the borough is entered among the archbishop's lands as appurtenant to his manor of Saltwood, and the bailiff of the town was appointed by the archbishop. Hythe was evidently a Cinque Port before the Conquest, as King John in 1205 confirmed the liberties, viz. freedom from toll, the right to be impleaded only at the Shepway court, &c., which the townsmen had under Edward the Confessor. The liberties of the Cinque Ports were confirmed in Magna Carta and later by Edward I. in a general charter, which was confirmed, often with additions, by subsequent kings down to James II. John's charter to Hythe was confirmed by Henry IV., Henry V. and Henry VI. These charters were granted to the Cinque Ports in return for the fifty-seven ships which they supplied for the royal service, of which five were contributed by Hythe. The ports were first represented in the parliament of 1365,10 which they each sent four members. Hythe was governed by twelve jurats until 1574, when it was incorporated by Elizabeth under the title of the mayor, jurats and commonalty of Hythe; a fair for the sale of fish, &c., was also granted, to be held on the feast of St Peter and St Paul. As the sea gradually retreated from Hythe and the harbour became choked up with sand, the town suffered the fate of other places near it, and lost its old importance. I— IAMBLICHUS 213 I the ninth letter of the English and Latin alphabet, the tenth in the Greek and Phoenician, because in these the symbol Teth (the Greek 6) preceded it. Teth was not included in the Latin alphabet because that language had no sound corresponding to the Greek 0, but the symbol was metamorphosed and utilized as the numeral C = 100, which took this form through the influence of the initial letter of the Latin centum. The name of I in the Phoenician alphabet was Yod. Though in form it seems the simplest of letters it was originally much more complex. In Phoenician it takes the form "\, which is found also in the earliest Syriac and Palestinian inscriptions with little modifica- tion. Ultimately in Hebrew it became reduced to a very small symbol, whence comes its use as a term of contempt for things of no importance as in " not one jot or tittle " (Matthew v. 18). The name passed from Phoenician to Greek, and thence to the Latin of the vulgate as iota, and from the Latin the English word is derived. Amongst the Greeks of Asia it appears only as the simple upright I, but in some of the oldest alphabets elsewhere, as Crete, Thera, Attica, Achaia and its colonies in lower Italy, it takes the form J or S, while at Corinth and Corcyra it appears first in a form closely resembling the later Greek sigma S. It had originally no cross-stroke at top and bottom, I being not i but z. The Phoenician alphabet having no vowel symbols, the value of yod was that of the English y. In Greek, where the consonant sound had disappeared or been converted into h, I is regularly used as a vowel. Occasionally, as in Pamphylian, it is used dialectically as a glide between i and another vowel, as in the proper name AajuaTpuus. In Latin I was used alike for both vowel and consonant, as in iugum (yoke). The sound represented by it was approximately that still assigned to i on the continent. Neither Greek nor Latin made any distinction in writing between short and long i, though in the Latin of the Empire the long sound was occasionally represented by a longer form of the symbol I. The dot over the i begins in the sth or 6th century A.D. In pronunciation the English short i is a more open sound than that of most languages, and does not correspond to the Greek and Latin sound. Nor are the English short and long i of the same quality. The short i in Sweet's terminology is a high-front-wide vowel, the long i, in English often spelt ee in words like seed, is diphthonged, beginning like the short vowel but becoming higher as it proceeds. The Latin short i, however, in final syllables was open and ultimately became e, e.g. in the neuter of i-stems as utile from ulili-s. Medially both the short and the long sounds are very common in syllables which were originally unaccented, because in such positions many other sounds passed into i: officio but {ado, redimo but emo, quidlibet but lubet (libet is later) ; collide but laedo, fido from an older feido, istis (dative plural) from an earlier istois. (P. Gi.) IAMBIC, the term employed in prosody to denote a succession of verses, each consisting of a foot or metre called an iambus (Za;u/3os) , formed of two syllables, of which the first is short and the second long («— ). After the dactylic hexameter, the iambic trimeter was the most popular metre of ancient Greece. Archi- lochus is said to have been the inventor of this iambic verse, the r piper pos consisting of three iambic feet. In the Greek tragedians an iambic line is formed of six feet arranged in obedience to the following scheme: — Much of the beauty of the verse depends on the caesura, which is usually in the middle of the third foot, and far less frequently in the middle of the fourth. The English language runs more naturally in the iambic metre than in any other. The normal blank verse in English is founded upon an iambic basis, and Milton's line — And swims | or sinks | or wades | or creeps | or flies | - exhibits it in its primitive form. The ordinary alexandrine of French literature is a hexapod iambic, but in all questions of quantity in modern prosody great care has to be exercised to recollect that all ascriptions of classic names to modern forms of rhymed or blank verse are merely approximate. The octosyllabic, or four-foot iambic metre, has found great favour in English verse 'ounded on old romances. Decasyllabic iambic lines rhyming together form an " heroic " metre. IAMBLICHUS (d. c. A.D. 330), the chief representative of Syrian Neoplatonism, is only imperfectly known to us in the events of his life and the details of his creed. We learn, however, from Suidas, and from his biographer Eunapius, that he was born at Chalcis in Coele-Syria, the scion of a rich and illustrious family, that he studied under Anatolius and afterwards under Porphyry, the pupil of Plotinus, that he himself gathered together a large number of disciples of different nations with whom he lived on terms of genial friendship, that he wrote " various philosophical books," and that he died during the reign of Constantine, — according to Fabricius, before A.D. 333. His residence (probably) at his native town of Chalcis was varied by a yearly visit with his pupils to the baths of Gadara. Of the books referred to by Suidas only a fraction has been preserved. His commentaries on Plato and Aristotle, and works on the Chaldaean theology and on the soul, are lost. For our knowledge of his system we are indebted partly to the fragments of these writings preserved by Stobaeus and others, and to the notices of his successors, especially Proclus, partly to his five extant books, the sections of a great work on the Pythagorean philosophy. Besides these, Proclus (412-485) seems to have ascribed to him1 the authorship of the celebrated book On the Egyptian Mysteries (so-called), and although its differences in style and in some points of doctrine from the writings just mentioned make it improbable that the work was by lamblichus himself, it certainly emanated from his school, and in its systematic attempt to give a speculative justification of the polytheistic cultus of the day, marks the turning-point in the history of thought at which lamblichus stood. As a speculative theory Neoplatonism (q.v.) had received its highest development from Plotinus. The modifications intro- duced by lamblichus were the elaboration in greater detail of its formal divisions, the more systematic application of the Pythagorean number-symbolism, and chiefly, under the influence of Oriental systems, the thorough-going mythic interpretation of what the previous philosophy had still regarded as notional. It is on the last account, probably, that lamblichus was looked upon with such extravagant veneration. As a philosopher he had learning indeed, but little originality. His aim was to give a philosophical rendering of the popular religion. By his con- temporaries he was accredited with miraculous powers (which he, however, disclaimed), and by his followers in the decline of Greek philosophy, and his admirers on its revival in the isth and i6th centuries, his name was scarcely mentioned without the epithet " divine " or " most divine," while, not content with the more modest eulogy of Eunapius that he was inferior to Porphyry only in style, the emperor Julian regarded him as not even second to Plato, and said that he would give all the gold of Lydia for one epistle of lamblichus. Theoretically, the philosophy of Plotinus was an attempt to harmonize the principles of the various Greek schools. At the head of his system he placed the transcendent incommunicable one (&> dij.kQeK.rov}, whose first-begotten is intellect (vovs), from which proceeds soul (^vx'n), which in turn gives birth to <£wr«, the 1 Besides the anonymous testimony prefixed to an ancient MS. of Proclus, De Myst. viii. 3 seems to be quoted by the latter as lambli- chus's. Cf. Meiners, "Judicium de libro qui de Myst. Aeg. m- scribitur," in Comment. Soc. Reg. Sci. Gott., vol. iv., 1781, p. 77. 214 IAMBLICHUS realm of nature. Immediately after the absolute one, lamblichus introduced a second superexistent unity to stand between it and the many as the producer of intellect, and made the three succeed- ing moments of the development (intellect, soul and nature) undergo various modifications. He speaks of them as in- tellectual (deoi voepoi), supramundane (vxepKocrfuoC), and mun- dane gods (ejKoo-iJuoi). The first of these — which Plotinus represented under the three stages of (objective) being (6V), (subjective) life (fuij), and (realized) intellect (vovs) — is distin- guished by him into spheres of intelligible gods (deal vorjroi) and of intellectual gods (deal voepoi), each subdivided into triads, the latter sphere being the place of ideas, the former of the archetypes of these ideas. Between these two worlds, at once separat- ing and uniting them, some scholars think there was inserted by lamblichus, as afterwards by Proclus, a third sphere partaking of the nature of both (6eoi vorjToi Kal voepoi). But this sup- position depends on a merely conjectural emendation of the text. We read, however, that " in the intellectual hebdomad he assigned the third rank among the fathers to the Demiurge." The Demiurge, Zeus, or world-creating potency, is thus identified with the perfected vovs, the intellectual triad being increased to a hebdomad, probably (as Zeller supposes) through the sub- division of its first two members. As in Plotinus vovs produced nature by mediation of ^IOCT, so here the intelligible gods are followed by a triad of psychic gods. The first of these is incom- municable and supramundane, while the other two seem to be mundane though rational. In the third class, or mundane gods (Oeoi tyKOffijuai), there is a still greater wealth of divinities, of various local position, function, and rank. We read of gods, angels, demons and heroes, of twelve heavenly gods whose number is increased to thirty-six or three hundred and sixty, and of seventy-two other gods proceeding from them, of twenty- one chiefs (riyepoves) and forty-two nature-gods (Oeol yeveatovp- yoi), besides guardian divinities, of particular individuals and nations. The world is thus peopled by a crowd of superhuman beings influencing natural events, possessing and communicating knowledge of the future, and not inaccessible to prayers and offerings. The whole of this complex theory is ruled by a mathematical formulism of triad, hebdomad, &c., while the first principle is identified with the monad, vovs with the dyad, and ^ux^ with the triad, symbolic meanings being also assigned to the other numbers. " The theorems of mathematics," he says, " apply absolutely to all things," from things divine to original matter (OXr;). But though he thus subjects all things to number, he holds elsewhere that numbers are independent existences, and occupy a middle place between the limited and unlimited. Another difficulty of the system is the account given of nature. It is said to be " bound by the indissoluble chains of necessity which men call fate," as distinguished from divine things which are not subject to fate. Yet, being itself the result of higher powers becoming corporeal, a continual stream of elevating influence flows from them to it, interfering with its necessary laws and turning to good ends the imperfect and evil. Of evil no satisfactory account is given ; it is said to have been generated accidentally. In his doctrine of man lamblichus retains for the soul the middle place between intellect and nature which it occupies in the universal order. He rejects the passionless and purely intellectual character ascribed to the human soul by Plotinus, distinguishing it sharply both from those above and those below it. He maintains that it moves between the higher and lower spheres, that it descends by a necessary law (not solely for trial or punishment) into the body, and, passing perhaps from one human body to another, returns again to the supersensible. This return is effected by the virtuous activities which the soul performs through its own power of free will, and by the assistance of the gods. These virtues were classified by Porphyry as political, purifying (KaBapriKal}, theoretical, and paradigmatic; and to these lamblichus adds a fifth class of priestly virtues (ltpa.Ti.Kai AperaO, in which the divinest part of the soul raises itself above intellect to absolute being. lamblichus does not seem ever to have attained to that ecstatic communion with and absorption in deity which was the aim of earlier Neoplatonism, and which Plotinus enjoyed four times in his life, Porphyry once. Indeed his tendency was not so much to raise man to God as to bring the gods down to men — a tendency shown still more plainly in the " Answer of Abamon the master to Porphyry's letter to Anebo and solutions of the doubts therein expressed," afterwards entitled the Liber de mysteriis, and ascribed to lamblichus. In answer to questions raised and doubts expressed by Porphyry, the writer of this treatise appeals to the innate idea all men have of the gods as testifying to the existence of divinities countless in number and various in rank (to the correct arrange- ment of which he, like lamblichus, attaches the greatest import- ance). He holds with the latter that above all principles of being and intelligence stands the absolute one, from whom the first god and king spontaneously proceeds; while after these follow the ethereal, empyrean, and heavenly gods, and the various orders of archangels, angels, demons, and heroes dis- tinguished in nature, power, and activity, and in greater pro- fusion than even the imagination of lamblichus had conceived. He says that all the gods are good (though he in another place admits the existence of evil demons who must be propitiated), and traces the source of evil to matter; rebuts the objection that their answering prayer implies passivity on the part of gods or demons; defends divination, soothsaying, and theurgic practices as manifestations of the divine activity; describes the appearances of the different sorts of divinities; discusses the various kinds of sacrifice, which he says must be suitable to the different natures of the gods, material and immaterial, and to the double condition of the sacrificer as bound to the body or free from it (differing thus in his psychology from lamblichus) ; and, in conclusion, states that the only way to happiness is through knowledge of and union with the gods, and that theurgic practices alone prepare the mind for this union — again going beyond his master, who held assiduous contemplation of divine things to be sufficient. It is the passionless nature of the soul which permits it to be thus united to divine beings, — knowledge of this mystic union and of the worship associated with it having been derived from the Egyptian priests, who learnt it from Hermes. On one point only does the author of the De mysteriis seem not to go so far as lamblichus in thus making philosophy sub- servient to priestcraft. He condemns as folly and impiety the worship of images of the gods, though his master held that these simulacra were filled with divine power, whether made byj"the hand of man or (as he believed) fallen from heaven. But images could easily be dispensed with from the point of view of the writer, who not only held that all things were full of gods (irdfra •tr\ripriOeS>v, as Thales said), but thought that each man had a special divinity of his own — an Bios daifuav — as his guard and companion. The following are the extant works of lamblichus: (i) On the Pythagorean (Life n«pJ rou IltOa-yopiKoO ftlov), ed. T. Kiessling (1815), A. Nauck (St Petersburg, 1884); for a discussion of the authorities used see E. Rohde in Rheimsches Museum, xxvi., xxvii. (1871, 1872); Eng. trans, by Thomas Taylor (1818). (2) TheExhorta- tion to Philosophy (AA-yos irpOTptwruiAt ets (pi\ocroia.v) , ed. T. Kiessling (1813); H. Piselli (1888). (3) The treatise On the General Science of Mathematics (Qtpl TTJS KOUTJJ iiaSitii.a.-rui^ ITTKTT^TJS) , ed. J. G. Friis (Copenhagen, 1790), N. Festa (Leipzig, 1891). (4) The book On the Arithmetic of Nicomachus (Htpl rrjs NutojuAxou 4pi0M'P'tirijs daayayfji) , along with fragments on fate (Uepl duapnivrjt) and prayer (Ilepi «6x7Js).ed. S. Tennulius (1688), the Arithmetic by H. Pistelli (1894). (5) The Theological Principles of Arithmetic (Qeo\o~rol>nfi>a. T»JJ 4piflMfT«?s) — the seventh book of the series — by F. Ast (Leipzig, 1817). Two lost books, treating of the physical and ethical significa- tion of numbers, stood fifth and sixth, while books on music, geometry and astronomy followed. The emperor Julian had a great admiration for lamblichus, whom he considered " intellectually not inferior to Plato "; but the Letters to lamblicus the Philosopher which bear his name are now generally considered spurious. The so-called Liber de mysteriis was first edited, with Latin translation and notes, by T. Gale (Oxford, 1678), and more recently by G. Parthey (Berlin, 1857); Eng. trans, by Thomaa Taylor (1821). IAMBLICHUS— IBADAN 215 There is a monograph on lamblichus by G. E. Hebenstreit (De lamblichi, philosophi Syri, doctrina, Leipzig, 1764), and one of the De myst. by Harless (Das Buck v. d. agypt. Myst., Munich, 1858). The best accounts of lamblichus are those of Zeller, Phil. d. Griechen, iii. 2, pp. 613 sq., 2nd ed. ; E. Vacherot, Hist, de I'ecole d'Alexandrie (1846), ii. 57 sq. ; J. Simon, Hist, de I'ecole d'Alexandrie (1845) ; A. E. Chaignet, Histoire de la psychologic des Grecs (Paris, 1893) v. 67-108; T. Whittaker, The Neo-Platonists (Cambridge, 1901). (W. R. So.) IAMBLICHUS, of Syria, the earliest of the Greek romance writers, flourished in the 2nd century A.D. He was the author of Ba@v\iavia.Ka., the loves of Rhodanes and Sinonis, of which an epitome is preserved in Photius (cod. 94). Garmus, a legendary king of Babylon, forces Sinonis to marry him and throws Rhodanes into prison. The lovers manage to escape, and after many singular adventures, in which magic plays a considerable part, Garmus is overthrown by Rhodanes, who becomes king of Babylon. According to Suidas, lamblichus was a freedman, and a scholiast's note on Photius further informs us that he was a native Syrian (not descended from Greek settlers) ; that he borrowed the material for his romance from a love story told him by his Babylonian tutor, and that he subsequently applied himself with great success to the study of Greek. A MS. of the original in the library of the Escorial is said to have been destroyed by fire in 1670. Only a few fragments have been preserved, in addition to Photius's epitome. See Scriptures erotici, ed. A. Hirschig (1856) and R. Hercher (1858); A. Mai, Scriptorum veterum nova collectio, ii. ; E. Rohde, Der griechische Roman (1900). IANNINA (i.e. "the city of St John"; Gr. loannina; Turk Yanid; also written Janina, Jannina, and, according to its Albanian pronunciation, Yanina), the capital of the vilayet of lannina, Albania, European Turkey. Pop. (1905) about 22,000. The largest ethnical groups in the population are the Albanian and Greek; the purest form of colloquial Greek is spoken here among the wealthy and highly educated merchant families. The position of lannina is strikingly picturesque. At the foot of the grey limestone mass of Mount Mitzekeli (1500 ft.), which forms part of the fine range of hills running north from the Gulf of Arta, there lies a valley (the Hellopia of antiquity) partly occupied by a lake; and the city is built on the slopes of a slight eminence, stretching down to the western shore. It has greatly declined from the state of barbaric prosperity which it enjoyed from 1788 to 1822, when it was the seat of Ali Pasha (q.v.), and was estimated to have from 30,000 to 50,000 inhabitants. The fortress — Demir Kule or Iron Castle, which, like the principal seraglio, was built on a promontory jutting into the lake — is now in ruins. But the city is the seat of a Greek archbishop, and still possesses many mosques and churches, besides synagogues, a Greek college (gymnasium) , a library and a hospital. Sayades (opposite Corfu) and Arta are the places through which it receives its imports. The rich gold and silver embroidery for which the city has long been famous is still one of the notable articles in its bazaar; but the commercial importance of lannina has notably declined since the cession of Arta and Thessaly to Greece in 1881. lannina had previously been one of the chief centres of the Thessalian grain trade; it now exports little except cheese, hides, bitumen and sheepskins to the annual value of about £120,000; the imports, which supply only the local demand for provisions, textile goods, hardware, &c., are worth about double that sum. The lake of lannina (perhaps to be identified with the Pambotus or Pambotis of antiquity) is 6 m. long, and has an area of 24 sq. m. , with an extreme depth of less than 35 ft. In time of flood it is united with the smaller lake of Labchistas to the north. There are no affluents of any considerable size, and the only outlets are underground passages or kalawthra extending for many miles through the calcareous rocks. The theory supported by W. M. Leake (Northern Greece, London, 1835) that the citadel of lannina is to be identified with Dodona, is now generally abandoned in favour of the claims of a more 'southern site. As Anna Comnena, in describing the capture of the town (TO. 'loavviva) by Bohemond in 1082, speaks of the walls as being dilapidated, it may be supposed that the place existed before the nth century. It is mentioned from time to time in the Byzantine annals, and on the establishment of the lordship of Epirus by Michael Angelus Comnenus Ducas, it became his capital. In the middle ages it was successively attacked by Serbs, Macedonians and Albanians; but it was in possession of the successors of Michael when the forces of the Sultan Murad appeared before it in 1430 (cf. Hahn, Alban. Studien, Jena [1854], pp. 310-322). Since 1431 it has continued under Turkish rule. Descriptions of lannina will be found in Holland's Travels (1815); Hughes, Travels in Greece, &c. (1830); H. F. Tozer, Researches in the Highlands of Turkey (London, 1869). See also ALBANIA and the authorities there cited. IAPETUS, in Greek mythology, son of Uranus and Gaea, one of the Titans, father of Atlas, Prometheus, Epimetheus and Menoetius, the personifications of certain human qualities (Hesiod, Theog. 507). As a punishment for having revolted against Zeus, he was imprisoned in Tartarus (Homer, Iliad, viii. 479) or underneath the island of Inarime off the coast of Cam- pania (Silius Italicus xii. 148). Hyginus makes him the son of Tartarus and Gaea, and one of the giants. lapetus was con- sidered the original ancestor of the human race, as the father of Prometheus and grandfather of Deucalion. The name is probably identical with Japhet (Japheth), and the son of Noah in the Greek legend of the flood becomes the ancestor of (Noah) Deu- calion, lapetus as the representative of an obsolete order of things is described as warring against the new order under Zeus, and is naturally relegated to Tartarus. See F. G. Welcker, Griechische Gotterlehre, i. (1857) ; C. H. Volcker, Die Mythologie des lapetischen Geschlechtes (1824); M. Mayer, Giganten und Titanen (1887). IAPYDES, or IAPODES, one of the three chief peoples of Roman Illyria. They occupied the interior of the country on the north between the Arsia (Arsa) and Tedanius (perhaps the Zermanja), which separated them from the Liburnians. Their territory formed part of the modern Croatia. They are described by Strabo as a mixed race of Celts and Illyrians, who used Celtic weapons, tattooed themselves, and lived chiefly on spelt and millet. They were a warlike race, addicted to plundering expeditions. In 129 B.C. C. Sempronius Tuditanus celebrated a triumph over them, and in 34 B.C. they were finally crushed by Augustus. They appear to have had a foedus with Rome, but subsequently rebelled. See Strabo iv. 207, vii. 313-315; Dio Cassius xlix. 35; Appian, Illyrica, 10, 14, 16; Livy, Epit. fix. 131; Tibullus iv. I. 108; Cicero, Pro Balbo, 14. IATROCHEMISTRY (coined from Gr. iarp6$, a physician, and " chemistry "), a stage in the history of chemistry, during which the object of this science was held to be " not to make gold but to prepare medicines." This doctrine dominated chemical thought during the i6th century, its foremost sup- porters being Paracelsus, van Helmont and de la Boe Sylvius. But it gave way to the new definition formulated by Boyle, viz. that the proper domain of chemistry was " to determine the composition of substances." (See CHEMISTRY: I. History; MEDICINE.) IAZYGES, a tribe of Sarmatians first heard of on the Maeotis, where they were among the allies of Mithradates the Great. Moving westward across Scythia, and hence called Metanastae, they were on the lower Danube by the time of Ovid, and about A.D. 50 occupied the plains east of the Theiss. Here, under the general name of Sarmatae, they were a perpetual trouble to the Roman province of Dacia. They were divided into freemen and serfs (Sarmatae Limigantes) , the latter of whom had a different manner of life and were probably an older settled population enslaved by nomad masters. They rose against them in A.D. 334, but were repressed by foreign aid. Nothing is heard of lazyges or Sarmatae after the Hunnish invasions. Graves at Keszthely and elsewhere in the Theiss valley, shown by their contents to belong to nomads of the first centuries A.D., are referred to the lazyges. (E. H. M.) IBADAN, a town of British West Africa, in Yorubaland, Southern Nigeria, 123 m. by rail N.E. of Lagos, and about 50 m. N.E. of Abeokuta. Pop. (1910 estimated at 150,000. The town occupies the slope of a hill, and stretches into the valley 2l6 IBAGUE— IBERIANS through which the river Ona flows. It is enclosed by mud walls, which have a circuit of 18 m., and is encompassed by cultivated land 5 or 6 m. in breadth. The native houses are all low, thatched structures, enclosing a square court, and the only break in the mud wall is the door. There are numerous mosques, orishas (idol-houses) and open spaces shaded with trees. There are a few buildings in the European style. Most of the inhabitants are engaged in agriculture ; but a great variety of handicrafts is also carried on. Ibadan is the capital of one of the Yoruba states and enjoys a large measure of autonomy. Nominally the state is subject to the alafin (ruler) of Oyo; but it is virtually independent. The administration is in the hands of two chiefs, a civil and a military, the bale and the balogun; these together form the highest court of appeal. There is also an iyaloda or mother of the town, to whom are submitted all the disputes of the women. Ibadan long had a feud with Abeokuta, but on the establishment of the British protectorate the intertribal wars were stopped. In 1862 the people of Ibadan destroyed Ijaya, a neighbouring town of 60,000 inhabitants. A British resident and a detachment of Hausa troops are stationed at Ibadan. See also YORUBAS, ABEOKUTA and LAGOS. IBAGUfi, or SAN BONIFACIO DE IBAGUE, a city of Colombia, and capital of the department of Tolima, about 60 m.W. of Bogota and 18 m. N.W. of the Nevado de Tolima. Pop. (1900, estimate) 13,000. Ibagu6 is built on a beautiful plain between the Chipalo and Combeima, small affluents of the Cuello, a western tributary of the Magdalena. Its elevation, 4300 ft. above the sea, gives it a mild, subtropical climate. The plain and the neighbouring valleys produce cacao, tobacco, rice and sugar-cane. There are two thermal springs in the vicinity, and undeveloped mines of sulphur and silver. The city has an endowed college. It is an important commercial centre, being on the road which crosses the Quindio pass, or paramo, into the Cauca valley. Ibague was founded in 1550 and was the capital of the republic for a short time in 1854. IBARRA, a city of Ecuador and capital of the province of Imbabura, about 50 m. N.N.E. of Quito, on a small fertile plain at the northern foot of Imbabura volcano, 7300 ft. above sea- level. Pop. (1900, estimate) 5000. It stands on the left bank of the Tahuando, a small stream whose waters flow north and west to the Pacific through the Mira, and is separated from the higher plateau of Quito by an elevated transverse ridge of which the Imbabura and Mojanda volcanoes form a part. The surrounding country is mountainous, the valleys being very fertile. Ibarra itself has a mild, humid climate, and is set in the midst of orchards and gardens. It is the see of a bishop and has a large number of churches and convents, and many sub- stantial residences. Ibarra has manufactures of cotton and woollen fabrics, hats, sandals (alpar gates), sacks and rope from cabulla fibre, laces, sugar and various kinds of distilled spirits and cordials made from the sugar-cane grown in the vicinity. Mules are bred for the Colombian markets of Pasto and Popayan. Ibarra was founded in 1597 by Alvaro de Ibarra, the president of Quito. It has suffered from the eruptions of Imbabura, and more severely from earthquakes, that of 1859 causing great damage to its public buildings, and the greater one of the i6th of August 1868 almost completely destroyed the town and killed a large number of its inhabitants. The village of Carranqui, ij m. from Ibarra, is the birthplace of Atahualpa, the Inca sovereign executed by Pizarro, and close by is the small lake called Yaguarcocha where the army of Huaynacapac, the father of Atahualpa, inflicted a bloody defeat on the Carranquis. Another aboriginal battle-field is that of Hatuntaqui, near Ibarra, where Huaynacapac won a decisive victory and added the greater part of Ecuador to his realm. The whole region is full of tolas, or Indian burial mounds. IBERIANS (Iberi, "Iftnpts), an ancient people inhabiting parts of the Spanish peninsula. Their ethnic affinities are not known, and our knowledge of their history is comparatively slight. It is almost impossible to make any statement in regard to them which will meet with general agreement. At the same time, the general lines of Iberian controversy are clear enough. The principal sources of information about the Iberians are (i) historical, (2) numismatic, (3) linguistic, (4) anthropological. 1. Historical. — The name seems to have been applied by the earlier Greek navigators to the peoples who inhabited the eastern coast of Spain; probably it originally meant those who dwelt by the river Iberus (mod. Ebro). It is possible (Boudard, Etudes sur I'alphabet ibdrien (Paris, 1852) that the river-name itself represents the Basque phrase ibay-erri " the country of the river." On the other hand, even in older Greek usage (as in Thuc. vi. i) the term Iberia is said to have embraced the country as far east as the Rhone (see Herodorus of Heraclea, Fragm. Hist. Gr. ii. 34), and by the time of Strabo it was the common Greek name for the Spanish peninsula. Iberians thus meant sometimes the . population of the peninsula in general and sometimes, it would appear, the peoples of some definite race (ytvos) which formed one element in that population. Of the tribal distribution of this race, of its linguistic, social and political characteristics, and of the history of its relation to the other peoples of Spain, we have only the most general, fragmentary and contradictory accounts. On the whole, the historical evidence indicates that in Spain, when it first became known to the Greeks and Romans there existed many separate and variously civilized tribes connected by at least apparent identity of race, and by similarity (but not identity) of language, and sufficiently distinguished by their general characteristics from Phoenicians, Romans and Celts. The statement of Diodorus Siculus that the mingling of these Iberians with the immigrant Celts gave rise to the Celtiberians is in itself probable. Varro and Dionysius Afer proposed to identify the Iberians of Spain with the Iberians of the Caucasus, the one regarding the eastern, and other the western, settlements as the earlier. 2. Numismatic. — Knowledge of ancient Iberian language and history is mainly derived from a variety of coins, found widely distributed in the peninsula,1 and also in the neighbourhood of Narbonne. They are inscribed in an alphabet which has many points of similarity with the western Greek alphabets, and some with the Punic alphabet; but which seems to retain a few characters from an older script akin to those of Minoan Crete and Roman Libya.2 The same Iberian alphabet is found also rarely in inscriptions. The coinage began before the Roman conquest was completed; the monetary system resembles that of the Roman republic, with values analogous to denarii and quinarii. The coin inscriptions usually give only the name of the town, e.g. PLPLIS (Bilbilis), KLAQRIQS (Calagurris), SEQBRICS (Segobriga) ,TMANiAv(Dumania) . The types show late Greek and perhaps also late Punic influence, but approximate later to Roman models. The commonest reverse type, a charging horseman, reappears on the Roman coins of Bilbilis, Osca, Segobriga and other places. Another common type is one man leading two horses or brandishing a sword or a bow. The obverse has usually a male head, sometimes inscribed with what appears to be a native name. 3. Linguistic. — The survival of the non- Aryan language among the Basques around the west Pyrenees has suggested the attempt to interpret by its means a large class of similar- sounding place-names of ancient Spain, some of which are authenticated by their occurrence on the inscribed coins, and to link it with other traces of non-Aryan speech round the shores of the Western Mediterranean and on the Atlantic seaboard of Europe. This phase of Iberian theory opens with K. W. Humboldt (Prufung der Untersuchungen iiber die Urbewohner Hispaniens vermittelst der waskischen Sprache, Berlin, 1821), 1 For the prehistoric civilization of the peninsula as a whole see SPAIN. 1 P. A. Boudard's Etudes sur I'alphabet Mrien (Paris, 1852), and Numismatique iberienne (B6ziers, 1859); Aloiss Heiss, Notes sur les monnaies celtiberiennes (Paris, 1865), and Description generate des monnaies antiques de I'Espagne (Paris, 1870); Phillips, Uoer das iberische Alphabet (Vienna, 1870), Die Einwanderung der Iberer in die pyren. Halbinsel (Vienna, 1870); W. M. Flinders Petrie, Journ. Anthr. Inst. xxix. (1899) 204, and above all E. Httbner, Monumenta linguae Ibericae. IBEX 217 who contended that there existed once a single great Iberian people, speaking a distinct language of their own; that an essentially " Iberian " population was to be found in Sicily, Sardinia and Corsica, in southern France, and even in the British Isles; and that the Basques of the present day were remnants of this race, which had elsewhere been expelled or absorbed. This last was the central and the seminal idea of the work, and it has been the point round which the battle of scholarship has mainly raged. The principal evidence which Humboldt adduced in its support was the possibility of explaining a vast number of the ancient topographical names of Spain, and of other asserted Iberian districts, by the forms and significations of Basque. In reply, Graslin (De I'Iberie, Paris, 1839), maintained that the name Iberia was nothing but a Greek misnomer of Spain, and that there was no proof that the Basque people had ever occupied a wider area than at present; and Blade (Origine des Basques, Paris, 1869) took the same line of argument, holding that Iberia is a purely geographical term, that there was no proper Iberian race, that the Basques were always shut in by alien races, that their affinity is still to seek, and that the whole Basque-Iberian theory is a figment. His main contention has met with some acceptance,1 but the great current of ethnographical speculation still flows in the direction indicated by Humboldt. 4. Anthropological. — Humboldt's " Iberian theory " depended partly on linguistic comparisons, but partly on his observation of widespread similarity of physical type among the population of south-western Europe. Since his time the anthropological researches of Broca, Thurnam and Davis, Huxley, Busk, Beddoe, Virchow, Tubino and others have proved the existence in Europe, from Neolithic times, of a race, small of stature, with long or oval skulls, and accustomed to bury their dead in tombs. Their remains have been found in Belgium and France, in Britain, Germany and Denmark, as well as in Spain; and they bear a close resemblance to a type which is common among the Basques as well as all over the Iberian peninsula. This Neolithic race has consequently been nicknamed " Iberians," and it is now common to speak of the " Iberian " ancestry of the people of Britain, recognizing the racial characteristics of " Iberians " in the" small swarthy Welshman," the " small dark Highlander," and the " Black Celts to the west of the Shannon," as well as in the typical inhabitants of Aquitania and Brittany.2 Later investigators went further. M. d'Arbois de Jubainville, for example (Les Premiers habitants de I' Europe, Paris, 1877), maintained that besides possessing Spain, Gaul, Italy and the British Isles, " Iberian " peoples penetrated into the Balkan peninsula, and occupied a part of northern Africa, Corsica and Sardinia; and it is now generally accepted that a race with fairly uniform characteristics was at one time in possession of the south of France (or at least of Aquitania), the whole of Spain from the Pyrenees to the straits, the Canary Islands (the Guanches) a part of northern Africa and Corsica. Whether this type is more conveniently designated by the word Iberian, or by some other name (" Eur-african," " Mediterranean," &c.) is a matter of comparative indifference, provided that there is no misunderstanding as to the steps by which the term Iberian attained its meaning in modern anthropology. AUTHORITIES.— K. W. von Humboldt, " t)ber die cantabrische oder baskische Sprache " in Adelung, Mithridates iv. (1817), and Priifung d. Untersuchungen it. die Urbewohner Hispaniens vermittelst der wasktschen Sprache (Berlin, 1821); L. F. Graslin, De I'Iberie (Paris, 1838) ; T. B. G. M. Bory de St Vincent, Essai geologique sur le genre humain (1838) ; G. Lagneau, " Sur 1'ethnologie des peuples ib<5riens," in Bull. soc. anthrop. (1867), pp. 146-161 ; J. F. Blad6, Etudes sur I'origine des Basques (Paris, 1869), Defense des etudes, &c. (Paris, 1870) ; Phillips, Die Einwanderung der Iberer in die pyren. Halbinsel (Vienna, 1870), Uber das iberische Alphabet (Vienna, 1870); W. Boyd Dawkins, " The Northern Range of the Basques," in ' W. van Eys, for example, " La Langue ib6rienne et la langue basque," in Revue de linguistique, goes against Humboldt; but Prince Napoleon and to a considerable extent A. Luchaire maintain the justice of his method and the value of many of his results. See Luchaire, Les Origines linguistiques de VAquitaine (Paris, 1877). 1 Compare the interesting re'sume' of the whole question in Boyd Dawkins's Early Man in Britain (London, 1880). Fortnightly Rev. N.S. xvi. 323-337 (1874); W. T. van Eys, "La Langue iWrienne et la langue basque," in Revue de linguistique, PP- 3-15 (1874) ; W. Webster, " The Basque and the Kelt," in Journ. Anthrop. Inst. v. 5-29 (1875) ; F. M. Tubino, Los Aborigines ibericos o los Berberos en la peninsula (Madrid, 1876); A. Luchaire, Les Origines linguistiques de VAquitaine (Paris, 1877) ; W. Boyd Dawkins, Early Man in Britain (London, 1880); A. Castaing, " Les Origines des Aquitains," Mem. Soc. Eth. N.S. I, pp. 183-328 (1884) ; G. C. C. Gerland, " Die Basken und die Iberer " in Grober, Grundnss d. roman. PhUologie, i, pp. 313-334 (1888); M. H. d'Arbois de Jubainville, Les Premiers habitants de I'Europe (1889-1894); J. F. Blade", Les Vascons avant leur etablissement en Novempopulame, Agen. (1891); W. Webster, " The Celt-iberians," Academy xl. 268-269 (and con- sequent correspondence) (1891); J. Rhys, "The Inscriptions and Language of the Northern Picts," Proc. Soc. Ant. Scot. xxvi. 263-351 (1892); F. Fita, "El Vascuence en las inscripciones ogmicas," Bol. Real. Acad. Hist. Madrid (June 1893), xxii. 579-587; G. v. d. Gabelentz, " Baskisch u._Berberisch," Sitz. k. preuss. Akad. Wiss. celtique, xiv. 357-395 (1894); G. Buschan, " Uber die iberische Rasse, Ausland, Ixvi. 342-344 (1894); F. Oloriz y Aguilera, Dis- tribution geografica del indice cefahco en Espana (Madrid, 1894), " La Talla humana en Espafia " in Discursos R. Acad. Medicina xxxvi. 389 (Madrid, 1896); R. Collignon, "La Race basque," L'Anthropologie, v. 276-287 (1894); T. de Aranzadi, " Le Peuple basque, re"sume" " Bull. soc. d'anth. 510-520 (1894), " Consideraciones acerca de la raza basca " Euskel-Erria xxxv. 33, 65, 97, 129 (1896); H. Schuchhardt, Baskische Studien, i. " Uber die Enistehung der Bezugsformen des baskischen Zeit worts"; Denkschriften der K. Akad. der Wiss., Phil.-Hist., Classe, Bd. 42, Abh. 3. (Wien, 1893); Ph. Salmon, Rev. mens. EC. d'anthr. v. 155-181, 214-220(1895); R. Collignon, " Anthr. du S.-O. de la France," Mem. Soc. Anthr. § 3. i. 4. p. 1-129 (1895), Ann. de geogr. v. 156-166 (1896), and with J. Deniker, " Les Maures de S6n6gal," L' Anthr. vii. 57-69 (1897); G. Herv6, Rev. mens. EC. d'anthr. vi. 97-109 (1896); G. Sergi, Africa: Anthropologia delta slirpe Camitica (Turin, 1897), Arii ed Italici (1898); L. de Hoyos Sainz, "L'Anthropologie et la pr6- historique en Espagne et en Portugal en 1897, L'Anthropologie, ix- 37-51 (1898) ; J. Deniker (see Collignon) " Les Races de I'Europe," L'Anthropologie, ix. 113-133 (1898) ; M. Geze, " De quelques rapports entre les langues berbere et basque," Mem. soc. arch, du Midi de la France, xiii. See also the works quoted in the footnotes; and the bibliography under BASQUES. (J. L. M.) IBEX, one of the names of the Alpine wild goat, otherwise known as the steinbok and bouquetin, and scientifically as Capra ibex. Formerly the ibex was common on the mountain-ranges of Germany, Switzerland and Tirol, but is now confined to the Alps which separate Valais from Piedmont, and to the lofty peaks of Savoy, where its existence is mainly due to game-laws. The ibex is a handsome animal, measuring about 45 ft. in length and standing about 40 in. at the shoulder. The skin is covered in summer with a short fur of an ashy-grey colour, and in winter with much longer yellowish-brown hair concealing a dense fur beneath. The horns of the male rise from the crest of the skull, and after bending gradually backwards terminate in smooth tips; the front surface of the remainder carrying bold transverse ridges or knots. About i yd. is the maximum recorded length of ibex-horns. The fact that the fore-legs are somewhat shorter than those behind enables the ibex to ascend mountain slopes with more facility than it can descend, while its hoofs are as hard as steel, rough underneath and when walking over a flat surface capable of being spread out. These, together with its powerful sinews, enable it to take prodigious leaps, to balance itself on the smallest foothold and to scale almost perpendicular rocks. Ibex live habitually at a greater height than chamois or any other Alpine mammals, their vertical limit being the line of perpetual snow. There they rest in sunny nooks during the day, descending at night to the highest woods to graze. Ibex are gregarious, feeding in herds of ten to fifteen individuals; but the old males generally live apart from, and usually at greater elevations than, the females and young. They utter a sharp whistling sound not unlike that of the chamois, but when greatly irritated or frightened make a peculiar snorting noise. The period of gestation in the female is ninety days, after which she produces — usually at the end of June — a single young one which is able at once to follow its mother. Kids when caught young and fed on goat's milk can be readily tamed; and in the i6th century young tamed ibex were frequently driven to the 2l8 IBIS mountains along with the goats, in whose company they would afterwards return. Even wild ibex have been known to stray among the herds of goats, although they shun the society of chamois. Its flesh is said to resemble mutton, but has a flavour of game. By naturalists the name " ibex " has been extended tp embrace all the kindred species of wild goats, while by sportsmen it is used in a still more elastic sense, to include not only the true wild goat (known in India as the Sind ibex) but even the short-horned Hemitragus hylocrius of the Nilgiris. Dealing only with species zoologically known as ibex, the one nearest akin to the European kind is the Asiatic or Siberian ibex (Capra The Ibex (Capra ibex). sibirica), which, with several local phases, extends from the northern side of Kashmir over an enormous area in Central Asia. These ibex, especially the race from the Thian Shan, are incomparably finer than the European species, their bold knotted horns sometimes attaining a length of close on 60 in. The Arabian, or Nubian, ibex (C. nubiana) is characterized by the more slender type of h6rn, in which the front edge is much narrower; while the Simien ibex (C. volt) of Central Abyssinia is a very large and dark-coloured animal, with the horns black instead of brownish, and bearing only slightly marked front ridges. The Caucasian ibex (C. caucasica), or tur, is a wholly fox-coloured animal, in which the horns are still flatter in front, and thus depart yet further from the ibex type. In the Spanish ibex (C. pyrenaica) the horns jare flattened, with ill-defined knobs, and a spiral twist. (SEE GOAT.) (W. H. F.; R. L.*) IBIS, one of the sacred birds of the ancient Egyptians. James Bruce identified this bird with the Abu-Hannes or " Father John " of the Abyssinians, and in 1790 it received from Latham (Index ornithologicus, p. 706) the name of Tantalus aethiopicus. This determination was placed beyond question by Cuvier (Ann. du Musium, iv. 116-135) and Savigny (Hist. nat. et mythol. de I'ibis) in 1805. They, however, removed it from the Linnaean genus Tantalus and, Lacepede having some years before founded a genus Ibis, it was transferred thither, and is now generally known as /. aethiopica, though some speak of it as 7. religiosa. No attempt can here be made to treat the ibis from a mythological or antiquarian point of view. Savigny's memoir contains a great deal of matter on the subject. Wilkinson ( A ncient Egyptians, ser. 2, vol. ii. pp. 217-224) added some of the results of later research, and Renouf in his Hibbert Lectures explains the origin of the myth. The ibis is chiefly an inhabitant of the Nile basin from Dongola southward, as well as of Kordofan and Sennar; whence about midsummer it moves northwards to Egypt.1 In Lower Egypt it bears the name of Abu-mengel, or " father of the sickle," from the form of its bill, but it does not stay long in that country, disappearing when the Nile has subsided. Hence most travellers have failed to meet with it there2 (since their acquaintance with the birds of Egypt is limited to those which frequent the country in winter), and writers have denied generally to this species a place in its modern fauna (cf. Shelley, Birds of Egypt, p. 261). However, in 1864, von Heuglin (Journ. fur Ornithologie, 1865, p. 100) saw a young bird which had been shot in the Delta, and E. C. Taylor (Ibis, 1878, p. 372) saw an adult which had been killed near Lake Menzal in 1877. The story told to Herodotus of its destroying snakes is, according to Savigny, devoid of truth, but Cuvier states that he discovered partly digested remains of a snake in the stomach of a mummied ibis. The ibis is somewhat larger than a curlew, Numenius arquata, which bird it resembles, with a much stouter bill and stouter legs. The head and greater part of the neck are bare and black. The plumage is white, except the primaries, which are black, and a black plume, formed by the secondaries, tertials and lower scapulars, and richly glossed with bronze, blue and green, which curves gracefully over the hind-quarters. The bill and feet are also black. The young lack the ornamental plume, and in them the head and neck are clothed with short black feathers, while the bill is yellow. The nest is placed in bushes or high trees, the bird generally building in companies, and in the middle of August von Heuglin (Orn. Nord-Ost-Afrikas, p. 1138) found that it had from two to four young or much incubated eggs.3 These are of a dingy white, splashed, spotted and speckled with reddish-brown. Congeneric with the typical ibis are two or three other species, the 7. melanocephala of India, the /. molucca or /. strictipennis, of Australia, and the /. bernieri of Madagascar, all of which closely resemble 7. aethiopica; while many other forms not very far removed from it, though placed by authors in distinct genera,4 are known. Among these are several beautiful species such as the Japanese Geronticus nippon, the Lopholibis cristala of Madagascar, and the scarlet ibis,6 Eudocimus ruber, of America. The glossy ibis, Plegadis falcinellus, found throughout the West Indies, Central and the south-eastern part of North America, as well as in many parts of Europe (whence it not unfrequently strays to the British Islands), Africa, Asia and Australia. This bird, believed to be the second kind of ibis spoken of by Hero- dotus, is rather smaller than the sacred ibis, and mostly of a dark chestnut colour with brilliant green and purple reflections on the upper parts, exhibiting, however, when young none of the rufous hue. This species lays eggs of a deep sea-green colour, having wholly the character of heron's eggs, and it often breeds in company with herons, while the eggs of all other ibises whose eggs are known resemble those of the sacred ibis. Though ibises resemble the curlews externally, there is no affinity between them. The Ibididae are more nearly related to the storks, Ciconiidae, and still more to the spoonbills, Plataleidae, with which latter many systematists consider them to form one group, the Hemiglottides of Nitzsch. Together these groups form the sub-order Ciconiae of the order Ciconiiformes. The true ibises are also to be clearly separated from the wood-ibises, Tantalidae, of which there are four or five species, by several not unimportant structural characters. Fossil remains of a true 1 It has been said to occur occasionally in Europe (Greece and southern Russia). 1 E. C. Taylor remarked (Ibis, 1859, p. 51), that the buff-backed heron, Ardea bubulcus, was made by the tourists' dragomans to do duty for the "sacred ibis," and this seems to be no novel practice, since by it, or something like it, Hasselqvist was misled, and through him Linnaeus. 3 The ibis has more than once nested in the gardens of the Zoologi- cal Society in London, and even reared its young there. 4 For some account of these may be consulted Dr Reichenow's paper in Journ. fur Ornithologie (1877), pp. 143-156; Elliot's jn Proc. Zool. Society (1877), pp. 477-510; and that of Oustalet in Nouv. Arch, du Mus&um, ser. 2, vols. i. pp. 167-184. 1 It is a popular error — especially among painters — that this bird was the sacred ibis of the Egyptians. IBLIS— IBN BATUTA 219 ibis, /. pagana, have been found in considerable numbers in the middle Tertiary beds of France.1 (A. N.) IBLIS, or EBLIS, in Moslem mythology the counterpart of the Christian and Jewish devil. He figures oftener in the Koran under the name Shaitan, Iblis being mentioned u times, whereas Shaitan appears in 87 passages. He is chief of the spirits of evil, and his personality is adapted to that of his Jewish prototype. Iblis rebelled against Allah and was expelled from Paradise. The Koranic legend is that his fall was a punishment for his refusal to worship Adam. Condemned to death he was afterwards respited till the judgment day (Koran vii. 13). See Gustav Weil, The Bible, the Koran and the Talmud (London, 1846). IBN 'ABD RABBIHI [Abu 'Umar Ahmad ibn Mahommed ibn 'Abd Rabbihi] (860-940), Arabian poet, was born in Cordova and descended from a freed slave of Hisham, the second Spanish Omayyad caliph. He enjoyed a great reputation for learning and eloquence. No diwan of his is extant, but many selections from his poems are given in the Yatlmat ud-Dahr, \. 412-436 (Damascus, 1887). More widely known than his poetry is his great anthology, the *Iqd ul-Farld (" The Precious Neck- lace "), a work divided into twenty-five sections, the thirteenth being named the middle jewel of the necklace, the chapters on either side of this being named after other jewels. It is an adab book (see ARABIA: Literature, section " Belles Lettres ") resem- bling Ibn Qutaiba's 'Uyun ul-Akhbar, from which it borrows largely. It has been printed several times in Cairo (1876, 1886, &c.). (G.W.T.) IBN 'ARABl [Muhyiuddm Abu 'Abdallah ibn ul-'Arabl] (1165-1240), Moslem theologian and mystic, was born in Murcia and educated in Seville. When thirty-eight he travelled in Egypt, Arabia, Bagdad, Mosul and Asia Minor, after which he lived in Damascus for the rest of his life. In law he was a Zahirite, in theology a mystic of the extreme order, though professing orthodox Ash'arite theology and combating in many points the Indo-Persian mysticism (pantheism). He claims to have had conversations with all the prophets past and future, and reports conversations with God himself. Of his numerous works about 150 still exist. The most extensive is the twelve- volume Futuhat ul-Makkiyat (" Meccan Revelations "), a general encyclopaedia of Sufic beliefs and doctrines. Numerous extracts from this work are contained in Sha'rani's (d. 1565) manual of Sufic dogma (Yawaqit) published several times in Cairo. A short account of these works is given in A. von Kremer's Geschichte der herrschenden Ideen des Islams, pp. 102-109 (Leipzig, 1868). Another characteristic and more accessible work of Ibn 'Arabi is the Fu$us ul-IJikam, on the nature and importance of the twenty-seven chief prophets, written in 1230 (ed. Bulaq, 1837) and with the Commentary (Cairo, 1891) of Qashani (d. 1350); cf. analysis by M. Schreiner in Journal of German Oriental Society, lii. 516-525. Of some 289 works said to have been written by Ibn 'Arabi 150 are mentioned in C. Brockelmann's Gesch. der arabischen Litteratur, vol. i. (Weimar, 1898), pp. 441-448. See also R. A. Nicholson, A Literary History of the Arabs, pp. 399-404 (London, 1907). (G. W. T.) IBN ATHIR, the family name of three brothers, all famous in Arabian literature, born at Jazirat ibn 'Umar in Kurdistan. The eldest brother, known as MAJD uD-DiN (1149-1210), was long in the service of the amir of Mosul, and was an earnest student of tradition and language. His dictionary of traditions (Kitab un-Nihaya) was published at Cairo (1893), and his dictionary of family names (Kitab ul-Murassa*) has been edited by Seybold (Weimar, 1896). The youngest brother, known as DIYA uo-DiN (1163-1239), served Saladin from 1191 on, then his son, al-Malik ul-Afdal, and was afterwards in Egypt, Samosata, Aleppo, Mosul and Bagdad. He was one of the most famous aesthetic'and stylistic critics in Arabian literature. His Kitab ul-Mathal, published in Bulaq in 1865 (cf. Journal of the German ^Oriental Society, xxxv. 148, and Goldziher's 1 The name " Ibis '' was selected as the title of an ornithological magazine, frequently referred to in this and other articles, which made its first appearance in 1859. Abhandlungen, i. 161 sqq.), contains some very independent criticism of ancient and modern Arabic verse. Some of his letters have been published by D. S. Margoliouth " On the Royal Correspondence of Diya ed-Din el-Jazari " in the Actes du dixieme congres international des orientalistes, sect. 3, pp. 7-21. The brother best known by the simple name of Ibn Athir was ABU-L-HASAN "IZZUDDIN MAHOMMED IBN UL-ATHIR (1160- 1234), who devoted himself to the study of history and tradition. At the age of twenty-one he settled with his father in Mosul and continued his studies there. In the service of the amir for many years, he visited Bagdad and Jerusalem and later Aleppo and Damascus. He died in Mosul. His great history, the Kamil, extends to the year 1231; it has been edited by C. J. Tornberg, Ibn al-Athiri Chronicon quod perfeclissimum inscribitur (14 vols., Leiden, 1851-1876), and has been published in 12 vols. in Cairo (1873 and 1886). The first part of this work up to A.H. 310 (A.D. 923) is an abbreviation of the work of Tabari (q.v.) with additions. Ibn Athir also wrote a history of the Atabegs of Mosul, published in the Recueil des hisloriens des croisades (vol. ii., Paris); a work (Usd ul-Ghaba}, giving an account of 7500 companions of Mahomet (5 vols., Cairo, 1863), and a compendium (the Lubdb) of Sam'ani's Kitab ul-Ansab (cf. F. Wiistenfeld's Specimen el-Lobabi, Gottingen, 1835). (G. W. T.) IBN BATUTA, i.e. ABU ABDULLAH MAHOMMED, surnamed IBN BATUTA (1304-1378), the greatest of Moslem travellers, was born at Tangier in 1304. He entered on his travels at twenty-one (1325) and closed them in 1355. He began by traversing the coast of the Mediterranean from Tangier to Alexandria, finding time to marry two wives on the road. After some stay at Cairo, then probably the greatest city in the world (excluding China), and an unsuccessful attempt to reach Mecca from Aidhab on the west coast of the Red Sea, he visited Palestine, Aleppo and Damascus. He then made the pilgrimage to Mecca and Medina, and visited the shrine of Ali at Mashhad-Ali, travelling thence to Basra, and across the mountains of Khuzistan to Isfahan, thence to Shiraz and back to Kufa and Bagdad. After an excursion to Mosul and Diarbekr, he made the haj a second time, staying at Mecca three years. He next sailed down the Red Sea to Aden (then a place of great trade), the singular position of which he describes, noticing its dependence for water-supply upon the great cisterns restored in modern times. He continued his voyage down the African coast, visiting, among other places, Mombasa and Quiloa (Kilwa). Returning north he passed by the chief cities of Oman to New Ormuz (Hurmuz), which had about 15 years before, c. 1315, been transferred to its famous island-site from the mainland (Old Ormuz). After visiting other parts of the gulf he crossed the breadth of Arabia to Mecca, making the haj for the third time. Crossing the Red Sea, he made a journey of great hardship to Syene, and thence along the Nile to Cairo. After this, travelling through Syria, he made a circuit among the petty Turkish states into which Asia Minor was divided after the fall of the kingdom of Rum (Iconium). He now crossed the Black Sea to Kaffa, then mainly occupied by the Genoese, and apparently the first Christian city he had seen, for he was much perturbed by the bell-ringing. He next travelled into Kipchak (the Mongol khanate of Russia), and joined the camp of the reigning khan Mahommed Uzbeg, from whom the great and heterogeneous Uzbeg race is perhaps named. Among other places in this empire he travelled to Bolghar (54° 54' N.) in order to witness the shortness of the summer night, and desired to continue his travels north into the " Land of Darkness " (in the extreme north of Russia), of which wonder- ful things were told, but was obliged to forego this. Returning to the khan's camp he joined the cortege of one of the Khatuns, who was a Greek princess by birth (probably illegitimate) and in her train travelled to Constantinople, where he had an interview with the emperor Andronikos III. the Younger (1328-1341). He tells how, as he passed the city gates, he heard the guards muttering Sarakinu. Returning to the court of Uzbeg, at Sarai on the Volga, he crossed the steppes to Khwarizm and Bokhara; thence through Khorasan and Kabul, and over the Hindu Kush (to which he gives that name, its first occurrence). He reached 220 IBN DURAID— IBN FARID the Indus, on his own statement, in September, 1333. This closes the first part of his narrative. From Sind, which he traversed to the sea and back again, he proceeded to Multan, and eventually, on the invitation of Mahommed Tughlak, the reigning sovereign, to Delhi. Mahommed was a singular character, full of pretence at least to many accomplishments and virtues, the founder of public charities, and a profuse patron of scholars, but a parricide, a fratricide, and as madly capricious, bloodthirsty and unjust as Caligula. " No day did his palace gate fail to witness the elevation of some abject to affluence and the torture and murder of some living soul." He appointed the traveller to be kazi of Delhi, with a present of 12,000 silver dinars {rupees), and an annual salary of the same amount, besides an assignment of village lands. In the sultan's service Ibn Batuta remained eight years; but his good fortune stimulated his natural extravagance, and his debts soon amounted to four or five times his salary. At last he fell into disfavour and retired from court, only to be summoned again on a congenial duty. The emperor of China, last of the Mongol dynasty, had sent a mission to Delhi, and the Moor was to accompany the return embassy (1342). The party travelled through central India to Cambay and thence sailed to Calicut, classed by the traveller with the neighbouring Kaulam (Quilon), Alexandria, Sudak in the Crimea, and Zayton (Amoy harbour) in China, as one of the greatest trading havens in the world — an interesting enumeration from one who had seen them all. The mission party was to embark in Chinese junks (the word used) and smaller vessels, but that carrying the other envoys and the presents, which started before Ibn Batuta was ready, was wrecked totally; the vessel that he had engaged went off with his property, and he was left on the beach of Calicut. Not daring to return to Delhi, he remained about Honore and other cities of the western coast, taking part in various adventures, among others the capture of Sindabur (Goa), and visiting the Maldive Islands, where he became kazi, and married four wives, and of which he has left the best medieval account, hardly surpassed by any modern. In August 1344 he left the Maldives for Ceylon; here he made the pilgrimage to the " Footmark of our Father Adam." Thence he betook himself to Maabar (the Coromandel coast), where he joined a Mussulman adventurer, residing at Madura, who had made himself master of much of that region. After once more visiting Malabar, Canara and the Maldives, he departed for Bengal, a voyage of forty-three days, landing at Sadkawan (Chittagong). In Bengal he visited the famous Moslem saint Shaykh Jalaluddin, whose shrine (Shah Jalal at Silhet) is still maintained. Returning to the delta, he took ship at Sunarganw (near Dacca) on a junk bound for Java (i.e. Java Minor of Marco Polo, or Sumatra). Touching the coast of Arakan or Burma, he reached Sumatra in forty days, and was provided with a junk for China by Malik al Dhahir, a zealous disciple of Islam, which had recently spread among the states on the northern coast of that island. Calling (apparently) at Cambodia on his way, Ibn Batuta reached China at Zayton (Amoy harbour), famous from Marco Polo; he also visited Sin Kalan or Canton, and professes to have been in Khansa (Kinsay of Marco Polo, i.e. Hangchau), and Khanbalik (Cambaluc or Peking). The truth of his visit to these two cities, and especially to the last, has been questioned. The traveller's history, not least in China, singularly illustrates the free masonry of Islam, and its power of carrying a Moslem doctor over the known world of Asia and Africa. On his way home he saw the great bird Rukh (evidently, from his description, an island lifted by refraction); revisited Sumatra, Malabar, Oman, Persia, Bagdad, and crossed the great desert to Palmyra and Damascus, where he got his first news of home, and heard of his father's death fifteen years before. Diverging to Hamath and Aleppo, on his return to Damascus, he found the Black Death raging, so that two thousand four hundred died in one day. Revisiting Jerusalem and Cairo he made the haj a fourth time, and finally reappeared at Fez (visiting Sardinia en route) on the 8th of November 1349, after twenty-four years' absence. Morocco, he felt, was, after all, the best of countries. " The dirhems of the West are but little; but then you get more for them." After going home to Tangier, Ibn Batuta crossed into Spain and made the round of Andalusia, including Gibraltar, which had just then stood a siege from the " Roman tyrant Adfunus " (Alphonso XI. of Castile, 1312-1350). In 1352 the restless man started for Central Africa, passing by the oases of the Sahara (where the houses were built of rock-salt, as Herodotus tells, and roofed with camel skins) to Timbuktu and Gogo on the Niger, a river which he calls the Nile, believing it to flow down into Egypt, an opinion maintained by some up to the date of Lander's discovery. Being then recalled by his own king, he returned to Fez (early in 1354) via Takadda, Haggar and Tuat. Thus ended his twenty-eight years ' wanderings which in their main lines alone exceeded 75,000 m. By royal order he dictated his narrative to Mahommed Ibn Juzai, who concludes the work, 1 3th of December !3S5 (A.D.) with the declaration: " This Shaykh is the traveller of our age; and he who should call him the traveller of the whole body of Islam would not exceed the truth." Ibn Batuta died in 1378, aged seventy-three. Ibn Batuta's travels have only been known in Europe during the 1 9th century; at first merely by Arabic abridgments in the Gotha and Cambridge libraries. Notices or extracts had been published by Seetzen (c. 1808), Kosegarten (1818), Apetz (1819), and Burck- hardt (1819), when in 1829 Dr S. Lee published for the Oriental Translation Fund a version from the abridged MSS. at Cambridge, which attracted much interest. The French capture of Constantina afforded MSS. of the complete work, one of them the autograph of Ibn Juzai. And from these, after versions of fragments by various French scholars, was derived at last (1858-1859) the standard edition and translation of the whole by M. Defr6mery and Dr Sanguinetti, in 4 vols. See also Sir Henry Yule, Cathay, ii. 397-526 ; C. Raymond Beazley, Dawn of Modern Geography, iii. 535-538. Though there are some singular chronological difficulties in the narrative, and a good many cursory inaccuracies and exaggerations, there is no part of it except, perhaps, certain portions of the journeys in north China, which is open to doubt. The accounts of the Maldive Islands, and of the Negro countries on the Niger, are replete with interesting and accurate particulars. The former agrees surprisingly with that given by the only other foreign resident we know of, Pyrard de la Val, two hundred and fifty years later. Ibn Batuta's statements and anecdotes regarding the showy virtues and solid vices of Sultan Muhammad Tughlak are in entire agreement with Indian historians, and add many fresh details. (H. Y. ; C. R. B.) IBN DURAID [Abu Bakr Mahommed ibn ul-Hasan ibn Duraid ul-Azdl] (837-934), Arabian poet and philologist, was born at Basra of south Arabian stock. At his native place he was trained under various teachers, but fled in 871 to Oman at the time Basra was attacked by the negroes, known as the Zanj, under Muhallabl. After living twelve years in Oman he went to Persia, and, under the protection of the governor, 'Abdallah ibn Mahommed ibn Mlkal, and his son, Isma'll, wrote his chief works. In 920 he went to Bagdad, where he received a pension from the caliph Moqtadir. The Maqsura, a poem in praise of Ibn Mikal and his son, has been edited by A. Haitsma (1773) E. Scheidius (1786) and N. Boyesen (1828). Various commentaries on the poem exist in MS. (cf. C. Brockelmann, Gesch. der ar. Lit., i. 211 ff., Weimar, 1898). The Jamhara fi-l-Lugha is a large dictionary written in Persian but not printed. Another work is the Kitab ul-Ishtiqaq (" Book of Etymology"), edited by F. Wustenfeld (Gottingen, 1854); it was written in opposition to the anti- Arabian party to show the etymo- logical connexion of the Arabian tribal names. (G. W. T.) IBN FARADl [Abu-1-Walid 'Abdallah ibn ul-Faradi] (962- 1012), Arabian historian, was born at Cordova and studied law and tradition. In 992 he made the pilgrimage and proceeded to Egypt and Kairawan, studying in these places. After his return in 1009 he became cadi in Valencia, and was killed at Cordova when the Berbers took the city. His chief work is the History of the Learned Men of Andalusia, edited by F. Codera (Madrid, 1891-1892). He wrote also a history of the poets of Andalusia. (G. W. T.) IBN FARID [Abu-1-Q.asim 'Umar ibn ul-Farid] (1181-1235), Arabian poet, was born in Cairo, lived for some time in Mecca and died in Cairo. His poetry is entirely Sufic, and he was esteemed the greatest mystic poet of the Arabs. Some of his poems are said to have been written in ecstasies. His diwan has been published with commentary at Beirut, 1887, &c.; with the commentaries of Burlni (d. 1615) and 'Abdul-Gham (d. 1730) at Marseilles, 1853, and at Cairo; and with the commentary of Rushayyid Ghalib IBN GABIROL— IBN HAZM 221 (ipth century) at Cairo, 1893. One of the separate poems was edited by J. von Hammer Purgstall as Das arabische hohe Lied der Liebe (Vienna, 1854). See R. A. Nicholson, A Literary History of the Arabs (London, 1907), PP- 394-398. (G. W. T.) IBN GABIROL [SOLOMON BEN JUDAH], Jewish poet and philosopher, was born at Malaga, probably about 1021. The early part of his troublous life was spent at Saragossa, but few personal details of it are recorded. His parents died while he was a child and he was under the protection first of a certain Jekuthiel, who died in 1039, and afterwards of Samuel ha-Nagid, the well-known patron of learning. His passionate disposition, however, embittered no doubt by his misfortunes, involved him in frequent difficulties and led to his quarrelling with Samuel. It is generally agreed that he died young, although the date is uncertain. Al Harizi 1 says at the age of twenty-nine, and Moses b. Ezra2 about thirty, but Abraham Zaccuto3 states that he died (at Valencia) in 1070. M. Steinschneider 4 accepts the date 1058. His literary activity began early. He is said to have composed poems at the age of sixteen, and elegies by him are extant on Hai Gaon (died in 1038) and Jekuthiel (died in 1039), each of which was written probably soon after the death of the person commemorated. About the same time he also wrote his 'Anaq, a poem on grammar, of which only 97 lines out of 400 are pre- served. Moses ben Ezra says of him that he imitated Moslem models, and was the first to open to Jewish poets the door of versification,5 meaning that he first popularized the use of Arabic metres in Hebrew. It is as a poet that he has been known to the Jews to the present day, and admired for the youthful freshness and beauty of his work, in which he may be compared to the romantic school in France and England in the early igth century. Besides his lyrical and satirical poems, he contributed many of the finest compositions to the liturgy (some of them with the acrostic " Shelomoh ha-qaton "), which are widely different from the artificial manner of the earlier payyetanim. The best known of his longer liturgical compositions are the philosophical Kether Malkuth (for the Day of Atonement) and the Azharoth, on the 613 precepts (for Shebhu'dth). Owing to his pure biblical style he had an abiding influence on subsequent liturgical writers. Outside the Jewish community he was known as the philo- sopher Avicebron (Avencebrol, Avicebrol, &c.) The credit of identifying this name as a medieval corruption of Ibn Gabirol is due to S. Munk, who showed that selections made by Shem Tobh Palqera (or Falqera) from the Meqor Hayyim (the Hebrew translation of an Arabic original) by Ibn Gabirol, corresponded to the Latin Fans Vitae of Avicebron. The Latin version, made by Johannes Hispalensis and Gundisalvi about one hundred years after the author's death, had at once become known among the Schoolmen of the I2th century and exerted a powerful influence upon them, although so little was known of the author that it was doubted whether he was a Christian or a Moslem. The teaching of the Fans Vitae was entirely new to the country of its origin, and being drawn largely from Neoplatonic sources could not be expected to find favour with Jewish thinkers. Its distinctive doctrines are: (i) that all created beings, spiritual or corporeal, are composed of matter and form, the various species of matter being but varieties of the universal matter, and similarly all forms being contained in one universal form; (2) that between the primal One and the intellect (the vovs of Plotinus) there is interposed the divine Will, which is itself divine and above the distinction of form and matter, but is the cause of their union in the being next to itself, the intellect, in which Avicebron holds that the distinction does exist. The 1 Jud. Har. MacamcE, ed. Lagarde (Gottingen, 1883), p. 89, 1. 61. 2 See the passage quoted by Munk, Melanges de philosophie arabe etjuive (Paris, 1859), pp. 264 and 517. 3 Liber Juchassin, ed. Filipowski (London, 1857), p. 217. 'Hebr. Vbersetzungen (Berlin, 1893), § 219, note 70; cf. Kaufmann, Studien uber Sal.-ibn Gabirol (Budapest, 1899), p. 79, note 2. 5 See Munk, op. cit. pp. 515-516, transl. on pp. 263-264. Metre had been already used by Dunash. doctrine that there is a material, as well as a formal, element in all created beings was explicitly adopted from Avicebron by Duns Scotus (as against the view of Albertus Magnus and Thomas Aquinas), and perhaps his exaltation of the will above the intellect is due to the same influence. Avicebron develops his philosophical system throughout quite independently of his religious views — a practice wholly foreign to Jewish teachers, and one which could not be acceptable to them. Indeed, this charge is expressly brought against him by Abraham ben David of Toledo (died in 1180). It is doubtless this non-religious attitude which accounts for the small attention paid to the Fans Vitae by the Jews, as compared with the wide influence of the philosophy of Maimonides. The other important work of Ibn Gabirol is Islah al-akhlaq (the improvement of character), a popular work in Arabic, translated into Hebrew (Tiqqun middoth ha-nephesh) by Judah ibn Tibbon. It is widely different in treatment from the Fans, being intended as a practical not a speculative work. The collection of moral maxims, compiled in Arabic but best known (in the Hebrew translation of Judah ibn Tibbon) as Mibhar ha-peninim, is generally ascribed to Ibn Gabirol, though on less certain grounds. BIBLIOGRAPHY. — Texts of the liturgical poems are to be found in the prayer-books: others in Dukes and Edelmann, Treasures of Oxford (Oxford, 1850); Dukes, Shire Shelomoh (Hanover, 1858); S. Sachs, Shir ha-shirim asher li-Shelomoh (Paris, 1868, incomplete); Brody, Die weltlichen Gedichte des . . . Gabirol^ (Berlin, 1897, &c.). " Avencebrolis Fons Vitae " (Latin text) in Clemens Baumker's Beitrage zur Gesch. d. Philosophie, Bd. i. Hefte 2-4 (Munster, 1892) ; The Improvement of the Moral Qualities [Arabic and English] ed. by S. S. Wise (New York, 1901); A Choice of Pearls [Hebrew and English] ed. by Ascher (London, 1859). On the philosophy in general: S. Munk, Melanges (quoted above) ; Guttmann, Die Philosophie des Sal.-ibn Gabirol (Gottingen, 1889); D. Kaufmann, Studien uber Sal.-ibn Gabirol (Budapest, 1899); S. Horovitz, " Die Psychologic Ibn Gabirols," in the Jahresbericht des jud. theol. Seminars Franckel'scher Stiftung (Breslau, 1900); Wittmann, " Zur Stellung Avencebrols ... (in Baumker's Beilrage, Bd. v. Heft i, Munster, 1905). (A. CY.) IBN HAUKAL, strictly IBN HAUQAL, a loth century Arabian geographer. Nothing is known of his life. His work on geo- graphy, written in 977, is only a revision and extension of the Masalik ul-Mamdlik of al-Istakhrl, who wrote in 951. This itself was a revised edition of the Kitab ul-Ashkal or §uwar ul-Aqalim of Abu Zaid ul-Balkhi, who wrote about 921. Ibn Haukal's work was published by M. J. de Goeje (Leiden, 1873). An anonymous epitome of the book was written in 1233. See M. J. de Goeje, " Die Istahri-Balhi Frage," in the Zeitschrift der deutschen Morgenlandischen Gesellschaft, xxv. 42 sqq. IBN flAZM [Abu Mahommed 'All ibn Ahmad ibn Hazm] (994-1064), Moslem theologian, was born in a suburb of Cordova. He studied history, law and theology, and became a vizier as his father had been before him, but was deposed for heresy, and spent the rest of his life quietly in the country. In legal matters he belonged first to the Shafi'ite school, but came to adopt the views of the Zahirites, who admitted only the external sense of the Koran and tradition, disallowing the use of analogy (Qiyas) and Taqlid (appeal to the authority of an imam), and objecting altogether to the use of individual opinion (Ra'y). Every sentence of the Koran was to be interpreted in a general and universal sense; the special application to the circumstances of the time it was written was denied. Every word of the Koran was to be taken in a literal sense, but that sense was to be learned from other uses in the Koran itself, not from the meaning in other literature of the time. The special feature of Ibn Hazm's teaching was that he extended the application of these principles from the study of law to that of dogmatic theology. He thus found himself in opposition at one time to the Mo'tazilites, at another to the Ash'arites. He did not, however, succeed in forming a school. His chief work is the Kilab ul-Milal ivan- Nihal, or " Book of Sects " (published in Cairo, 1899). For his teaching cf. I. Goldziher, Die Zahiriten, pp. 116-172 (Leipzig, (1884), and M. Schreiner in the Journal of the German Oriental Society, Hi. 464-486. For a list of his other works see C. Brockelmann's Geschichte der arabischen Literatur, vol. i (Weimar, 1898), p. 400. (G. W. T.) 222 IBN HISHAN— IBN QUTAIBA IBN HISHAM [Abfl Mahommed 'Abdulmalik ibn Hisham ibn Ayyub ul-Himyari] (d. 834), Arabian biographer, studied in Kufa but lived afterwards in Fostat (old Cairo), where he gained a name as a grammarian and student of language and history. His chief work is his edition of Ibn Ishaq's (q.v.) Life of the Apostle of God, which has been edited by F. Wustenfeld (Got- tingen, 1858-1860). An abridged German translation has been made by G. Weil (Stuttgart, 1864; cf. P. Bronnle, Die Commentator en des Ibn Ishaq und ihre Scholien, Halle, 1895). Ibn Hisham is said to have written a work explaining the difficult words which occur in poems on the life of the Apostle, and another on the genealogies of the Himyarites and their princes. (G. W. T.) IBN ISHAQ [Mahommed ibn Ishaq Abu 'Abdallah] (d. 768), Arabic historian, lived in Medina, where he interested himself to such an extent in the details of the Prophet's life that he was attacked by those to whom his work seemed to have a rational- istic tendency. He consequently left Medina in 733, and went to Alexandria, then to Kufa and Hira, and finally to Bagdad, where the caliph Mansur provided him with the means of writing his great work. This was the Life of the Apostle of God, which is now lost and is known to us only in the recension of Ibn Hisham (q.v.). The work has been attacked by Arabian writers (as in the Fihrist) as untrustworthy, and it seems clear that he introduced forged verses (cf. Journal of the German Oriental Society, xiv. 288 sqq.). It remains, however, one of the most important works of the age. (G. W. T.) IBN JUBAIR [Abu-1 Husain Mahommed ibn Ahmad ibn Jubair] (1145-1217), Arabian geographer, was born in Valencia. At Granada he studied the Koran, tradition, law and literature, and later became secretary to the Mohad governor of that city. During this time he composed many poems. In 1183 he left the court and travelled to Alexandria, Jerusalem, Medina, Mecca, Damascus, Mosul and Bagdad, returning in 1185 by way of Sicily. The Travels of Ibn Jubair were edited by W. Wright (Leiden, 1852) ; and a new edition of this text, revised by M. J. de Goeje, was published by the Gibb Trustees (London, 1907). The part relating to Sicily was published, with French translation and notes, by M. Amari in the Journal asiatique (1845-1846) and a French translation alone of the same part by G. Crolla in Museon, vi. 123-132. (G. W. T.) IBN KHALDUN [Abu Zaid ibn Mahommed ibn Mahommed ibn Khaldun] (1332-1406), Arabic historian, was born at Tunis. He studied the various branches of Arabic learning with great success. la 1352 he obtained employment under the Marinid sultan Abu Inan (Fans I.) at Fez. In the beginning of 1356, his integrity having been suspected, he was thrown into prison until the death of Abu Inan in 1358, when the vizier al-Hasan ibn Omar set him at liberty and reinstated him in his rank and offices. He here continued to render great service to Abu Salem (Ibrahim III.), Abu Inan's successor, but, having offended the prime minister, he obtained permission to emigrate to Spain, where, at Granada, he was received with great cordiality by Ibn al Ahmar, who had been greatly indebted to his good offices when an exile at the court of Abu Salem. The favours he received from the sovereign excited the jealousy of the vizier, and he was driven back to Africa (1364), where he was received with great cordiality by the sultan of Bougie, Abu Abdallah, who had been formerly his companion in prison. On the fall of Abu Abdallah Ibn Khaldun raised a large force amongst the desert Arabs, and entered the service of the sultan of Tlemjen. A few years later he was taken prisoner by Abdalaziz ('Abd ul "Aziz), who had defeated the sultan of Tlemcen and seized the throne. He then entered a monastic establishment, and occupied himself with scholastic duties, until in 1370 he was sent for to Tlemcen by the new sultan. After the death of 'Abd ul 'Aziz he resided at Fez, enjoying the patronage and confidence of the regent. After some further vicissitudes in 1378 he entered the service of the sultan of his native town of Tunis, where he devoted himself almost exclusively to his studies and wrote his history of the Berbers. Having received permission to make the pilgrimage to Mecca, he reached Cairo, where he was presented to the sultan, al-Malik udh-DhahirBarkuk, who insisted on his remaining there, and in the year 1384 made him grand cadi of the Malikite rite for Cairo. This office he filled with great prudence and probity, removing many abuses in the administration of justice in Egypt. At this time the ship in which his wife and family, with all his property, were coming to join him, was wrecked, and every one on board lost. He endeavoured to find consolation in the completion of his history of the Arabs of Spain. At the same time he was removed from his office of cadi, which gave him more leisure for his work. Three years later he made the pilgrim- age to Mecca, and on his return lived in retirement in the Fayum until 1399, when he was again called upon to resume his functions as cadi. He was removed and reinstated in the office no fewer than five times. In 1400 he was sent to Damascus, in connexion with the expedition intended to oppose Timur or Tamerlane. When Timur had become master of the situation, Ibn Khaldun let himself down from the walls of the city by a rope, and presented himself before the conqueror, who permitted him to return to Egypt. Ibn Khaldun died on the i6th of March 1406, at the age of sixty-four. The great work by which he is known is a " Universal History," but it deals more particularly with the history of the Arabs of Spain and Africa. Its Arabic title is Kitab ul'Ibar, wa diwan el Mublada wa'l Khabar,fi ayyamtil'Arab wa'l'Ajam iva'l Berber; that is, " The Book of Examples and the Collection of Origins and Information respecting the History of the Arabs, Foreigners and Berbers." It consists of three books, an introduction and an autobiography. Book i. treats of the influence of civilization upon man ; book ii. of the history of the Arabs and other peoples from the remotest antiquity until the author's own times; book iii. of the history of the Berber tribes and of the kingdoms founded by that race in North Africa. The introduction is an elaborate treatise on the science of history and the development of society, and the autobiography contains the history, not only of the author himself, but of his family and of the dynasties which ruled in Fez, Tunis and Tlemcen during his lifetime. An edition of the Arabic text has been printed at Bulaq, (7 vols., 1867) and a part of the work has been translated by the late Baron McG. de Slane under the title of Histoire des Berberes (Algiers, 1852-1856); it contains an admirable account of the author and analysisof his work. Vol. i., the Muqaddama (preface), was published by M. Quatrem&re (3 vols., Paris, 1858), often republished in the East, and a French translation was made by McG. de Slane (3 vols., Paris, 1862-1868). The parts of the history referring to the expedi- tions of the Franks into Moslem lands were edited by C. J. Tornberg (Upsala, 1840), and the parts treating of the Banu-1 Ahmar kings of Granada were translated into French by M. Gaudefroy-Demom- bynes in the Journal asiatique, ser. 9, vol. xiii. The Autobiography of Ibn Khaldun was translated into French by de Slane in the Journal asiatique, ser. 4, vol. iii. For an English appreciation of the philosophical spirit of Ibn Khaldun see R. Flint's History of the Philosophy of History (Edinburgh, 1893), pp. 157-170. (E. H. P.;G. W. T.) IBN KHALLIKAN [Abu-1 'Abbas Ahmad ibn Khallikan] (1211-1282), Arabian biographer, was born at Arbela, the son of a professor reputed to be ascended from the Barmecides of the court of Harun al-Rashid. When eighteen he went to Aleppo, where he studied for six years, then to Damascus, and in 1238 to Alexandria and Cairo. In 1252 he married and became chief cadi of Syria in Damascus in 1261. Having held this office for ten years, he was professor in Cairo until 1278, when he again took office in Damascus for three years. In 1281 he accepted a professorship in the same city, but died in the following year. His great work is the Kitab Wafayat ul-A'yan," The Obituaries of Eminent Men." It contains in alphabetical order the lives of the most celebrated persons of Moslem history and literature, except those of Mahomet, the four caliphs and the companions of Mahomet and their followers (the Tabiun). The work is anecdotal and con- tains many brief extracts from the poetry of the writers. It was published by F. Wustenfeld (Gottingen, 1835-1843), in part by McG. de Slane (Paris, 1838-1842), and also in Cairo (1859 and 1882). An English translation by McG. de Slane was published for the Oriental Translation Fund in 4 vols. (London, 1842-1871). Thirteen extra biographies from a manuscript in Amsterdam were published by Pijnappel (Amsterdam, 1845). A Persian translation exists in manuscript, and various extracts from the work are known. Several supplements to the book have been written, the best known being that of Mahommed ibn Shakir (d. 1362), published at Cairo 1882. A collection of poems by Ibn Khallikan is also extant. (G. W. T.) IBN QUTAIBA, or KOTAIBA [Abu Mahommed ibn Muslim ibn Qutaiba] (828-889), Arabian writer, was born at Bagdad or IBN SA'D— IBRAHIM PASHA 223 Kufa, and was of Iranian descent, his father belonging to Merv. Having studied tradition and philology he became cadi in Dinawar and afterwards teacher in Bagdad, where he died. He was the first representative of the eclectic school of Bagdad philologists that succeeded the schools of Kufa and Basra (see ARABIA: Literature, section " Grammar "). Although engaged also in theological polemic (cf. I. Goldziher, Muhammedanische Studien, ii. 136, Halle, 1890), his chief works were directed to the training of the ideal secretary. Of these five may be said to form a series. The Adah ul-Katib (" Training of the Secretary ") contains instruction in writing and is a compendium of Arabic style. It has been edited by Max Griinert (Leiden, 1900). The Kitab ush-Sharab is still in manuscript. The Kitab ul- Maarif has been edited by F. Wustenfeld as the Handbuch der Geschichte 1 (Gottingen, 1850); the . Kitab ush-Shir wash- Shu arai (" Book of Poetry and Poets ") edited by M. J. de Goeje (Leiden, I9O4).2 The fifth and most important is the 'Uyun ul- Akhbar, which deals in ten books with lordship, war, nobility, character, science and eloquence, asceticism, friendship, requests, foods and women, with many illustrations from history, poetry and proverb (ed. C. Brockelmann, Leiden, 1900 sqq.). For other works (which were much quoted by later Arabian writers) see C. Brockelmann, Gesch. der arabischen Literatur, vol. i. (Weimar, 1898), pp. 120-122. (G. W. T.) IBN §A'D [Abu 'Abdallah Mahommed ibn Sa'd ibn Mani' uz-Zuhri, often called Katib ul-Waqidi (" secretary of Waqidi ") of Basra] (d. 845), Arabian biographer, received his training in tradition from Waqidi and other celebrated teachers. He lived for the most part in Bagdad, and had the reputation of being both trustworthy and accurate in his writings, which, in consequence, were much used by later writers. His work, the Kitab ul-Tabaqat ul-Kablr (15 vols.) contains the lives of Mahomet, his Companions and Helpers (including those who fought at Badr as a special class) and of the following generation (the Followers) who received their traditions from the personal friends of the Prophet. This work has been edited under the superintendence of E. Sachau (Leiden, 1904 sqq.) ; cf. O. Loth, Das Classenbuch des Ibn Sa'd (Leipzig, 1869). (G. W. T.) IBN TIBBON, a family of Jewish translators, who flourished in Provence in the I2th and I3th centuries. They all made original contributions to philosophical and scientific literature, but their permanent fame is based on their translations. Between them they rendered into Hebrew all the chief Jewish writings of the middle ages. These Hebrew translations were, in their turn, rendered into Latin (by Buxtorf and others) and in this form the works of Jewish authors found their way into the learned circles of Europe. The chief members of the Ibn Tibbon family were (i) JUDAH BEN SAUL (1120-1190), who was born in Spain but settled in Lunel. He translated the works of Bahya, Halevi, Saadiah and the grammatical treatises of Janah. (2) His son, SAMUEL (1150-1230), translated the Guide of the Perplexed by Maimonides. He justly termed his father " the father of the Translators," but Samuel's own method surpassed his father's in lucidity and fidelity to the original. (3) Son of Samuel, MOSES (died 1283). He translated into Hebrew a large number of Arabic books (including the Arabic form of Euclid). The Ibn Tibbon family thus rendered conspicuous services to European culture, and did much to further among Jews who did not understand Arabic the study of science and philosophy. (I. A.) IBN TUFAIL, or TOFAIL [Abu Bakr Mahommed ibn 'Abd-ul- Malik ibn Tufail ul-Qaisi] (d. 1185), Moslem philosopher, was born at Guadix near Granada. There he received a good training in philosophy and medicine, and is said to have been a pupil of Avempace (?.!>.). He became secretary to the governor of Granada, and later physician and vizier to the Mohad caliph, Abu Ya'qub Yusuf. He died at Morocco. 1 Summary in E. G. Browne, A Literary History of Persia (London, 1902), pp. 387 f. The preface was translated into German by Theodor Noldeke in his Beitrdge (Hanover, 1864), pp. 1-51. His chief work is a philosophical romance, in which he describes the awakening and growth of intellect in a child removed from the influences of ordinary life. Its Arabic title is Risalat Hayy ibn Yaqzan; it was edited by E. Pococke as Philosophus autpdidactus (Oxford, 1671 ; 2nd ed., 1700), and with a French translation by L. Gauthier (Algiers, 1900). An English translation by S. Ockley was published in 1708 and has been reprinted since. A Spanish translation by F. Pons Boigues was published at Saragossa (1900). Another work of Ibn Tufail, the Kitab Asrar ul- Ifikma ul-mashraqlyya ("Secrets of Eastern Science,"), was published at Bulaq (1882); cf. S. Munk, Melanges (1859), pp. 410 sqq., and T. J. de Boer, Geschichte der Philo- sophieimlslam (Stuttgart, i9Oi),pp. i6osqq. (also an English transla- tion). (G. W. T.) IBN USAIBI'A [Muwaffaquddin Abu-l-'Abbas Ahmad ibn ul-Qasim ibn Abi Usaibi'a] (1203-1270), Arabian physician, was born at Damascus, the son of an oculist, and studied medicine at Damascus and Cairo. In 1236 he was appointed by Saladin physician to a new hospital in Cairo, but surrendered the ap- pointment the following year to take up a post given him by the amir of Damascus in Salkhad near that city. There he lived and died. He wrote 'Uyun ul-Anba'fi fabaqat ul-Atibba' or "Lives of the Physicians," which in its first edition (1245-1246) was dedicated to the vizier of Damascus. This he enlarged, though it is uncertain whether the new edition was made public in the lifetime of the author. Edition by A. Miiller (Konigsberg, 1884). (G. W. T.) IBO, a district of British West Africa, on the lower Niger immediately above the delta, and mainly on the eastern bank of the river. The chief town, frequently called by the same name (more correctly Abo or Aboh), lies on a creek which falls into the main stream about 150 m. from its mouth and contains from 6000 to 8000 inhabitants. The Ibo are a strong well-built Negro race. Their women are distinguished by their embon- point. The language of the Ibo is one of the most widely spoken on the lower Niger. The Rev. J. F. Schon began its reduction in 1841, and in 1861 he published a grammar (Oku Ibo Gram- matical Elements, London, Church Miss. Soc.). (See NIGERIA.) IBRAHIM AL-MAUSILI (742-804), Arabian singer, was born of Persian parents settled in Kufa. In his early years his parents died and he was trained by an uncle. Singing, not study, attracted him, and at the age of twenty-three he fled to Mosul, where he joined a band of wild youths. After a year he went to Rai (Rei, Rhagae), where he met an ambassador of the caliph Mansur, who enabled him to come to Basra and take singing lessons. His fame as a singer spread, and the caliph Mahdi brought him to the court. There he remained a favourite under Hadl, while Harun al-Rashid kept him always with him until his death, when he ordered his son (Ma'mun) to say the prayer over his corpse. Ibrahim, as might be expected, was no strict Moslem. Two or three times he was knouted and imprisoned for excess in wine-drinking, but was always taken into favour again. His powers of song were far beyond anything else known at the time. Two of his pupils, his son Ishaq and Muhariq, attained celebrity after him. See the Preface to W. Ahlwardt's Abu Nowas (Greifswald, 1861), pp. 13-18, and the many stories of his life in the Kitab ul-Aghani, v. 2-49. (G. W. T.) IBRAHIM PASHA (1789-1848), Egyptian general, is some- times spoken of as the adopted son of Mehemet Ali, pasha of Egypt. He is also and more commonly called his son. He was born in his father's native town, Kavala in Thrace. During his father's struggle to establish himself in Egypt, Ibrahim, then sixteen years of age, was sent as a hostage to the Ottoman capitan pasha (admiral), but when Mehemet Ali was recognized as pasha, and had defeated the English expedition under General A. M. Fraser, he was allowed to return to Egypt. When Mehemet Ali went to Arabia to prosecute the war against the Wahhabis in 1813, Ibrahim was left in command in Upper Egypt. He continued the war with the broken power of the Mamelukes, whom he suppressed. In 1816 he succeeded his brother Tusun in command of the Egyptian forces in Arabia. Mehemet Ali had already begun to introduce European discipline into his army, and Ibrahim had probably received some training, but his first campaign was conducted more in the old Asiatic 224 IBSEN style than his later operations. The campaign lasted two years, and terminated in the destruction of the Wahhabis as a political power. Ibrahim landed at Yembo, the port of Medina, on the 30th of September 1816. The holy cities had been recovered from the Wahhabis, and Ibrahim's task was to follow them into the desert of Nejd and destroy their fortresses. Such training as the Egyptian troops had received, and their artillery, gave them a marked superiority in the open field. But the difficulty of crossing- the desert to the Wahhabi stronghold of Deraiya, some 400 m. east of Medina, and the courage of their opponents, made the conquest a very arduous one. Ibrahim displayed great energy and tenacity, sharing all the hardships of his army, and never allowing himself to be discouraged by failure. By the end of September 1818 he had forced the Wahhabi leader to surrender, and had taken Deraiya, which he ruined. On the nth of December 1819 he made a triumphal entry into Cairo. After his return he gave effective support to the Frenchman, Colonel Seve (Suleiman Pasha), who was employed to drill the army on the European model. Ibrahim set an example by submitting to be drilled as a recruit. When in 1824 Mehemet Ali was appointed governor of the Morea by the sultan, who desired his help against the insurgent Greeks, he sent Ibrahim with a squadron and an army of 17,000 men. The expedition sailed on the loth of July 1824, but was for some months unable to do more than come and go between Rhodes and Crete. The fear of the Greek fire ships stopped his way to the Morea. When the Greek sailors mutinied from want of pay, he was able to land at Modon on the 26th of February 1825. He remained in the Morea till the capitulation of the ist of October 1828 was forced on him by the intervention of the Western powers. Ibrahim's operations in the Morea were energetic and ferocious. He easily defeated the Greeks in the open field, and though the siege of Missolonghi proved costly to his own troops and to the Turks who operated with him, he brought it to a successful termination on the 24th of April 1826. The Greek guerrilla bands harassed his army, and in revenge he desolated the country and sent thousands of the inhabitants into slavery in Egypt. These measures of repression aroused great indignation in Europe, and led first to the intervention of the English, French and Russian squadrons (see NAVARINO, BATTLE OF), and then to the landing of a French expeditionary force. By the terms of the capitulation of the ist of October 1828, Ibrahim evacuated the country. It is fairly certain that the Turkish government, jealous of his power, had laid a plot to prevent him and his troops from returning to Egypt. English officers who saw him at Navarino describe him as short, grossly fat and deeply marked with smallpox. His "obesity did not cause any abatement of activity when next he took the field. In 1831, his father's quarrel with the Porte having become flagrant, Ibrahim was sent to conquer Syria. He carried out his task with truly remark- able energy. He took Acre after a severe siege on the 27th of May 1832, occupied Damascus, defeated a Turkish army at Horns on the 8th of July, defeated another Turkish army at Beilan on the 2gth of July, invaded Asia Minor, and finally routed the grand vizier at Konia on the 2 ist of December. The convention of Kutaiah on the 6th of May left Syria for a time in the hands of Mehemet Ali. Ibrahim was undoubtedly helped by Colonel Seve and the European officers in his army, but his intelligent docility to their advice, as well as his personal hardi- hood and energy, compare most favourably with the sloth, ignorance and arrogant conceit of the Turkish generals opposed to him. He is entitled to full credit for the diplomatic judgment and tact he showed in securing the support of .the inhabitants, whom he protected and whose rivalries he utilized. After the campaign of 1832 and 1833 Ibrahim remained as governor in Syria. He might perhaps have administered successfully, but the exactions he was compelled to enforce by his father soon ruined the popularity of his government and provoked revolts. In 1838 the Porte felt strong enough to renew the struggle, and war broke out once more. Ibrahim won his last victory for his father at Nezib on the 24th of June 1839. But Great Britain and Austria intervened to preserve the integrity of Turkey. Their squadrons cut his communications by sea with Egypt, a general revolt isolated him in Syria, and he was finally compelled to evacuate the country in February 1841. Ibrahim spent the rest of his life in peace, but his health was ruined. In 1846 he paid a visit to western Europe, where he was received with some respect and a great deal of curiosity. When his father became imbecile in 1848 he held the regency till his own death on the loth of November 1848. See Edouard Gouin, L'&gypte au XIX' siMe (Paris, 1847); Aim6 Vingtrinier, Soliman-Pasha (Colonel Seve) (Paris, 1886). A great deal of unpublished material of the highest interest with regard to Ibrahim's personality and his system in Syria is preserved in the British Foreign Office archives; for references to these see Cambridge Mod. Hist. x. 852, bibliography to chap. xvii. IBSEN, HENRIK (1828-1906), Norwegian dramatic and lyric poet, eldest son of Knud Henriksen Ibsen, a merchant, and of his wife Marichen Cornelia Altenburg, was born at Skien on the 2oth of March 1828. For five generations the family had consisted on the father's side of a blending of the Danish, German and Scottish races, with no intermixture of pure Norwegian. In 1836 Knud Ibsen became insolvent, and the family withdrew, in great poverty, to a cottage in the outskirts of the town. After brief schooling at Skien, Ibsen was, towards the close of 1843, apprenticed to an apothecary in Grimstad; here he remained through seven dreary years of drudgery, which set their mark upon his spirit. In 1847, in his nineteenth year, he began to write poetry. He made a gloomy and almost sinister impression upon persons who met him at this time, and one of his associates of those days has recorded that Ibsen " walked about Grimstad like a mystery sealed with seven seals." He had continued, by" assiduous reading, his self -education, and in 1850 he contrived to come up as a student to Christiania. In the same year he published his first work, the blank-verse tragedy of Catilina, under the pseudonym Brynjolf Bjarme. A second drama, The Viking's Barrow, was acted (but not printed) a few months later; Ibsen was at this time entirely under the influence of the Danish poet Oehlenschlager. During the next year or two he made a very precarious livelihood in Christiania as a journalist, but in November 1851 he had the good fortune to be appointed " stage-poet " at the little theatre of Bergen, with a small but regular salary. He was practically manager at this house, and he also received a travelling stipend. In 1852, therefore, he went for five months to study the stage, to Copenhagen and to D resden. Among many dramatic experiments which Ibsen made in Bergen, the most considerable and most satisfactory is the saga-drama of Mistress Inger at Ostraat, which was produced in 1855; and printed at Christiania in 1857; here are already perceptible some qualities of his mature character. Much less significant, although at the time more successful, is The Feast at Solhaug, a tragedy produced in Bergen in 1856; here for a moment Ibsen abandoned his own nascent manner for an imitation of the popular romantic dramatist of Denmark, Henrik Hertz. It is noticeable that Ibsen, by far the most original of modern writers for the stage, was remarkably slow in discovering the true bent of his genius. His next dramatic work was the romantic tragedy of Olaf Liljekrans, performed in 1857, but unprinted until 1898. This was the last play Ibsen wrote in Bergen. In the summer of the former year his five years' appointment came to an end, and he returned to Christiania. Almost immediately he began the composition of a work which showed an extraordinary advance on all that he had written before, the beautiful saga-drama of The Warriors in Helgeland, in which he threw off completely the influence of the Danish romantic tragedians, and took his material directly from the ancient Icelandic sources. This play marks an epoch in the development of Norwegian literature. It was received by the managers, both in Christiania and Copenhagen, with con- temptuous disapproval, and in the autumn of 1857 Ibsen could not contrive to produce it even at the new theatre of which he was now the manager. The Warriors was printed at Christiania in 1858, but was not acted anywhere until 1861. During these years Ibsen suffered many reverses and humiliations, but he persisted in his own line in art. Some of his finest short poems, IBSEN 225 among others the admirable seafaring romance, Terje Vigen, belong to the year 1860. The annoyances which Ibsen suffered, and the retrograde and ignorant conditions which he felt around him in Norway, developed the ironic qualities in his genius, and he became an acid satirist. The brilliant rhymed drama, Love's Comedy, a masterpiece of lyric wit and incisive vivacity, was published in 1862. This was a protest against the convention- ality which deadens the beauty of all the formal relations between men and women, and against the pettiness, the publicity, and the prosiness of betrothed and married life among the middle classes in Norway; it showed how society murders the poetry of love. For some time past Ibsen had been meditating another saga-drama in prose, and in 1864 this appeared, Kongsemnerne (The Pretenders). These works, however, now so universally admired, contained an element of strangeness which was not welcome when they were new. Ibsen's position in Christiania grew more and more disagreeable, and he had positive misfortunes which added to his embarrassment. In 1862 his theatre became bankrupt, and he was glad to accept the poorly-paid post of " aesthetic adviser " at the other house. An attempt to obtain a poet's pension (digtergage) was unsuccessful; the Storthing, which had just voted one to Bjb'rnson, refused to do the same for Ibsen. His cup was full of disillusion and bitterness, and in April 1864 he started, by Berlin and Trieste, ultimately to settle in Rome. His anger and scorn gave point to the satirical arrows which he shot back to his thankless fatherland from Italy in the splendid poem of Brand, published in Copenhagen in 1866, a fierce attack on the Laodicean state of religious and moral sentiment in the Norway of that day; the central figure, the stern priest Brand, who attempts to live like Christ and is snubbed and hounded away by his latitudinarian companions, is one of the finest conceptions of a modern poet. Ibsen had scarcely closed Brand before he started a third lyrico-dramatic satire, Peer Gynt (1867), which remains, in a technical sense, the most highly finished of all his metrical works. In Brand the hero had denounced certain weaknesses which Ibsen saw in the Norwegian character, but these and other faults are personified in the hero of Peer Gynt; or rather, in this figure the poet pictured, in a type, the Norwegian nation in all the egotism, vacillation, and lukewarmness which he believed to be character- istic of it. Ibsen, however, acted better than he preached, and he soon forgot his abstraction in the portrait of Peer Gynt as a human individual. In this magnificent work modern Nor- wegian literature first rises to a level with the finest European poetry of the century. In 1869 Ibsen wrote the earliest of his prose dramas, the political comedy, The Young Men's League, in which for the first time he exercised his extraordinary gift for perfectly natural and yet pregnant dialogue. Ibsen was in Egypt, in October 1869, when his comedy was put on the stage in Christiania, amid violent expressions of hostility; on hearing the news, he wrote his brilliant little poem of defiance, called At Port Said. By this time, however, he had become a successful author; Brand sold largely, and has continued to be the most popular of Ibsen's writings. In 1866, moreover, the Storthing had been persuaded to vote him a " poet's pension," and there was now an end of Ibsen's long struggle with poverty. In 1868 he left Rome, and settled in Dresden until 1874, when he returned to Norway. But after a short visit he went back to Germany, and lived first at Dresden, afterwards at Munich, and did not finally settle in Christiania until 1891. His shorter lyrical poems were collected in 1871, and in that year his name and certain of his writings were for the first time mentioned to the English public. At this time he was revising his old works, which were out of print, and which he would not resign again to the reading world until he had subjected them to what in some instances (for example, Mistress Inger at Ostraat) amounted to practical recomposition. In 1873 he published a double drama, each part of which was of unusual bulk, the whole forming the tragedy of Emperor and Galilean; this, Ibsen's latest historical play, has for subject the unsuccessful struggle of Julian the Apostate to hold the world against the rising tide of Christianity. The work is of an experimental kind, and takes its place between the early poetry and the later prose of the author. Compared with the series of plays which Ibsen had already inaugurated with The Young Men's League, Emperor and Galilean preserves a colour of idealism and even of mysticism which was for many years to be absent from Ibsen's writings, but to reappear in his old age with The Master-builder. There is some foundation for the charge that Ibsen has made his romantic Greek emperor need- lessly squalid, and that he has robbed him, at last, too roughly of all that made him a sympathetic exponent of Hellenism. Ibsen was now greatly occupied by the political spectacle of Germany at war first in Denmark, then in France, and he believed that all things were conspiring to start a new epoch of individu- alism. He was therefore deeply disgusted by the Paris com- mune, and disappointed by the conservative reaction which succeeded it. This disillusion in political matters had a very direct influence upon Ibsen's literary work. It persuaded him that nothing could be expected in the way of reform from democracies, from large blind masses of men moved capriciously in any direction, but that the sole hope for the future must lie in the study of personality, in the development of individual character. He set himself to diagnose the conditions of society, which he had convinced himself lay sick unto death. Hitherto Ibsen had usually employed rhymed verse for his dramatic compositions, or, in the case of his saga-plays, a studied and artificial prose. Now, in spite of the surprising achievements of his poetry, he determined to abandon versification, and to write only in the language of everyday conversation. In the first drama of this his new period, The Pillars of Society (1877), he dealt with the problem of hypocrisy in a small commercial centre of industry, and he drew in the Bernick family a marvellous picture of social egotism in a prosperous seaport town. There was a certain similarity between this piece and A Doll's House (1879), although the latter was much the more successful in awakening curiosity. Indeed, no production of Ibsen's has been so widely discussed as this, which is nevertheless not the most coherently conceived of his plays. Here also social hypocrisy, was the object of the playwright's satire, but this time mainly in relation to marriage. In A Doll's House Ibsen first developed his views with regard to the individualism of woman. In his previous writings he had depicted woman as a devoted and willing sacrifice to man; here he begins to explain that she has no less a duty to herself, and must keep alive her own con- ception of honour and of responsibility. The conclusion of A Doll's House was violently and continuously discussed through the length and breadth of Europe, and to the situation of Nora Helmer is probably due more than to anything else the long tradition that Ibsen is " immoral." He braved convention still more audaciously in Ghosts (1881), perhaps the most powerful of the series of plays in which Ibsen diagnoses the diseases of modern society. It was received in Norway with a tumult of ill-will, and the author was attacked no less venomously than he had been twenty years before. Ibsen was astonished and indignant at the reception given to Ghosts, and at the insolent indifferentism of the majority to all ideas of social reform. He wrote, more as a pamphlet than as a play, what is yet one of the most effective of his comedies, An Enemy of the People (1882). Dr Stockmann, the hero of that piece, discovers that the drainage system of the bathing-station on which the little town depends is faulty, and the water impure and dangerous. He supposes that the corporation will be grateful to have these deficiencies pointed out; on the contrary, they hound him out of their midst as an " enemy of the people." In this play occurs Ibsen's famous and typical saying, " a minority may be right — a majority is always wrong." This polemical comedy seemed at first to be somewhat weakened by the personal indignation which runs through it, but it has held the stage. Ibsen's next drama, The Wild Duck (1884), was written in singular contrast with the zest and fire which had inspired An Enemy of the People. Here he is squalid and pessimistic to a degree elsewhere unparalleled in his writings; it is not quite certain that he is not here guilty of a touch of parody of himself. The main figure of the play is an unhealthy, unlucky enthusiast, who goes xiv. 8 226 IBYCUS— ICE about making hopeless mischief by exposing weak places in the sordid subterfuges of others. This drama contains a figure, Hjalmar Ekdal, who claims the bad pre-eminence of being the meanest scoundrel in all drama. The Wild Duck is the darkest, the least relieved, of Ibsen's studies of social life, and his object in composing it is not obvious. With Rosmersholm (1886) he rose to the height of his genius again; this is a mournful, but neither a pessimistic nor a cynical play. The fates which hang round the contrasted lives of Rosmer and Rebecca, the weak- willed scrupulous man and the strong-willed unshrinking woman, the old culture and the new, the sickly conscience and the robust one, create a splendid dramatic antithesis. Ibsen then began to compose a series pf dramas, of a more and more symbolical and poetic character; the earliest of these was the mystical The Lady from the Sea (1888). At Christmas 1890 he brought out Hedda Gabler; two years later The Master-builder (Bygmester Solnaes), in which many critics see the highest attainment of his genius; at the close of 1894 Little Eyolf; in 1896 John Gabriel Borkman; and in 1900 When We Dead Awaken. On the occasion of his seventieth birthday (1898) Ibsen was the recipient of the highest honours from his own country and of congratulations and gifts from all parts of the world. A colossal bronze statue of him was erected outside the new National Theatre, Christiania, in September 1899. In 1901 his health began to decline, and he was ordered by the physician to abandon every species of mental effort. The evil advanced, and he became unconscious of the passage of events. After lingering in this sad condition he died, without suffering, on the 23rd of May 1906, and was accorded a public funeral, with the highest national honours. No recent writer belonging to the smaller countries of Europe has had so widely spread a fame as that of Ibsen, and although the value of his dramatic work is still contested, it has received the compliment of vivacious discussion in every part of the world. There would, perhaps, have been less violence in this discussion if it had been perceived that the author does not pose as a moral teacher, but as an imaginative investigator. He often and with much heat insisted that he was not called upon as a poet to suggest a remedy for the diseases of society, but to diagnose them. In this he was diametrically opposed to Tolstoi, who admitted that he wrote his books for the healing of the nations. If the subjects which Ibsen treats, or some of them, are open to controversy, we are at least on firm ground in doing homage to the splendour of his art as a playwright. He reintroduced into modern dramatic literature something of the velocity and inevitability of Greek tragic intrigue. It is very rarely that any technical fault can be found with the archi- tecture of his plots, and his dialogue is the most lifelike that the modern stage has seen. His long apprenticeship to the theatre was of immense service to him in this respect. In every country, though least perhaps in England, the influence of Ibsen has been marked in the theatrical productions of the younger school. Even in England, on the rare occasions when his dramas are acted, they awaken great interest among intelligent playgoers. The editions of Ibsen's works are numerous, but the final text is included in the Samlede Vaerker, with a bibliography by J. B. Halvorsen, published in Copenhagen, in 10 vols. (1898-1902). They have been translated into the principal European languages, and into Japanese. The study of Ibsen in English was begun by Mr Gosse in 1872, and continued by Mr William Archer, whose version of Ibsen's prose dramas appeared in 5 vols. (1890, 1891; new and revised edition, 1906). Other translators have been Mr C. Herford, Mr R. A. Streatfield, Miss Frances Lord and Mr Adie. His Corre- spondence was edited, in 2 vols., under the supervision of his son, Sigurd Ibsen, in 1904 (Eng. trans., 1905). Critical studies on the writings and position of Ibsen are innumerable, and only those which were influential in guiding opinion, during the early part of his career, in the various countries, can be mentioned here: Georg Brandes Aesthetiske Studier (Copenhagen, 1868) ; Les Quesnel, Poesie scandinave (Paris 1874); Valfrid Valsenius, Henrik Ibsen (Helsingfors, 1879); Edmund Gosse, Studies in Northern Literature (London, 1879); L. Passarge, Henrik Ibsen (Leipzig, 1883); G. Brandes, Bjornson och Ibsen (Stockholm, 1882); Henrik Jaeger,. Henrik Ibsen 1828-1888 (Copenhagen, 1888; Eng. trans., 1890); T. Terwey, Henrik Ibsen (Amsterdam, 1882); G. Bernard Shaw, The Quintessence of Ibsen (London, 1892). In France Count Moritz Prozor carried on an ardent propaganda in favour of Ibsen from 1885, and Jules Lemaitre's articles in his Les Contemporains and Impressions de thedtre did much to encourage discussion. W. Archer forwarded the cause in England from 1878 onwards. In Germany Ibsen began to be known in 1866, when John Grieg, P. F. Siebold and Adolf Strodtmann successively drew attention to his early dramas; but his real popularity among the Germans dates from 1880. (E. G.) IBYCUS, of RhegiunTin Italy, Greek lyric poet, contemporary of Anacreon, flourished in the 6th century B.C. Notwithstanding his good position at home, he lived a wandering life, and spent a considerable time at the court of Polycrates, tyrant of Samos. The story of his death is thus related: While in the neighbour- hood of Corinth, the poet was mortally wounded by robbers. As he lay dying he saw a flock of cranes flying overhead, and called upon them to avenge his death. The murderers betook themselves to Corinth, and soon after, while sitting in the theatre, saw the cranes hovering above. One of them, either in alarm or jest, ejaculated, " Behold the avengers of Ibycus," and thus gave the clue to the detection of the crime (Plutarch, De Garru- litate, xiv.). The phrase, " the cranes of Ibycus," passed into a proverb among the Greeks for the discovery of crime through divine intervention. ' According to Suidas, Ibycus wrote seven books of lyrics, to some extent mythical and heroic, but mainly erotic (Cicero, Tusc. Disp. iv. 33), celebrating the charms of beautiful youths and girls. F. G. Welcker suggests that they were sung by choruses of boys at the " beauty com- petitions " held at Lesbos. Although the metre and dialect are Dorian, the poems breathe the spirit of Aeolian melic poetry. The best editions of the fragments are by F. W. Schneidewin (1833) and Bergk, Poetae lyrici Craeci. ICA (YcA, or ECCA), a city of southern Peru and the capital of a department of the same name, 170 m. S.S.E. of Lima, and 46 m. by rail S.E. of Pisco; its port on the Pacific coast. Pop. (1906, official estimate) 6000. It lies in a valley of the foothills of the Cordillera Occidental, which is watered by the Rio de lea, is made highly fertile by irrigation, and is filled with vine- yards and cotton fields; between this valley and the coast is a desert. The original town was founded in 1563, 4 m. E. of its present site, but it was destroyed by the earthquake of 1571, and again by that of 1664, after which the present town was laid out near the ruins. In 1882 a Chilean marauding expedition inflicted great damage to private property in the town and vicinity. These repeated disasters give the place a partially ruined appearance, but it has considerable commercial and industrial prosperity. It has a large cotton factory and there are some smaller industries. Wine-making is one of the principal industries of the valley, and much brandy, called pisco, is exported from Pisco. A new industry is that of drying the fruits for which this region is celebrated. lea is the seat of a national college. The department of ICA lies between the Western Cordillera and the Pacific coast, and extends from the department of Lima S.E. to that of Arequipa. Pop. (1906, official estimate) 68,220; area 8721 sq. m. lea is in the rainless region of Peru, and the greater part of its surface is barren. It is crossed by the rivers Pisco, lea and Grande, whose tributaries drain the western slope of the Cordillera, and whose valleys are fertile and highly cultivated. The valley of the Nasca, a tributary of the Grande, is celebrated for an extensive irrigating system constructed by the natives before the discovery of America. The principal products of the department are cotton, grapes, wine, spirits, sugar and fruit. These are two good ports on the northern coast, Tambo de Mora and Pisco, the latter being connected with the capital by a railway across the desert, 46 m. long. ICE (a word common to Teutonic languages; cf. Ger. Eis), the solid crystalline form which water assumes when exposed to a sufficiently low temperature. It is a colourless crystalline substance, assuming forms belonging to the hexagonal system, and distinguished by a well-marked habit of twinning, which occasions the beautiful " ice flowers " displayed by hoar-frost. It is frequently precipitated as hoar-frost, snow or hail; and in the glaciers and snows of lofty mountain systems or of regions ICEBERG— ICELAND 227 Density of ice at water at of high latitude it exists on a gigantic scale, being especially characteristic of the seas and lands around the poles. In various regions, especially in France and Italy, great quantities of ice form in caves, which, in virtue of their depth below the earth's surface, their height above the sea-level, or their exposure to suitable winds, or to two or more of these conditions in com- bination, are unaffected by ordinary climatic changes, so that the mean annual temperature is sufficiently low to ensure the permanency of the ice. The temperature at which water freezes, and also at which ice melts, is so readily determined that it is employed as one of the standard temperatures in the graduation of ordinary thermometer scales, this temperature being the zero of the Centigrade and Reaumur scales, and 32° of the Fahrenheit (see THERMOMETRY) . In the act of freezing, water, though its temperature remains unchanged, undergoes a remarkable expansion so that ice at o° C. is less dense than water — a fact demonstrated by its power of floating. The sub-aqueous retention of " ground-ice " or " anchor-ice," which forms in certain circumstances at the bottom of streams or pools in which there are many eddies, is due to the cohesion between it and the stones or rocks which compose the bed of the streams or pools. As water expands on freezing, so con- versely ice contracts on melting; and the ice-cold water thus formed continues to contract when heated until it has reached its point of maximum density, the temperature at which this occurs being about 39° Fahr. or 4° C. Above this point water continuously expands, and at no temperature is it less dense than ice as is shown by the following table : — o°C.= -9175 o°C. = -99988 4°C. = 1-00000 „ ,, io°C. = -99976 ioo°C.= -95866 Under the influence of heat, ice itself behaves as most solids do, contracting when cooled, expanding when heated. Accord- ing to Pliicker, the coefficient of cubical dilatation at moderately low temperatures is 0-0001585. From a series of elaborate experiments, Person deduced 0-505 as the specific heat of ice, or about half that of water. Though no rise of temperature accompanies the melting of ice, there is yet a definite quantity of heat absorbed, namely, about 80 calories per gram; this is called the latent heat of fusion of water (see FUSION). The same amount of heat is evolved when water becomes ice. That ice can be melted by increase of pressure was first pointed out by James Thomson in 1849. He showed that, since water expands on freezing, the laws of thermodynamics require that its freezing-point must be lowered by increase of pressure; and he calculated that for every additional atmosphere of pressure the freezing- point of water was lowered by 0-0075°. This result was verified by his brother, Sir William Thomson (Lord Kelvin), in 1850. The Thomsons and H. L. F. Helmholtz successfully applied this behaviour of ice under pressure to the explanation of many properties of the substance. When two blocks of ice at o° C. are pressed together or even simply laid in contact, they gradually unite along their touching surfaces till they form one block. This " regelation " is due to the increased pressure at the various points of contact causing the ice there to melt and cool. The water so formed tends to escape, thus relieving the pressure for an instant, refreezing and returning to the original tempera- ture. This succession of melting and freezing, with their accom- panying thermal effects, goes on until the two blocks are cemented into one. Ice forms over fresh water if the temperature of the air has been for a sufficient time at or below the freezing-point; but not until the whole mass of water has been cooled down to its point of maximum density, so that the subsequent cooling of the surface can give rise to no convection currents, is freezing possible. Sea-water, in the most favourable circumstances, does not freeze till its temperature is reduced to about -2° C.; and the ice, when formed, is found to have rejected four-fifths of the salt which was originally present. In the upper provinces of India water is made to freeze during cold clear nights by leaving it overnight in porous vessels, or in bottles which are enwrapped in moistened cloth. The water then freezes in virtue of the cold produced by its own evaporation or by the drying of the moistened wrapper. In Bengal the natives resort to a still more elaborate forcing of the conditions. Pits are dug about 2 ft. deep and filled three-quarters full with dry straw, on which are set flat porous pans containing the water to be frozen. Exposed overnight to a cool dry gentle wind from the north-west, the water evaporates at the expense of its own heat, and the consequent cooling takes place with sufficient rapidity to overbalance the slow influx of heat from above through the cooled dense air or from below through the badly conducting straw. See WATER, and for the manufacture of ice see REFRIGERATING. ICEBERG (from ice and Berg, Ger. for hill, mountain), a floating mass of ice broken from the end of a glacier or from an ice-sheet. The word is sometimes, but rarely, applied to the arch of an Arctic glacier viewed from the sea. It is more com- monly used to describe huge floating masses of ice that drift from polar regions into navigable waters. They are occasionally encountered far beyond the polar regions, rising into beautiful forms with breakers roaring into their caves and streams of water pouring from their pinnacles in the warmer air. When, however, they rest in comparatively warm water, melting takes place most rapidly at the base and they frequently overturn. Only one-ninth of the mass of ice is seen above water. When a glacier descends to the sea, as in Alaska, and " advances into water, the depth of which approaches its thickness, the ends are broken off and the detached masses float away as icebergs. Many of the bergs are overturned, or at least tilted, as they set sail. If this does not happen at once it is likely to occur later as the result of the wave-cutting and melting which disturb their equilibrium " (T. C. Chamberlin and R. D. Salisbury, Geology: Processes and their Results, 1905). These bergs carry a load of debris from the glacier and gradually strew their load upon the sea floor. They do not travel far before losing all stony and earthy debris, but glacial material found in dredgings shows that icebergs occasionally carry their load far from land. The structure of the iceberg varies with its origin and is always that of the glacier or ice-sheet from which it was broken. The breaking off of the ice-sheet from a Greenland glacier is called locally the " calving " of the glacier^ The constantly renewed material from which the icebergs are formed is brought down by the motion of the glacier. The ice-sheet cracks at the end, and masses break off, owing to the upward pressure of the water upon the lighter ice which is pushed into it. This is accomplished with considerable violence. The disintegration of an Arctic ice- sheet is a simpler matter, as the ice is already floating. ICELAND (Dan. Island), an island in the North Atlantic Ocean, belonging to Denmark. Its extreme northerly point is touched by the Arctic Circle; it lies between 13° 22' and 24° 35' W., and between 63° 12' and 66° 33' N., and has an area of 40,437 sq. m. Its length is 298 m. and its breadth 194 m., the shape being a rough oval, broken at the north-west, where a peninsula, diversified by a great number of fjords, projects from the main portion of the island. The total length of the coast-line is about 3730 m., of which approximately one-third belongs to the north-western peninsula. Iceland is a plateau or tableland, built up of volcanic rocks of older and younger formation, and pierced on all sides by fjords and valleys. Com- pared with the tableland, the lowlands have a relatively small area, namely, one-fourteenth of the whole; but these lowlands are almost the only parts of the island which are inhabited. In consequence of the rigour of its climate, the central tableland is absolutely uninhabitable. At the outside, not more than one- fourth of the area of Iceland is inhabited; the rest consists of elevated deserts, lava streams and glaciers. The north-west peninsula is separated from the main mass of the island by the bays Hunafloi and BreiSifjorSr, so that there are really two tablelands, a larger and a smaller. The isthmus which connects the two is only 4^ m. across, but has an altitude of 748 ft. The 228 ICELAND mean elevation of the north-west peninsula is 2000 ft. The fjords and glens which cut into it are shut in by precipitous walls of basalt, which plainly shows that they have been formed by erosion through the mass of the plateau. The surface of this tableland is also bare and desolate, being covered with gravel and fragments of rock. Here and there are large straggling snowfields, the largest being Glamu and Drangajokull,1 on the culminating points of the plateau. The only inhabited districts are the shores of the fjords, where grass grows capable of support- ing sheep; but a large proportion of the population gain their livelihood by fishing. The other and larger tableland, which constitutes the substantial part of Iceland, reaches its culminating point in the south-east, in the gigantic snowfield of Vatnajokull, which covers 3300 sq. m. The axis of highest elevation of Iceland stretches from north-west to south-east, from the head of HvammsfjorSr to HornafjorSr, and from this water-parting the rivers descend on both sides. The crest of the water-parting is crowned by a chain of snow-capped mountains, separated by broad patches of lower ground. They are really a chain of minor plateaus which rise 450x3 to 6250 ft. above sea-level and 2000 to 3000 ft. above the tableland itself. In the extreme east is Vatnajokull, which is separated from Tungna- fellsjokull by Vonarskard (3300 ft.). Between Tungnafellsjokull and Hofsjokull lies the broad- depression of Sprengisandr (2130 ft.). Continue ing north-west, between Hofsjokull and the next snow-capped mountain, Langjokull, lies Kjolur (2000 ft.); and between Langjokull and Eiriksjokull, Flosaskard (2630 ft.). To the north of the joklar last mentioned there are a number of lakes, all well stocked with fish. Numerous valleys or glens penetrate into the tableland, especially on the north and east, and between them long mountain spurs, sections of the tableland which have resisted the action of erosion, thrust themselves towards the sea. Of these the most considerable is the mass crowned by Myrdalsjokull, which stretches towards the south. The interior of the table- land consists for the most part of barren, grassless deserts, the surface being covered by gravel, loose fragments of rock, lava, driftsand, volcanic ashes and glacial detritus. Save the lower parts of the larger glens, there are no lowlands on the north and east. The south coast is flat next the sea; but immediately underneath Vatnajokull there is a strip of gravel and sand, brought down and deposited by the glacial streams. The largest low-lying plain of Iceland, lying between Myrdalsjokull and Reykjanes, has an area of about 1530 sq. m. In its lowest parts this plain barely keeps above sea-level, but it rises gradually towards the interior, terminating in a ramification of valleys. Its maximum altitude is attained at 381 ft. near Geysir. On the west of Mount Hekla this plain connects by a regular slope directly with the tableland, to the great injury of its inhabited districts, which are thus exposed to the clouds of pumice dust and driftsand that cover large areas of the interior. Nevertheless the greater part of this lowland plain produces good grass, and is relatively well inhabited. The plain is drained by three rivers — Markarfijot, Thjorsa and Oelfusa — all of large volume, and numerous smaller streams^ Towards the west there exist a number of warm springs. There is another lowland plain around the head of Faxafl6i, nearly 400 sq. m. in extent. As a rule the surface of this second plain is very marshy. Several dales or glens penetrate the central tableland; the eastern part of this lowland is called Borgar- fjorSr, the western part M£rar. The great bays on the west of the island (Faxafl6i and BreiSi- fjor5r),! as well as the many bays on the north, which are 1 Jokull, plural joklar, Icel. snowfield, glacier. 1 Floi, ba.y;fjorSr, fjord. separated from one another by rocky promontories, appear to owe their origin to subsidences of the surface; whereas the fjords of the north-west peninsula, which make excellent harbours, and those of the east coast seem to be the result chiefly of erosion. Glaciers. — An area of 5170 sq. m. is covered with snowfields and glaciers. This extraordinary development of ice and snow is due to the raw, moist climate, the large rainfall and the low summer temperature. The snow-line varies greatly in different parts of the island, its range being from 1300 to 4250 ft. It is highest on the'tableland, on the north side of Vatnajokull, and lowest on the north-west peninsula, to the south of North Cape. Without exception the great n6v6s of Iceland belong to the interior tableland. They consist of slightly rounded domes or billowy snowfields of vast thickness. In external appearance they bear a closer resemblance to the glaciers of the Polar regions than to those of the Alps. The largest snowfields are Vatnajokull (3280 sq. m.), Hofsjokull (520) Langjokull (500) and Myrdals- ICELAND Scale 1:5.250,000 FnirlisUMilos 12 jokull (390). The glaciers which stream off from these snowfields are often of vast extent, i.g. the largest glacier of Vatnajokull has an area of 150 to 200 sq. m., but the greater number are small. Altogether, more thaa 120 glaciers are known in Iceland. It is on the south side of Vatnajokull that they descend lowest; the lower end of Breidamerkurjokull was in the year 1894 only 30 ft. above sea-level. The glaciers of the north-west peninsula also descend nearly to sea-level. The great number of streams of large volume is due to the moist climate and the abundance of glaciers, and the milky white or yellowish-brown colour of their waters (whence the common name Hvfta, white) is due to the glacial clays. The majority of them change their courses very often, and vary greatly in volume; frequently they are impetuous torrents, forming numerous waterfalls. Iceland also possesses a great number of lakes, the largest being Thing- vallavatn * and Thorisvatn, each about 27 sq. m. in area. Myvatn, in the north, is well known from the natural beauty of its surroundings. Above its surface tower a great number of volcanoes and several craters, and its waters are alive with water-fowl, a multitude of ducks of various species breeding on its islands. The lakes of Iceland owe their origin to different causes, some being due to glacial erosion, others to volcanic subsidence. Myvatn fills a depression between lava streams, and has a depth of not more than 8J ft. The group of lakes called Fiskivotn (or Veidivotn), which lie in a desolate region to the west of Vatnajokull, consist for the most part of crater lakes. The groups of lakes which lie north-west from Langjokull occupy basins formed between ridges of glacial gravel; and in 3 Vain, lake. ICELAND 229 the valleys numerous lakes are found at the backs of the old moraines. Volcanoes. — Iceland is one of the most volcanic regions of the earth; volcanic activity has gone on continuously from the formation of the island in the Tertiary period down to the present time. So far as is known, there have in historic times been eruptions from twenty-five volcanic vents. Altogether 107 volcanoes are known to exist in Iceland, with thousands of craters, great and small. The lava-streams which have flowed from them since the Glacial epoch now cover an area of 4650 sq. m. They are grouped in dense masses round the volcanoes from which they have flowed, the bulk of the lava dating from outbreaks which occurred in prehistoric times. The largest volume of lava which has issued at one outflow within historic times is the stream which came from the craters of Laki at Skapta. This belongs to the year 1783, and covers an area of 218 sq. m., and amounts to a volume represented by a cube each of whose sides measures 75 m. The largest unbroken lava-field in Iceland is OdaSahraun (Lava of Evil Deeds), upon the table- land north from Vatnajokull (2000 to 4000 ft. above sea-level). It is the accretion of countless eruptions from over twenty volcanoes, and covers an area of 1300 sq.m. (or, including all its ramifications and minor detached streams, 1700 sq. m.), and its volume would fill a cube measuring 13-4 m. in every direction. As regards their superficies, the lava-streams differ greatly. Sometimes they are very uneven and jagged (apalhraun) , con- sisting of blocks of lava loosely flung together in the utmost confusion. The great lava-fields, however, are composed of vast sheets of lava, ruptured and riven in divers ways (hellu- hraun) . The smooth surface of the viscous billowy lava is further diversified by long twisted " ropes," curving backwards and forwards up and down the undulations. Moreover, there are gigantic fissures, running for several miles, caused by subsidences of the underlying sections. The best-known fissure of this character is Almannagja at Thingvellir. On the occasion of outbreaks the fine ashes are scattered over a large portion of the island, and sometimes carried far across the Atlantic. After the eruption of Katla in 1625 the ashes were blown as far as Bergen in Norway, and when Askja was in eruption in 1875 a rain of ashes fell on the west coast of Norway n hours 40 minutes, and at Stockholm 15 hours, afterwards. The volcanic ash frequently proves extremely harmful, destroying the pastures so that the sheep and cattle die of hunger and disease. The outbreak of Laki in 1783 occasioned the loss of 11,500 cattle, 28,000 horses and 190,500 sheep — that is to say, 53% of the cattle in the island, 77% of the horses and 82% of the sheep. After that the island was visited by a famine, which destroyed 9500 people, or one-fifth of the total population. The Icelandic volcanoes may be divided into three classes: (i) cone-shaped, like Vesuvius, built up of alternate layers of ashes, scoriae and lava; (2) cupola-shaped, with an easy slope and a vast crater opening at the top — these shield-shaped cupolas are composed entirely of layers of lava, and their inclina- tion is seldom steeper than 7°-8° ; (3) chains of craters running close alongside a fissure in the ground. For the most part the individual craters are low, generally not exceeding 300 to 500 ft. These crater chains are both very common and often very long. The chain of Laki, which was formed in 1783, extends 20 m., and embraces about one hundred separate craters. Sometimes, however, the lava-streams are vomited straight out of gigantic fissures in the earth without any crater being formed. Many of the Icelandic volcanoes during their periods of quiescence are covered with snow and ice. Then when an outbreak occurs the snow and ice melt, and in that way they sometimes give rise to serious catastrophes (jokulhlaup), through large areas being suddenly inundated by great floods of water, which bear masses of ice floating on their surface. Katla caused very serious destruction in this way by converting several cultivated districts into barren wastes. In the same way in the year 1362 Oerzfajokull, the loftiest mountain in Iceland (6424 ft.), swept forty farms, together with their inhabitants and live stock, bodily into the ocean. The best-known volcano is Hekla (5108 ftf.), which was in eruption eighteen Vimes within the historic period down to 1845. Katla during the same period was active thirteen times down to 1860. The largest volcano is Askja, situated in the middle of the lava-field of OdaSahraun. Its crater measures 34 sq. m. in area. At Myvatn there are several volcanoes, which were particularly active in the years 1724-1730. On several occasions there have been volcanic out- breaks under the sea outside the peninsula of Reykjanes, islands appearing and afterwards disappearing again. The crater chain of Laki has only been in eruption once in historic times, namely, the violent and disastrous outbreak of 1783. Iceland, however, possesses no constantly active volcano. There are often long intervals between the successive outbreaks, and many of the volcanoes (and this is especially true of the chains of craters) have only vented themselves in a solitary outburst. Earthquakes are frequent, especially in the districts which are peculiarly volcanic. Historical evidence goes to show that they are closely associated with three naturally defined regions: (i) the region between Skjalfandi and AxarfjorSr in the north, where violent earth tremblings are extremely common; (2) at Faxafloi, where minor vibrations are frequent; (3) the southern lowlands, between Reykjanes and Myrdals- jokull, have frequently been devastated by violent earthquake shocks, with great loss of property and life, e.g. on the I4th- i6th of August 1784, when 92 farmsteads were totally destroyed, and 372 farmsteads and n churches were seriously damaged; and again in August and September 1896, when another terrible earthquake destroyed 161 farmsteads and damaged 155 others. Hot springs are found in every part of Iceland, both singly and in groups; they are particularly numerous in the western portion of the southern lowlands, where amongst others is the famous Geyser (?.».). Sulphur springs and boiling mud lakes are also general in the volcanic districts; and in places there are carbonic acid springs, these more especially on the peninsula of Snsefellsnes, north of Faxafloi. Geology. — Iceland is built up almost entirely of volcanic rocks, none of them older, however, than the middle of the Tertiary period. The earlier flows were probably contemporaneous with those of Green- land, the Faeroes, the western islands of Scotland and the north-east of Ireland. The principal varieties are basalt and palagonitic breccias, the former covering two-thirds of the entire area, the latter the remaining one-third. Compared with these two systems, all other formations have an insignificant development. The palagonitic breccias, which stretch in an irregular belt across the island, are younger than the basalt. In the north-west, north and east the coasts are formed of basalt, and rise in steep, gloomy walls of rock to alti- tudes of 3000 ft. and more above sea-level. Deposits of clay, with remains of plants of the Tertiary period, lignite and tree-trunks pressed flat, which the Icelanders call surtarbrandur, occur in places in the heart of the basalt formation. These fossiliferous strata are developed in greatest thickness in the north-west peninsula. Indeed, in some few places well-marked impressions of leaves and fruit have been discovered, proving that in Tertiary times Iceland possessed extensive forests, and its annual mean temperature must have been at least 48° Fahr., whereas the present mean is 35-6°. The palagonitic breccias, which attain their greatest development in the south of the island and on the tableland, consist of reddish, brown or yellowish rocks, tuffs and breccias, belonging to several different groups or divisions, the youngest of which seems to be of a date subsequent to the Glacial epoch. All over Iceland, in both the basalt and breccia formations, there occur small intrusive beds and dikes of liparite, and as this rock is of a lighter colour than the basalt, it is visible from a distance. In the south-east of the island, in the parish of Lon, thnre exist a few mountains of gabbro, a rock which does not occur in any other part of Iceland. Near Husavik in the north there have bei-n found marine deposits containing a number of marine shells; they belong to the Red Crag division of the Pliocene. In the middle of Iceland, where the geological foundation is tuff and breccias, large areas are buried under ancient outflows of lava, which bear evidences of glacial scratching. These lava streams, which are of a doleritic character, flowed before the Glacial age, or during its continuance, out of lava cones with gigantic crater openings, such as may be seen at the present day. During the Glacial epoch the whole of Iceland was covered by a vast sheet of inland ice, except for a few small isolated peaks rising along its outer margins. This ice-cap had on the tableland a thickness of 2300 to 2600 ft. Rocks scored by glacial ice and showing plain indications of striation, together with thousands of erratic blocks, are found scattered all over Iceland. Signs of elevation subsequent to the Glacial epoch are common all round the island, especially on the north-west peninsula. There are found strikingly developed marine terraces of gravel, shore lines and 230 ICELAND surf beaches marked on the solid rock. In several places there are traces of shells; and sometimes skeletal remains of whales and walruses, as well as ancient driftwood, have been discovered at tolerable distances from the present coast. The ancient shore-lines occur at two different altitudes. Along the higher, 230 to 260 ft. above the existing sea-level, shells have been found which are character- istic of high Arctic latitudes and no longer exist in Iceland ; whereas on the lower shore-line, 100 to 130 ft., the shells belong to species which occur amongst the coast fauna of the present day. The geysers and other hot springs are due to the same causes as the active volcanoes, and the earthquakes are probably manifesta- tions of the same forces. A feature of special interest to geologists in the present conditions of the island is the great power of the wind both as a transporting and denuding agent. The rock sculpture is often very similar to that of a tropical desert.1 Climate. — Considering its high latitude and situation, Iceland has a relatively mild climate. The meteorological conditions vary greatly, however, in different parts of the island. In the south and east the weather is generally changeable, stormy and moist; whilst on the north the rainfall is less. The climate of the interior tableland approximates to the continental type and is often extremely cold. The mean annual temperature is 37-2° F. in Stykkisholmr on BreiSifjorSr, 38-3° at Eyrarbakki in the south of Iceland, 41° at Vestmannaeyjar, 36° at Akureyri in the north, 36-7° on Berufjoror in the east, and 30-6° at Modrudalr on the central tableland. The range is great not only from year to year, but also from month to month. For instance, at Stykkisholmr the highest annual mean for March was 39-7°, and the lowest 8°, during a period of thirty-eight years. Iceland lies contiguous to that part of the north Atlantic in which the shifting areas of low pressure prevail, so that storms are frequent and the barometer is seldom firm. The barometric pressure at sea-level in the south-west of Iceland during the period 1878- 1900 varied between 30-8 and 27-1 in. The climate of the coasts is relatively mild in summer, but tolerably cold in winter. The winter means of the north and east coasts average 31-7° and 31-3° F. respectively; the summer means, 42-8° and 44-6°; and the means of the year, 33-1° and 35-6°. The winter means of the south and west coasts average 32° and 31-7° respectively; the summer means, 48-2° and 5°°; the annual means, 37-4° and 39-2°. The rainfall on the so'uth and east coasts is considerable, e.g. at Vestmannsyjar, 49-4 in. in the year; at BerufjorSr, 43-6 in. On the west coast it is less, e.g. 24-3 in. at Stykkisholmr; but least of all on the north coast, being only 14-6 in. on the island of Grimsey, which lies off that coast. Mist is commonly prevalent on the east coast; at BerufjorSr there is mist on no fewer than 212 days in the year. The south and west coasts are washed by the Gulf Stream, and the north coast by an Arctic current, which frequently brings with it a quantity of drift-ice, and thus exercises a considerable effect upon the climate of the island; sometimes it blocks the north coast in the summer months. On the whole, during the igth century, the north coast was free from ice on an average of one year in every four or five. The clearness of the atmosphere has been frequently remarked. Thunderstorms occur mostly in winter. Flora. — The vegetation presents the characteristics of an Arctic European type, and is tolerably uniform throughout the island, the differences even on the tableland being slight. At present 435 species of phanerogams and vascular cryptogams are known; the lower orders have been little investigated. The grasses are of the greatest importance to the inhabitants, for upon them they are dependent for the keep of their live stock. Heather covers large tracts, and also affords pasture for sheep. The development of forest trees is insignificant. Birch woods exist in a good many places, especially in the warmer valleys; but the trees are very short, scarcely attaining more than 3 to 10 ft. in height. In a few places, however, they reach 13 to 20 ft. and occasionally more. A few mountain ash or rowan trees (Sorbus aucuparia) are found singly here and there, and attain to 30 ft. in height. Willows are also pretty general, the highest in growth being Salix phyllicifolia, 7 to 10 ft. The wild flora of Iceland is small and delicate, with bright bloom, the heaths being especially admired. Wild crowberries and bilberries are the only fruit found in the island. Fauna. — The Icelandic fauna is of a sub-Arctic type. But while the species are few, the individuals are often numerous. The land 1 See Th. Thoroddsen, " Explorations in Iceland during the years 1881-1898," Geographical Journal, vol. xiii. (1899), pp. 251-274, 480-513, with map. mammals are very poorly represented; and it is doubtful whether any species is indigenous. The polar bear is an occasional visitant, being brought to the coast by the Greenland drift-ice. Foxes are common, both the white and the blue occurring; mice and the brown rat have been introduced, though one variety of mouse is possibly indigenous. Reindeer were introduced in 1770. The marine mammalia are numerous. The walrus is now seldom seen, although in prehistoric times it was common. There are numerous species of seals; and the seas abound in whales. Of birds there are over 100 species, more than one-half being aquatic. In the interior the whistling swan is common, and numerous varieties of ducks are found in the lakes. The eider duck, which breeds on the islands of BreiSi- fjorSr, is a source of livelihood to the inhabitants, as are also the many kinds of sea-fowl which breed on the sea-cliffs. Iceland possesses neither reptiles nor batrachians. The fish fauna is abundant m individuals, some sixty-eight species being found off the coasts. The cod fisheries are amongst the most important in the world. Large quantities of herring, plaice and halibut are also taken. Many of the rivers abound in salmon, and trout are plentiful in the lakes and streams. Population and Towns. — The census of 1890 gave a total population of 70,927, and this number had increased by 1901 to 78,489. The increase during the igth century was 27,000, while at least 15,600 Icelanders emigrated to America, chiefly to Manitoba, from 1872 to the close of the century. The largest town is Reykjavik on Faxafloi, with 6700 inhabitants, the capital of the island, and the place of residence of the governor- general and the bishop. Here the Althing meets; and here, further, are the principal public institutions of the island (library, schools, &c.). The town possesses a statue to Thorvaldsen, the famous sculptor, who was of Icelandic descent. The re- maining towns include Isafjoror (pop. 1000) on the north-west peninsula, Akureyri (1000) on the north and SeydisfjorSr (800) in the east. Industries. — The principal occupation of the Icelanders is cattle-breeding, and more particularly sheep-breeding, although the fishing industries have come rapidly to the front in modern times. In 1850, 82% of the population were dependent upon cattle-breeding and 7% upon fishing; in 1890 the numbers were 64% and 18% respectively. The culture of grain is not practised in Iceland; all bread-stuffs are imported. In ancient times barley was grown in some places, but it never paid for the cost of cultivation. Cattle-breeding has declined in importance, while the number of sheep has increased. Formerly gardening was of no importance, but considerable progress has been made in this branch in modern times, as also in the cultivation of potatoes and turnips. Fruit-trees will not thrive; but black and red currants and rhubarb are grown, the last-named doing excellently. Iceland possesses four agricultural schools, one agricultural society, and small agricultural associations in nearly every district. The fisheries give employment to about 12,000 people. For the most part the fishing is carried on from open boats, notwithstanding the dangers of so stormy a coast. But larger decked vessels have come into increasing use. In summer the waters are visited by a great number of foreign fishermen, inclusive of about 300 fishing-boats from French ports, as well as by fishing-boats from the Faeroes and Norway, and steam trawlers from England. Excellent profit is made in certain parts of the island from the herring fishery; this is especially the case on the east coast. There are marine insurance societies and a school of navigation at Reykjavik. The export of fish and fish products has greatly increased. In 1849 to 1855 the annual average exported was 1480 tons; whereas at the close of the century (in 1899) it amounted to 11,339 tons and 68,079 barrels of oil, valued at £276,596. Commerce. — From the first colonization of the island down to the I4th century the trade was in the hands of native Icelanders and Norsemen; in the isth century it was chiefly in the hands of the English, in the i6th of Germans from the Hanse towns. From 1602 to 1786 commerce was a monopoly of the Danish government; in the latter year it was declared free to all Danish subjects and in 1854 free to all nations. Since 1874, when Iceland obtained her own administration, commerce has increased considerably. Thus the total value of the imports and exports together in 1849 did not exceed £170,000; while in 1891-1895 the imports averaged £356,000 and the exports £340,000. In ICELAND 231 1902 imports were valued at £596,193 and exports at £511,083. Trade is almost entirely with Denmark, the United Kingdom, and Norway and Sweden, in this order according to value. The principal native products exported are live sheep, horses, salt meat, wool and hides, to which must be added the fish products — cod, train-oil, herring and salmon — eiderdown and woollen wares. The spinning, weaving and knitting of wool is a wide- spread industry, and the native tweed (vaftmal) is the principal material for the clothing of the inhabitants. The imports consist principally of cereals and flour, coffee, sugar, ale, wines and spirits, tobacco, manufactured wares, iron and metal wares, timber, salt, coal, &c. The money, weights and measures in use are the same as in Denmark. The Islands Bank in Reyk- javik (1904) is authorized to issue bank-notes up to £133,900 in total value. Communications. — All land journeys are made on horseback, and in the remoter parts all goods have to be transported by the same means. Throughout the greater part of the island there exist no proper roads even in the inhabited districts, but only bridle-paths, and in the uninhabited districts not even these. Nevertheless much has been done to improve such paths as there are, and several miles of driving roads have been made, more particularly in the south. Since 1888 many bridges have been built; previous to that year there was none. The larger rivers have been spanned by iron swing-bridges, and the Blanda is crossed by a fixed iron bridge. Postal connexion is maintained with Denmark by steamers, which sail from Copenhagen and call at Leith. Besides, steamers go round the island, touching at nearly every port. Religion. — The Icelanders are Lutherans. For ecclesiastical purposes the island is divided into 20 deaneries and 142 parishes, and the affairs of each ecclesiastical parish are administered by a parish council, and in each deanery by a district (hjeraff) council. When a living falls vacant, the governor-general of the island, after consultation with the bishop, selects three candidates, and from these the congregation chooses one, the election being subsequently confirmed by the governor-general. In the case of certain livings, however, the election requires confirmation by the crown. In 1847 a theological seminary was founded at Reykjavik, and there the majority of the Ice- landic ministry are educated; some, however, are graduates of the university of Copenhagen. Health. — The public health has greatly improved in modern times; the death-rate of young children has especially diminished. This improvement is due to greater cleanliness, better dwellings, better nourishment, and the increase in the number of doctors. There are now doctors in all parts of the country, whereas formerly there were hardly any in the island. There is a modern asylum for leprosy at Laugarnes near Reykjavik, and a medical school at Reykjavik, opened in 1876. The general sanitary affairs of the island are under the control of a chief surgeon (national physician) who lives in Reykjavik, and has super- intendence over the doctors and the medical school. Government. — According to the constitution granted to Iceland in 1874, the king of Denmark shares the legislative power with the Althing, an assembly of 36 members, 30 of whom are elected by household suffrage, and 6 nominated by the king. The Althing meets every second year, and sits in two divisions, the upper and the lower. The upper division consists of the 6 members nominated by the king and 6 elected by the repre- sentatives of the people out of their own body. The lower division consists of the remaining 24 representative members. The minister for Iceland, who resided in Copenhagen until 1903, when his office was transferred to Reykjavik, is responsible to the king and the Althing for the maintenance of the constitu- tion, and he submits to the king for confirmation the legislative measures proposed by the Althing. The king appoints a gover- nor-general (landshSfiStngi) who is resident in the island and carries on the government on the responsibility of the minister. Formerly Iceland was divided into four quarters, the east, the south, the west and north. Now the north and the east are united under one governor, and the south and the west under another. The island is further divided into 18 syslur (counties), and these again into 169 hreppur (rapes) or poor-law districts. Responsible to the governors are the sheriffs (syslumenn), who act as tax gatherers, notaries public and judges of first instance; the sheriff has in every hreppur an assistant, called hreppstjdri. In every hreppur there is also a representative committee, who administer the poor laws, and look after the general concerns of the hreppur. These committees are controlled by the com- mittees of the syslur (county boards), and these again are under the control of the amtsrdft (quarter board), consisting of three members. From the sheriff courts appeals lie to the superior court at Reykjavik, consisting of three judges. Appeals may be taken in all criminal cases and most civil cases to the supreme court at Copenhagen. Iceland has her own budget, the Althing having, by the con- stitution of 1 874, the right to vote its own supplies. As the Althing only meets every other year, the budget is passed for two years at once. The total income and expenditure are each about £70,000 per financial period. There is a national reserve fund of about £60,000, but no public debt ; nor is there any contribu- tion for either military or naval purposes. Iceland has her own customs service, but the only import duties levied are upon spirits, tobacco, coffee and sugar, and in each case the duties are fairly low. Education. — Education is pretty widespread amongst the people. In the towns and fishing villages there are a few ele- mentary schools, but often the children are instructed at home; in some places by peripatetic teachers. It is incumbent upon the clergy to see that all children are taught reading, writing and arithmetic. The people are great readers; considering the number of the inhabitants, books and periodicals have a very extensive circulation. Eighteen newspapers are issued (once and twice a week), besides several journals, and Iceland has always been distinguished for her native literature. At Reykjavik there are a Latin school, a medical school and a theological school; at Modruvellir and HafnarfjorSr, modern high schools (Realschulen) ; and in addition to these there are four agricultural schools, a school of navigation, and three girls' schools. The national library at Reykjavik contains some 40,000 volumes and 3000 MSS. At the same place there is also a valuable archaeological collection. Amongst the learned societies are the Icelandic Literary Society (Bokmentafjelag), the society of the Friends of the People, and the Archaeological Society of Reykjavik. AUTHORITIES. — Among numerous works of Dr Thorvald Thoroddsen, see Geschichte der Islands Geographic (Leipzig, 1898); and the following articles in Geografisk Tidskrift (Copenhagen) : " Om Islands geografiske og geologiske Undersogelse " (1893); " Islandske Fjorde og Bugter " (1901); " Geog. og geol. Unders. ved den sydlige Del af Faxafloi paa Island " (1903); " Lavaorkener og Vulkaner paa Islands Hojland " (1905). See also C. S. Forbes, Iceland (London, 1860); S. Baring-Gould, Iceland, its Scenes and Sagas (London, 1863); Sir R. F. Burton, Ultima Thule (Edinburgh, 1875); W. T. McCormick, A Ride across Iceland (London, 1892); T. Coles, Summer Travelling in Iceland (London, 1882); H. J. Johnston Lavis, " Notes on the Geography, Geology, Agriculture and Economics of Iceland," Scott. Geog. Mag. xi. (1895) ; W. Bisiker, Across Iceland (London, 1902); J. Hann, " Die Anomalien der Witterung auf Island in dem Zeitraume 1851-1900, &c.," Sitzungs- berichte, Vienna Acad. Sci. (1904) ; P. Hermann, Island in Vergangen- heit und Gegenwart (Leipzig, 1907). Also Geografisk Tidskrift, and the Geographical Journal (London), passim. (Tn. T.) HISTORY Shortly after the discovery of Iceland by the Scandinavian, c. 850 (it had long been inhabited by a small colony of Irish Culdees), a stream of immigration set in towards it, which lasted for sixty years, and resulted in the establishment of some 4000 homesteads. In this immigration three distinct streams can be traced, (i) About 870-890 four great noblemen from Norway, Ingolf, Ketil Haeng, Skalla-Grim and Thorolf, settled with their dependants in the south-west of the new found land. (2) In 890-900 there came from the western Islands Queen Aud, widow of Olaf the White, king of Dublin, preceded and followed by a number of her kinsmen and relations (many like herself being 232 ICELAND Table of Icelandic Literature and History. Heroic Age. Saga Telling. The Literary Age. Continental Influence chiefly Norse. Dark Age. Reformation. Renaissance. Gradual Decay. Recovery of Iceland. 8 70- 93° 930- 9*o 980—1030 IO3O-HOO iioo-iiso II50-I22O I22O-I248 1248-1284 [I284-I32O 1320-1390 I390-I4I3 I4I3-IS30 I530-.I575 i 1575-1040 ; 1640-1700 11700-1730 1730-1768 1768-1800 1800-1850 ' 1850-1874 1.1874 Poetry of Western Islands. Early Icelandic poets, chiefly abroad. Icelandic poets abroad. First era oj phonetic change. ARI and his school — THORODD— ^Vernacular writing begins. SAGA-WRITERS — Second generation of historians. SNOKRI and his school — Biographers. STORLA — Second era of phonetic change. I. The Commonwealth. 400 years. Settlement of colonists from Western Isles and Norway. Constitution worked out — Events of earlier sages take place. Christianity comes in — Events of later sagas take place. Peace — Ecclesiastical organization. Collecting and editing — Foreign romances. Annalists — Copyists — New Medieval poetry begins. Death of old traditions, &c. Only Medieval poetry flourishes. ODD — Printing — Third era of phonetic change. First antiquarians. HALLGRDI — Paper copies taken. TON VIDALTN — Ami Magnusson — MSS. taken abroad. Eggert Olafsson. Finn Jonsson — Icelandic scholars abroad. Rationalistic movement — European influences first felt. Modern thought and learning — Icelandic scholars abroad. First civil wars — 1208-22 — Rise of Sturlungs. Second civil wars, 1226-58 — Kail of Great Houses. Change of law, 1271 — Submission to Norwegian kings. II. Medievalism. 250 years. Foreign influence through Norway. Great eruptions, 1362 and 1389 — Epidemics — Danish rule, 1380. Epidemics— Norse trade — Close of intercourse with Norway. Isolation from Continent — English trade. III. Reformation — Absolute Rule — Decay. 320 years. Religious struggle — New organization — Hanse trade. Danish monopoly — Pirates' ravages. f Smallpox kills one-third population, 1707. I Great famine, 10,000 die, 1759— Sheep plague, 1762— Eruption, 1765- « | Great eruption, 1783. , Beginnings of recovery — Travellers make known island to Europe I — Free constitution in Denmark, 1848. IV. Modern Iceland. Increasing wealth and population — Free trade, 1854— Jon Sigurdsson and home rule struggle. Home rule granted. Christians), Helgi JJiolan, Biorn the Eastern, Helgi the Lean, Ketil the Foolish, &c., who settled the best land in the island (west, north-west and north), and founded families who long swayed its destinies. There also came from the Western Islands'a fellowship of vikings seeking a free home in the north. They had colonized the west in the viking times; they had " fought at Hafursfirth," helping their stay-at-home kinsmen against the centralization of the great head-king, who, when he had crushed opposition in Norway, followed up his victory by com- pelling them to flee or bow to his rule. Such were Ingimund the Old, Geirmund Hellskin, Thord Beardie (who had wed St Edmund's granddaughter,) Audun Shackle, Bryniulf the Old, Uni, to whom Harold promised the earldom of the new land if he could make the settlers acknowledge him as king (a hopeless project), and others by whom the north-west, north and east were almost completely " claimed." (3) In 90x3-930 a few more incomers direct from Norway completed the settle- ment of the south, north-east and south-east. Among them were Earl Hrollaug (half-brother of Hrolf Ganger and of the first earl of Orkney), Hialti, Hrafnkell Prey's priest, and the sons of Asbiorn. Fully three-quarters of the land was settled from the west, and among these immigrants there was no small proportion of Irish blood. In noo there were 4500 franklins, i.e. about 50,000 souls. The unit of Icelandic politics was the homestead with its franklin-owner (buendi) its primal organization the hundred- moot (thing) , its tie the go5or5(godar) or chieftainship. The cnief wno nad kd a band of kinsmen and depend- ants to the new land, taken a " claim " there, and parcelled it out among them, naturally became their leader, presiding as priest at the temple feasts and sacrifices of heathen times, acting as speaker of their moot, and as their representative towards the neighbouring chiefs. He was not a feudal lord nor a local sheriff, for any franklin could change his go<5or<5 when he would, and the rights of " judgment by peers " were in full use; moreover, the office could be bequeathed, sold, divided or pledged by the possessor; still the go5i had considerable power as long as the commonwealth lasted. Disputes between neighbouring chiefs and their clients, and uncertainty as to the law, brought about the Constitution of Ulfliot (c. 930), which appointed a central moot for the whole island, the Althing, and a speaker to speak a single " law " (principally that followed by the Gula-moot in Norway) ; the Reforms of Thord Gellir (964), settling a fixed number of moots and chieftaincies, dividing the island into four quarters (thus characterized by An: north, thickest settled, most famous; east, first completely settled; south, best land and greatest chiefs; west, remarkable for noble families), to each of which a head-court, the " quarter-court," was assigned; and the Innovations of Skapti (ascribed in the saga to Nial) the Law- ti?a" ' Speaker (d. 1030), who set up a "fifth court " as the ultimate tribunal in criminal matters, and strengthened the community against the chiefs. But here constitutional growth ceased: the law-making body made few and unimportant modifications of custom ; the courts were too weak for the chiefs who misused and defied them; the speaker's power was not sufficiently sup- ported; even the ecclesiastical innovations, while they secured peace for a time, provoked in the end the struggles which put an end to the commonwealth. Christianity was introduced c. 1000 from Norway. Tithes were established in 1096, and an ecclesiastical code made c. 1125. The first disputes about the jurisdiction of the clergy were moved by Gudmund in the I3th century, bringing on a civil war, while the questions of patronage and rights over glebe and mortmainland occupied Bishop Arni and his adversaries fifty years afterwards, when the land was under Norwegian viceroys and Norwegian law. For the civil wars broke down the great nouses who had monopolized the chieftaincies; and after violent struggles (in which the Sturlungs of the first generation perished at Orlygstad, 1238, and Reykiaholt, 1241, while of the second generation Thord Kakali was called away by the king in 1250, and Thorgils Skardi slain in 1258) the submission of the island to Norway quarter after quarter took place in 1262-1264, under Gizur's auspices, and the old Common Law was replaced by the New Norse Code " Ironside " in 1271. The political life and law of the old days is abundantly illus- trated in the sagas (especially Eyrbyggia, Hensa-Thori, Reyk- dxla, Hrafnkell and Niala), the two collections of law-scrolls (Codex Regius, c. 1235, and Stadarhol's Book, c. 1271), the Libellus, the Liberfragments, and the Landnamabok of Ari, and the Diplomatarium. K. Maurer has made the subject his own in his Beitrdge, Island, Grdgas, &c. The medieval Icelandic church had two bishoprics, Skalholt (S., W. and E.) 1056, and Holar (N.) 1106, and about 175 parishes (two-thirds of which belonged to the southern bishopric). They belonged to the metropolitan see of Bremen, then to Lund, lastly to Nidaros, 1237. There were several religious founda- tions: Thingore (founded 1133), Thwera (1155), Hitardale (c. 1166), Kirkby Nunnery (1184), Stad Nunnery (1296) and Saurby (c. 1200) were Benedictine, while Ver (1168), Flatey after Holyfell (1172), Videy (1226), Madderfield Priory (1296) and Skrid Priory (i4th century) were Augustinian. The bishops, elected by the people at the Althing till 1237, enjoyed con- siderable power; two, Thorlak of Skalholt and John of Holar, were publicly voted saints at the Althing, and one, Gudmund, received the title of " Good " by decree of the bishop and chapter. Full details as to ecclesiastical history will be found in the Biskupasogur (edited by Dr. Vigfusson). Iceland was not agricultural but pastoral, depending upon flocks and herds for subsistence, for, though rye and other grain ICELAND 233 Mode of life. Effects of the Union. would grow in favoured localities, the hay, self-sown, was the only regular crop. In some districts the fisheries and fowling were of importance, but nine-tenths of the population lived by their sheep and cattle. Life on each home- stead was regularly portioned out: out door occu- pations— fishing, shepherding, fowling, and the hay-making and fuel-gathering — occupying the summer; while in door business — weaving, tool-making, &c. — filled up the long winter. The year was broken by the spring feasts and moots, the great Althing meeting at midsummer, the marriage and arval gather- ings after the summer, and the long yule feasts at midwinter. There were but two degrees of men, free and unfree, though only the franklins had any political power; and, from the nature of the life, social intercourse was unrestrained and unfettered; go5i and thrall lived the same lives, ate the same food, spoke the same tongue, and differed little in clothing or habits. The thrall had a house of his own and was rather villein or serf than slave, having rights and a legal price by law. During the heathen days many great chiefs passed part of their lives in Norway at the king's court, but after the establishment of Chris- tianity in Iceland they kept more at home, visiting the continent, however, for purposes of state, suits with clergy, &c. Trade was from the first almost entirely in foreign (Norse) hands. The introduction of a church system brought little change. The great families puttheirmembersintoorders,andsocontinued to enjoy the profits of the land which they had given to the church; the priests married and otherwise behaved like the franklins around them in everyday matters, farming, trading, going to law like laymen. Life in the commonwealth was turbulent and anarchic, but free and varied; it produced men of mark, and fostered bravery, adventure and progress. But on the union with Norway all this ceased, and there was left but a low dead level of poor peasant proprietors careless of all save how to live by as little labour as possible, and pay as few taxes as they could to their foreign rulers. The island received a foreign governor (Earl, Hirdstjori or Stiptamts- madr as he was successively called), and was parcelled out into counties (syslur), administered by sheriffs (syslumadr) appointed by the king. A royal court took the place of the Althing courts; the local business of the local things was carried out by the (hreppstjori) bailiff, a subordinate of the sheriff; and the goSorS, things, quarter-courts, trial by jury, &c., were swept away by these innovations. The power of the crown was increased by the confiscation of the great Sturlung estates, which were under- leased to farmers, while the early falling off of the Norse trade threatened to deprive the island of the means of existence; for the great epidemics and eruptions of the I4th century had gravely attacked its pastoral wealth and ruined much of its pasture and fishery. The union of the Three Crowns transferred the practical rule of Iceland to Denmark in 1280, and the old Treaty of Union, by which the island had reserved its essential rights, was dis- regarded by the absolute Danish monarchs; but, though new taxation was imposed, it was rather their careless neglect than their too active interference that damaged Iceland's interests. But for an English trade, which sprang up out of the half- smuggling, half-buccaneering enterprise of the Bristol merchants, the island would have fared badly, for during the whole of the iSth century their trade with England, exporting sulphur, eiderdown (of which the English taught them the value), wool, and salt stock-fish, and importing as before wood, iron, honey, wine, grain and flax goods, was their only link with the outer world. This period of Iceland's existence is eventless: she had got peace but with few of its blessings; all spirit seemed to have died with the commonwealth; even shepherding and such agriculture as there had been sank to a lower stage; wagons, ploughs and carts went out of use and knowledge; architecture in timber became a lost art, and the fine carved and painted halls of the heathen days were replaced by turf- walled barns half sunk in the earth; the large decked luggers of the old days gave way to small undecked fishing-boats. The Reformation in Iceland wakened men's minds, but it left their circumstances little changed. Though the fires of martyrdom were never lighted in Iceland, the story of the easily accepted Reformation is not altogether fomaaon. a pleasant one. When it was accomplished, the little knot of able men who came to the front did much in preserving the records of the past, while Odd and Hallgrim exhibit the noblest impulses of their time. While there was this revolution in religion a social and political revolution never came to Iceland. The Hanse trade replaced the English for the worse; and the Danish monopoly which succeeded it when the Danish kings began to act again with vigour was still less profitable. The glebes and hospital lands were a fresh power in the hands of the crown, and the subservient Lutheran clergy became the most powerful class in the island, while the system of under-leasing at rackrent and short lease with unsecured tenant right extended over at least a quarter of the better land. A new plague, that of the English, Gascon and Algerine pirates, marked the close of the i6th century and opening of the 1 7th, causing widespread panic and some devasta- tion in 1579, 1613-1616 and 1627. Nothing points more to the helplessness of the natives' condition than their powerlessness against these foes. But the i8th century is the most gloomy in Iceland's annals. Smallpox, famine, sheep disease, and the eruptions of 1765 and 1783 follow each other in terrible succession. Against such visitations, which reduced the population by about a fourth, little could be done. The few literary men, whose work was done and whose books were published abroad, were only concerned with the past, and Jon Vidalin is the one man of mark, beside Eggert Olafsson, who worked and wrote for his own generation.1 Gradually the ideas which were agitating Europe spread through Scandinavia into Iceland, and its claims were more respectfully listened to. The continental system, which, by its leading to the blockade of Denmark, threatened to starve Iceland,was neutralized by special action of the British government. Trade and fishery grew a little brisker, and at length the turn came. The rationalistic movement, headed by Magnus Stephenson, a patriotic, narrow-minded lawyer, did little good as far as church reform went, but was accompanied by a more successful effort to educate the people. A Useful Knowledge Society was formed and did some honest work. Newspapers and periodicals were published, and the very stir which the ecclesi- astical disputes encouraged did good. When free trade came, and when the free constitution of Denmark had produced its legitimate effects, the endeavours of a few patriots such as Jon Sigurdsson were able to push on the next generation a step further. Questions of a modern political complexion arose; the cattle export controversy and the great home rule struggle began. After thirty years' agitation home rule was conceded in 1874 (see above, Government). (F. Y. P.) ANCIENT LITERATURE \ Poetry. — Iceland has always borne a high renown for song, but has never produced a poet of the highest order, the qualities which in other lands were most sought for and admired in poetry being in Iceland lavished on the saga, a prose epic, while Icelandic poetry is to be rated very high for the one quality which its authors have ever aimed at— melody of sound. To these generalizations there are few exceptions, though Icelandic literature includes a group of poems which possess qualities of high imagination, deep pathos, fresh love of nature, passionate dramatic power, and noble simplicity of language which Ice- landic poetry lacks. The solution is that these poems do not belong to Iceland at all. They are the poetry of the " Western Islands." It was among the Scandinavian colonists of the British coasts that in the first generations after the colonization of Iceland 1 For the periods succeeding the union, Danish state papers and the History of Finn Jonsson are the best authority. xiv. 8a 234 ICELAND therefrom a magnificent school of poetry arose, to which we owe works that for power and beauty can be paralleled in no Teutonic language till centuries after their date. To this school, which is totally distinct from the Icelandic, ran its own course apart and perished before the i3th century, the following works belong (of their authors we have scarcely a name or two; their dates can be rarely exactly fixed, but they lie between the beginning of the gth and the end of the loth centuries), classified into groups: — (a) The Helgi trilogy (last third lost save a few verses, but pre- served in prose in Hromund Grips son's Saga), the Raising of A nganty and Death of Hialmar (in Hervarar Saga), the fragments of a Volsung Lay (VolsungakiraSa) (part interpolated in earlier poems, part under- lying the prose in Volsunga Saga), all by one poet, to whom Dr Vigfusson would also ascribe Voluspd, VegtamskvtfSa, prymskviSa, Grotta Song and VolundarkviSa. (b) The Dramatic Poems: — Flyting of Loki, the For Skirnis, the HarbafSslidS and several fragments, all one man's work, to whose school belong, probably, the Lay underlying the story of Ivar's death in Skioldunga Saga. (c) The Didactic Poetry : — Grimnismdl, VafpruSnismdl, AMssmal, &c. (d) The Genealogical and Mytho|ogical Poems: — HyndluljoS, written for one of the Haurda-Kari family, so famous in the Orkneys; Ynglingatal and Hausttong, by Thiodolf of Hvin ; Rig's Thul, &c. (e) The Dirges and Battle Songs — such as that on Hafur-firth Ba.tt\eHrafnsmal, by Thiodolf of Hvin or Thorbjorn Horn klofi, shortly after 870; Eirik's Dirge (Eiriksmdl) between 950 and 969; the Dart- Lay on Clontarf Battle (1014); Biarka-mal (fragments of which we have, and paraphrase of more is found in Hrolf Kraki's Saga and in Saxo). There are also fragments of poems in Halfs Saga, Asmund Kappa- Bana's Saga, in the Latin verses of Saxo, and the Shield Lays (Ragnarsdrapa) by Bragi, &c., of this school, which closes with the Sun-Song, a powerful Christian Dantesque poem, recalling some of the early compositions of the Irish Church, and with the 12th-century Lay of Ragnar, Lay of Starkad, The Proverb Song (Havamal) and Krakumal, to which we may add those singular Gloss-poems, the Pulur, which also belong to the Western Isles. To Greenland, Iceland's farthest colony, founded in the loth century, we owe the two Lays of Atli, and probably HymiskviSa, which, though of a weirder, harsher cast, yet belong to the Western Isles school and not to Iceland. In form all these poems belong to two or three classes: — kviSa, an epic " cantilena "; Idl, a genealogical poem; drapa, songs of praise, &c., written in modifications of the old* Teutonic metre which we know in Beowulf; galdr and lokkr, spell and charm songs in a more lyric measure; and m&l, a dialogue poem, and Hod, a lay, in elegiac measure suited to the subject. The characteristics of this Western school are no doubt the result of the contact of Scandinavian colonists of the viking-tide, living lives of the wildest adventure, with an imaginative and civilized race, that exercised upon them a very strong and lasting influence (the effects of which were also felt in Iceland, but in a different way). The frequent intermarriages which mingled the best families of either race are sufficient proof of the close communion of Northmen and Celts in the gth and loth centuries, while there are in the poems themselves traces of Celtic mythology, language and manners.1 When one turns to the early poetry of the Scandinavian continent, preserved in the rune-staves on the memorial stones of Sweden, Norway and Denmark, in the didactic Havamal, the Great Volsung Lay (i.e. Sigurd II., Fafnis's Lay, Sigrdrifa's Lay) and Hamdismal, all continental, and all entirely consonant to the remains of Old English poetry in metre, feeling and treat- ment, one can see that it is with this school that the Icelandic " makers " are in sympathy, and that from it their verse naturally descends. While shrewdness, plain straightforwardness, and a certain stern way of looking at life are common to both, the Icelandic school adds a complexity of structure and orna- ment, an elaborate mythological and enigmatical phraseology, and a regularity of rhyme, assonance, luxuriance, quantity 1 Many of these poems were Englished in prose by the translator of Mallet, by B. Thorpe in his Scemund's Edda, and two or three by Messrs Morris and Magnussen, as appendices to their translation of Volsunga Saga. Earlier translations in verse are those in Dryden's Miscellany (vol. vi), A. Cottle's Edda, Mathias's Translations, and W. Herbert's Old Icelandic Poetry. Gray's versions of Darradar-liod and VegtamskvifSa are well known. and syllabification, which it caught from the Latin and Celtic poets, and adapted with exquisite ingenuity to its own main object, that of securing the greatest possible beauty of sound. The first generations of Icelandic poets resemble in many ways the later troubadours; the books of the kings and the sagas are full of their strange lives. Men of good birth (nearly always, too, of Celtic blood on one side at least), they leave Iceland young and attach themselves to the kings and earls of the north, living in their courts as their henchmen, sharing their adventures in weal and woe, praising their victories, and hymning their deaths if they did not fall by their sides — men of quick passion, unhappy in their loves, jealous of rival poets and of their own fame, ever ready to answer criticism with a satire or with a sword-thrust, but clinging through all to their art, in which they attained most marvellous skill. Such men were Egil, the foe of Eirik Bloodaxe and the friend of jEthelstan; Kormak, the hot-headed champion; Eyvind, King Haakon's poet, called Skaldaspillir, because he copied in his dirge over that king the older and finer Eiriks- mal; Gunnlaug, who sang at j<£thelred's court, and fell at the hands of a brother bard, Hrafn; Hallfred, Olaf Tryggvason's poet, who lies in lona by the side of Macbeth; Sighvat, Saint Olaf's henchman, most prolific of all his comrades; Thormod, Coalbrow's poet, who died singing after Sticklestad battle; Ref, Ottar the Black, Arnor the earls' poet, and, of those whose poetry was almost confined to Iceland, Gretti, Biorn the Hitdale champion, and the two model Icelandic masters, Einar Skulason and Markus the Lawman, both of the i2th century. It is impossible to do more here than mention the names of the most famous of the long roll of poets which are noted in the works of Snorri and in the two Skalda-tal. They range from the rough and noble pathos of Egil, the mystic obscurity of Kormak, the pride and grief of Hallfred, and the marvellous fluency of Sighvat, to the florid intricacy of Einar and Markus. The art of poetry stood to the Icelanders in lieu of music; scarcely any prominent man but knew how to turn a mocking or laudatory stanza, and down to the fall of the commonwealth the accomplishment was in high request. In the literary age the chief poets belong to the great Sturlung family, Snorri and his two nephews, Sturla and Olaf, the White Poet, being the most famous " makers " of their day. Indeed, it is in Snorri's Edda, a poetic grammar of a very perfect kind, that the best examples of the whole of northern poetry are to be found. The last part, Hattatal, a treatise on metre, was written for Earl Skuli about 1222, in imitation of Earl Rognvald and Hall's Hattalykill (Claws melrica) of 1150. The second part, Skald- skapar-mal, a gradus of synonyms and epithets, which contains over 240 quotations from 65 poets, and 10 anonymous lays — a treasury of verse — was composed c. 1230. The first part, an exquisite sketch of northern mythology, Gylfa-ginning, was probably prefixed to the whole later. There is some of Sturla's poetry in his Islendinga Saga, and verses of Snorri occur in the Grammatical Treatise on figures of speech, &c., of Olaf, which contains about one hundred and forty quotations from various authors, and was written about 1250. Besides those sources, the Kings' Lives of Snorri and later authors contain a great deal of verse by Icelandic poets. King Harold Sigurdsson, who fell at Stamford Bridge 1066, was both a good critic and composed himself. Many tales are told of him and his poet visitors and henchmen. The Icelandic sagas also comprise much verse which is partly genuine, partly the work of the 1 2th and I3th century editors. Thus there are genuine pieces in Nial's Saga (chaps. 34, 78, 103, 126, 146), in Eyrbyggia, Laxdiela, Egil's Saga (part only), Grettla (two and a half stanzas, cf. Landndmabdk), Biorn' s Saga, Gunnlaug' s Saga, Hazard's Saga, Kormak's Saga, Viga-Glum's Saga, Erik the Red's Saga and Fostbradra Saga. In Nial's, Gisli's and Droplaug's Sons' Sagas there is good verse of a later poet, and in many sagas worthless rubbish foisted in as ornamental. To these may be added two or three works of a semi-literary kind, composed by learned men, not by heroes and warriors. Such are Konunga-tal, Hugsvinnsmdl (a paraphrase of Cato's ICELAND 235 Distichs), Merlin's Prophecy (paraphrased from Geoffrey of Monmouth by Gunnlaug the monk), Jomsvikinga-drapa (by Bishop Ketil), and the Islendinga-drapa, which has preserved brief notices of several lost sagas concerning Icelandic worthies, with which Gudmundar-drapa, though of the I4th century, may be also placed. Just as the change of law gave the death-blow to an already perishing commonwealth, so the rush of medieval influence, which followed the union with Norway, completed a process which had been in force since the end of the nth century, when it overthrew the old Icelandic poetry in favour of the rimur. The introduction of the danz, ballads (or fornkvizdi, as they are now called) for singing, with a burden, usually relating to a love-tale, which were immensely popular with the people and performed by whole companies at weddings, yule feasts and the like, had relegated 'the regular Icelandic poetry to more serious events or to the more cultivated of the chiefs. But these " jigs," as the Elizabethans would have called them, dissatisfied the popular ear in one way: they were, like old English ballads, which they closely resembled, in rhyme, but void of alliteration, and accordingly they were modified and replaced by the " rimur," the staple literary product of the i5th century. These were rhymed but also alliterative, in regular form, with prologue or mansong (often the prettiest part of the whole), main portion telling the tale (mostly derived in early days from the French romances of the Carlovingian, Arthurian or Alexandrian cycles, or from the mythic or skrok-sogur), and epilogue. Their chief value to us lies in their having preserved versions of several French poems now lost, and in their evidence as to the feeh'ngs and bent of Icelanders in the " Dark Age " of the island's history. The ring and melody which they all possess is their chief beauty. Of the earliest, Olafsrima, by Einar Gilsson (c. 1350), and the best, the Aristophanic Skida-rima (c. 1430), by Einar Fostri, the names may be given. Rimur on sacred subjects was called " diktur "; of these, on the legends of the saints' lives, many remain. The most notable of its class is the Lilia of Eystein Asgrimsson, a monk of Holyfell (c. 1350), a most " sweet sound- ing song." Later the poems of the famous Jon Arason (b. 1484), last Catholic bishop of Holar (c. 1530), Liomr (" gleam ") and Pislargrdtr (" passion-tears "), deserve mention. Arason is also celebrated as having introduced printing into Iceland. Taste has sunk since the old days; but still this rimur poetry is popular and genuine. Moreover, the very prosaic and artificial verse of Sturla and the last of the old school deserved the oblivion which came over them, as a casual perusal of the stanzas scattered through Islendinga will prove. It is interesting to notice that a certain number of kenningar (poetical paraphrases) have survived from the old school even to the present day, though the mass of them have happily perished. The change in the phonesis of the language is well illustrated by the new metres as compared with the old Icelandic drotl-kvadi in its varied forms. Most of the older rimur and.diktur are as yet unprinted. Many of thefornkvadi are printed in a volume of theoldNordiske Litleratur-Samfund. The effects of the Reformation was deeply felt in Icelandic literature, both prose and verse. The name of Hallgrim Petursson, whose Passion-hymns, " the flower of all Icelandic poetry," have been the most popular composition in the language, is foremost of all writers since the second change of faith. The gentle sweetness of thought, and the exquisite harmony of word- ing in his poems, more than justify the popular verdict. His Hymns were finished in 1660 and published in 1666, two great Protestant poets thus being contemporaries. A collection of Reformation hymns, adapted, many of them, from the German, the Holar-book, had preceded them in 1619. There was a good deal of verse- writing of a secular kind, far inferior in every way, during this period. In spite of the many physical distresses that weighed upon the island, ballads (fornkvcedi) were still written, ceasing about 1750, rimur composed, and more elaborate compositions published. The most notable names are those of the improvisatore Stephen the Blind; Thorlak Gudbrandsson, author of Ulfar- Rimur, d. 1707; John Magnusson, who wrote Hristafla, a didactic poem; Stefan Olafsson, composer of psalms, rimur, &c., d. 1688; Gunnar Palsson, the author of Gunnarslag, often printed with the Eddie poems, c. 1791; and Eggert Olafsson, traveller, naturalist and patriot, whose untimely death in 1768 was a great loss to his country. His Bunadar-balkr, a Georgic written, like Tusser's Points, with a practical view of raising the state of agriculture, has always been much prized. Paul Vidalin's ditties are very naive and clever. Of later poets, down to more recent times, perhaps the best was Sigurd of Broadfirth, many of whose prettiest poems were composed in Greenland like those of Jon Biarnisson before him, c. 1750; John Thorlaksson's translation of Milton's great epic into Eddie verse is praiseworthy in intention, but, as may be imagined, falls far short of its aim. He also turned Pope's Essay on Man and Klopstock's Messiah into Icelandic. Benedikt Grondal tried the same experiment with Homer in his Ilion's Kvadi, c. 1825. There is a fine prose translation of the Odyssey by Sweinbjorn Egillson, the lexicographer, both faithful and poetic in high degree. Sagas. — The real strength of ancient Icelandic literature is shown in its most indigenous growth, the " Saga " (see also SAGA). This is, in its purest form, the life of a hero, composed in regular form, governed by fixed rules, and intended for oral recitation. It bears the strongest likeness to the epic in all save its unversified form; in both are found, as fixed essentials, simplicity of plot, chronological order of events, set phrases used even in describing the restless play of emotion or the changeful fortunes of a fight or a storm, while in both the absence of digres- sion, comment or intrusion of the narrator's person is invariably maintained. The saga grew up in the quieter days which followed the change of faith (1002), when the deeds of the great families' heroes were still cherished by their descendants, and the exploits of the great kings of Norway and Denmark handed down with reverence. Telling of stories was a recognized form of entertain- ment at all feasts and gatherings, and it was the necessity of the reciter which gradually worked them into a regular form, by which the memory was relieved and the artistic features of the story allowed to be more carefully elaborated. That this form was so perfect must be attributed to Irish influence, without which indeed there would have been a saga, but not the same saga. It is to the west that the best sagas belong; it is to the west that nearly every classic writer whose name we know belongs; and it is precisely in the west that the ad- mixture of Irish blood is greatest. In comparing the Irish tales with the saga, there will be felt deep divergencies in matter, style and taste, the richness of one contrasting with the chastened simplicity of the other; the one's half-comic, half-earnest bombast is wholly unlike the other's grim humour; the marvel- lous, so unearthly in the one, is almost credible in the other; but in both are the keen grasp of character, the biting phrase, the love of action and the delight in blood which almost assumes the garb of a religious passion. When the saga had been fixed by a generation or two of oral reciters, it was written down; and this stereotyped the form, so that afterwards when literary works were composed by learned men (such as Abbot Karl's Swerri's Saga and Sturla's Islendinga) the same style was adopted. Taking first the sagas relating to Icelanders, of which some thirty-five or forty remain out of thrice that number, they were first written down between 1140 and 1220, in the generation which succeeded An and felt the impulse his books had given to writing, on separate scrolls, no doubt mainly for the reciter's convenience; they then went through the different phases which such popular com- positions have to pass in all lands — editing and compounding (1220-1260), padding and amplifying (1260-1300), and finally collection in large MSS. (i4th century). Sagas exist showing all these phases, some primitive and rough, some refined and beautified, some diluted and weakened, according as their copyists have been faithful, artistic or foolish; for the first generation Icelandic sagas. 236 ICELAND of MSS. have all perished. We have also complex sagas put together in the i3th century out of the scrolls relating to a given locality, such a group as still exists untouched in V 'apnfirdinga being fused into such a saga as Niala or Laxdala. Of the authors nothing is known; we can only guess that some belong to the Sturlung school. According to subject they fall into two classes, those relating to the older generation before Christianity and those telling of St Olaf's contemporaries; only two fall into a third generation. Beginning with the sagas of the west, most perfect in style and form, the earliest in subject is that of Gold-Thori (c. 930), whose adventurous career it relates; Hensa-\)orissaga tells of the burning of Blund-Ketil, a noble chief, an event which led to Thord Gelli's reforms next year (c. 964); Gislasaga (960-980) tells of the career and death of that ill-fated outlaw; it is beauti- fully written, and the verses by the editor (i3th century) are good and appropriate; Hord's Saga (980) is the life of a band of outlaws on Whalesfirth, and especially of their leader Hord. Of later subject are the sagas of Havard and his revenge for his son, murdered by a neighbouring chief (997-1002); of the HetSarirgasaga (990-1014), a typical tale of a great blood feud, written in the most primitive prose; of Gunnlaug and Hrafn (Gunnlaugssaga Ormstungu, 980-1008), the rival poets and their ill-starred love. The verse in this saga is important and interest- ing. To the west also belong the three great complex sagas Egla, Eyrbyggia and Laxdcela. The first (870-980), after noticing the migration of the father and grandfather of the hero poet Egil, and the origin of the feud between them and the kings of Norway, treats fully of Egil's career, his enmity with Eirik Bloodaxe, his service with ^Ethelstan, and finally, after many adventures abroad, of his latter days in Iceland at Borg, illustrat- ing very clearly what manner of men those great settlers and their descendants were, and the feelings of pride and freedom which led them to Iceland. The style is that of Snorri, who had himself dwelt at Borg. Eyrbyggia (890-1031) is the saga of politics, the most loosely woven of all the compound stories. It includes a mass of information on the law, religion, traditions, &c., of the heathen days in Iceland, and the lives of Eric, the real discoverer of Greenland, Biorn of Broadwick, a famous chief, and Snorri, the greatest statesman of his day. Dr Vigfusson would ascribe its editing and completion to Sturla the Lawman, c. 1250. Laxdeela (910-1026) is the saga of Romance. Its heroine Gudrun is the most famous of all Icelandic ladies. Her love for Kiartan the poet, and his career abroad, his betrayal by his friend Bolli, the sad death of Kiartan at his hands, the revenge taken for him on Bolli, whose slayers are themselves afterwards put to death, and the end of Gudrun, who becomes an anchorite after her stormy life, make up the pith of the story. The contrast of the characters, the rich style and fine dialogue which are so remarkable in this saga, have much in common with the best works of the Sturlung school. Of the north there are the sagas of Kormak (930-960), most primitive of all, a tale of a wild poet's love and feuds, containing many notices of the heathen times; of V ' alzdalasaga (890-980), relating to the settlement and the chief family in Waterdale; of Hallfred the poet (996-1014), narrating his fortune at King Olaf's court, his love affairs in Iceland, and finally his death and burial at lona; of Reyk-d (990-1000), two versions, one northern (Flatey-book), Amerlca- one western, the better (in Hawk's Book, and AM. 557), the story of the discovery of Greenland and Vinland (America) by the Icelanders at the end of the gth century. Later is the Fostbra- drasaga (1015-1030), a very interesting story, told in a quaint romantic style, of Thorgeir, the reckless henchman of King Olaf , and how his death was revenged in Greenland by his sworn brother the true-hearted Thormod Coalbrow's poet, who after- ward dies at Sticklestad. The tale of Einar Sookisson (c. 1125) may also be noticed. The lost saga of Poet Helgi, of which only fragments remain, was also laid in Greenland. Besides complete sagas there are embedded in the Heims- kringla numerous small pattir or episodes, small tales of Ice- landers' adventures, often relating to poets and their lives at the kings' courts; one or two of these seem to be fragments of sagas now lost. Among the more notable are those of Orm Storolfsson, Ogmund Dijtt, Hattdor Snorrason, Thorstein Oxfoot, Hromund Halt, Thoruoald Tasaldi, Svadi and Arnor Herlingar-nef. Audnnn of Westfirlh, Sneglu-Halli, Hrafn of Hrutfiord, Hreidar ICELAND 237 Heimski, Gisli Illugison, Ivar the poet, Gull-jEsu Thord, Einar Skulason the poet, Mani the poet, &c. The forged Icelandic sagas appear as early as the i3th century. They are very poor, and either worked up on hints given in genuine stories or altogether apocryphal. History. — About the year of the battle of Hastings was born Ari FroSi Thorgilsson (1067-1148), one of the blood of Queen Aud, who founded the famous historical school of Iceland, and himself produced its greatest monument in a work which can be compared for value with the English Domesday Book. Nearly all that we know of the heathen commonwealth may be traced to the collections of Ari. It was he too that fixed the style in which history should be composed in Iceland. It was he that secured and put into order the vast mass of frag- mentary tradition that was already dying out in his day. And perhaps it is the highest praise of all to him that he wrote in his own " Danish tongue," and so ensured the use of that tongue by the cultured of after generations. Ari's great works are Konungabdk, or The Book of Kings, relating the history of the kings of Norway from the rise of the Yngling dynasty down to the death of Harald Sigurdsson in the year of his own birth. This book he composed from the dictation of old men such as Odd Kolsson, from the genealogical poems, and from the various dirges, battle-songs and eulogia of the poets. It is most probable that he also compiled shorter Kings' Books relating to Denmark and perhaps to England. The Konungabdk is preserved under the Heimskringla of Snorri Sturloson, parts of it almost as they came from Ari's hands, for example Ynglinga and Harald Fairhair's Saga, and the prefaces stating the plan and critical foundations of the work, parts of it only used as a framework for the magnificent superstructure of the lives of the two Olafs, and of Harald Hardrada and his nephew Magnus the Good. The best text of Ari's Konungabdk (Ynglinga, and the sagas down to but not including Olaf Tryggvason's) is that of Frisbdk. > - 1 The Book of Settlements (Landnamabdk) is a wonderful per- formance, both in its scheme and carrying out. It is divided into five parts, the first of which contains a brief account of the discovery of the island; the other four, one by one taking a quarter of the land, describe the name, pedigree and history of each settler in geographical order, notice the most important facts in the history of his descendants, the names of their home- steads, their courts and temples, thus including mention of 4000 persons, one-third of whom are women, and 2000 places. The mass of information contained in so small a space, the clearness and accuracy of the details, the immense amount of life which is breathed into the whole, astonish the reader, when he reflects' that this colossal task was accomplished by one man, for his collaborator Kolsegg merely filled up his plan with regard to part of the east coast, a district with which Ari in his- western home at Stad was little familiar. LandnamabSk has reached us in two complete editions, one edited by Sturla, who brought down the genealogies to his own grandfather and grandmother, Sturla and Gudny, and one by Hawk, who traces the pedigrees still later to himself. Ari also wrote a Book of Icelanders (Islendingabdk, c. 1127), which has perished as a whole, but fragments of it are embedded in many sagas and Kings' Lives; it seems to have been a com- plete epitome of his earlier works, together with an account of the constitutional history, ecclesiastical and civil, of Iceland. An abridgment of the latter part of it, the little Libellus Islan- dorum (to which the title of the bigger Liber — Islendingabdk — is often given), was made by the historian for his friends Bishops Ketil and Thorlak, for whom he wrote the Liber (c. 1137). This charming little book is, with the much later collections of laws, our sole authority for the Icelandic constitution of the common- wealth, but, " much as it tells, the lost Liber would have been of still greater importance." Kristni-Saga, the story of the christening of Iceland, is also a work of Ari's, " overlaid " by a later editor, but often preserving Ari's very words. This saga, together with several scattered tales of early Christians in Iceland before the change of faith (1002), may have made up a section of the lost Liber. Of the author of these works little is known. He lived in quiet days a quiet life; but he shows himself in his works, as Snorri describes him, " a man wise, of good memory and a speaker of the truth." If Thucydides is justly accounted the first political historian, Ari may be fitly styled the first of scientific historians. A famous contemporary and friend of Ari is Sasmund (1056- 1131), a great churchman, whose learning so impressed his age that he got the reputation of a magician. He was the friend of Bishop John, the founder of the great Odd-Verjar family, and the author of a Book of Kings from Harald Fairhair to Magnus the Good, in which he seems to have fixed the exact chronology of each reign. It is most probable that he wrote in Latin. The idea that he had anything to do with the poetic Edda in general, or the Sun's Song in particular, is unfounded. The flame which Ari had kindled was fed by his successors in the i2th century. Eirik Oddsson (c. 1150) wrote the lives of Sigurd Evil-deacon and the sons of Harold Gille, in his Hryggiar-Stykki (Sheldrake), of which parts remain in the MSS. collections of Kings' Lives, Morkin-skinna, &c. Karl Jonsson, abbot of Thingore, the Benedictine minister, wrote (c. 1184) Sverrissaga from the lips of that great king, a fine racy biography, with a style and spirit of its own. Boglunga-Sogur tell the story of the civil wars which followed Sverri's death. They are probably by a contemporary. The Latin Lives of St Olaf, Odd's in Latin (c. 1175), compiled from original authorities, and the Legendary Life, by another monk whose name is lost, are of the medieval Latin school of Ssmund to which Gunnlaug belonged. Snorri Sturlason (q.v.) was known to his contemporaries as a statesman and poet; to us he is above all an historian. Snorri (1170-1241) wrote the Lives of the Kings (Heimskringla), from Olaf Tryggvason to Sigurd the Crusader inclusive; and we have them substantially as they came from his hand in the Great King Olafs Saga; St Olafs Saga, as in Heimskringla and the Stockholm MS.; and the succeeding Kings' Lives, as in Hulda and Hrokkinskinna, in which, however, a few episodes have been inserted. These works were indebted for their facts to Ari's labours, and to sagas written since Ari's death; but the style and treatment of them are Snorri's own. The fine Thucydidean speeches, the dramatic power of grasping character, and the pathos and poetry that run through the stories, along with a humour such as is shown in the Edda, and a varied grace of style that never flags or palls, make Snorri one of the greatest of historians. Here it should be noticed that Heimskringla and its class of MSS. (Eirspennil, Jofraskinna, Gullinskinna, Fris-bok and Kringla) do not give the full text of Snorri's works. They are abridgments made in Norway by Icelanders for their Norwegian patrons, the Life of St Olaf alone being preserved intact, for the great interest of the Norwegians lay in him, but all the other Kings' Lives being more or less mutilated, so that they cannot be trusted for historic purposes; nor do they give a fair idea of Snorri's style. Agrip is a 12th-century compendium of the Kings' Lives from Harald Fairhair to Sverri, by a scholastic writer of the school of Sajmund. As the only Icelandic abridgment of Norwegian history taken not from Snorri but sources now lost, it is of worth. Its real title is Konunga-lal. Noregs Konunga-tal, now called Fagrskinna, is a Norse com- pendium of the Kings' Lives from Halfdan the Black to Sverri's accession, probably written for King Haakon, to whom it was read on his death-bed. It is an original work, and contains much not found elsewhere. As non-Icelandic it is only noticed here for completeness. Styrmi Karason, a contemporary of Snorri's, dying in 1245, was a distinguished churchman (lawman twice) and scholar. He wrote a Life of St Olaf, now lost; his authority is cited. He also copied out Landnamabdk and Sverri's Life from his MSS., of which surviving copies were taken. Sturla, Snorri's nephew, wrote the Hakonssaga andMagnussaga at the request of King Magnus, finishing the first c. 1265, the ICELAND latter c. 1280. King Haakon's Life is preserved in full; of the other only fragments remain. These are the last of the series of historic works which Ari's labours began, from which the history of Norway for 500 years must be gathered. A few books relating the history of other Scandinavian realms will complete this survey. In Skioldunga-bok was told the history of the early kings of Denmark, perhaps derived from Ari's collections, and running parallel to Ynglinga. The earlier part of it has perished save a fragment Sogu-brot, and citations and paraphrases in Saxo, and the mythical Ragnar Lodbrok's and Gongu-Hrolf's Sagas; the latter part, Lives of Harold Blue- tooth and the Kings down to Sveyn II., is still in existence and known as Skioldunga. • The Knutssaga is of later origin and separate authorships, parallel to Snorri's Heimskringla, but earlier in date. The Lives of King Valdemar and his Son, written c. 1185, by a contemporary of Abbot Karl's, are the last of this series. The whole were edited and compiled into one book, often quoted as Skioldunga, by a 13th-century editor, possibly Olaf, the White Poet, Sturla's brother, guest and friend of King Valdemar II. Jomsvikinga Saga, the history of the pirates of Jom, down to Knut the Great's days, also relates to Danish history. The complex work now known as Orkneyinga is made up of the Earls' Saga, lives of the first great earls, Turf-Einar, Thor- finn, &c.; the Life of Si Magnus, founded partly on Abbot Robert's Latin life of him (c. 1150) an Orkney work, partly on Norse or Icelandic biographies; a Mirade-book of the same saint; the Lives of Earl Rognivald and Sveyn, the last of the vikings, and a few episodes such as the Burning of Bishop Adam. A scholastic sketch of the rise of the Scandinavian empire, the Foundation of Norway, dating c. 1 1 20, is prefixed to the whole. Ftereyinga tells the tale of the conversion of the Fsreys or Faroes, and the lives of its chiefs Sigmund and Leif, com- posed in the I3th century from their separate sagas by an Icelander of the Sturlung school. Biographies. — The saga has already been shown in two forms, its original epic shape and its later development applied to the lives of Norwegian and Danish kings and earls, as heroic but deeper and broader subjects than before. In the i3th century it is put to a third use, to tell the plain story of men's lives for their contemporaries, after satisfying which demand it dies away for ever. These biographies are more literary and medieval and less poetic than the Icelandic sagas and king's lives; their simplicity, truth, realism and purity of style are the same. They run in two parallel streams, some being concerned with chiefs and champions, some with bishops. The former are mostly found embedded in the complex mass of stories known as Sturlunga, from which Dr Vigfusson has extricated them, and for the first time set them in order. Among them are the sagas of Thorgils and Haflidi (1118-1121), the feud and peacemaking of two great chiefs, contemporaries of Ari; of Sturla (1150-1183), the founder of the great Sturlung family, down to the settlement of his great lawsuit by Jon Loptsson, who thereupon took his son Snorri the historian to fosterage, — a humorous story but with traces of the decadence about it, and glimpses of the evil days that were to come; of the Onundar-brennusaga (1185-1200), a tale of feud and fire-raising in the north of the island, the hero of which, Gudmund Dyri, goes at last into a cloister; of Hrafn Sveinbiornsson (1190-1213), the noblest Icelander of his day, warrior, leech, seaman, craftsman, poet and chief, whose life at home, travels and pilgrimages abroad (Hrafn was one of the first to visit Becket's shrine), and death at the hands of a foe whom he had twice spared, are recounted by a loving friend in pious memory of his virtues, c. 1220; of Aron Hiorleijsson (1200-1255), a man whose strength, courage and adventures befit rather a henchman of Olaf Tryggvason than one of King Haakon's thanes (the beginning of the feuds that rise round Bishop Gudmund are told here), of the Svinefell-men (1248- 1252), a pitiful story of a family feud in the far east of Iceland. But the most important works of this class are the Islendinga Saga and Thorgils Saga of Lawman Sturla. Sturla and his brother Olaf were the sons of Thord Sturlason and his mistress Thora. Sturla was born and brought up in prosperous times, but his manhood was passed in the midst of strife, in which his family fell one by one, and he himself, though a peaceful man who cared little for politics, was more than once forced to fly for his life. While in refuge with King Magnus, in Norway, he wrote his two sagas of that king and his father. After his first stay in Norway he came back in 1271, with the new Norse law-book, and served a second time as lawman. The Islendinga must have been the work of his later years, composed at Fairey in Broadfirth, where he died, 3oth July 1 284, aged about seventy years. The saga of Thorgils Skardi (1252-1261) seems to have been the first of his works on Icelandic contemporary history; it deals with the life of his own nephew, especially his career in Iceland from 1252 to 1258. The second part of Islendinga (1242-1262), which relates to the second part of the civil war, telling of the careers of Thord Kakali, Kolbein the Young, Earl Gizur and Hrafn Oddsson. The end is imperfect, there being a blank of some years before the fragmentary ending to which an editor has affixed a notice of the author's death. The first part of Islendinga (1202-1242) tells of the beginning and first part of the civil wars, the lives of Snorri and Sighvat, Sturla's uncles, of his cousin and namesake Sturla Sighvatsson, of Bishop Gudmund, and Thorwald Gizursson, — the fall of the Sturlungs, and with them the last hopes of the great houses to maintain the commonwealth, being the climax of the story. Sturla's power lies in his faithfulness to nature, minute observance of detail and purity of style. The great extent of his subject, and the difficulty of dealing with it in the saga form, are most skilfully overcome; nor does he allow prejudice or favour to stand in the way of the truth. He ranks below Ari in value and below Snorri in power; but no one else can dispute his place in the first rank of Icelandic writers. Of the ecclesiastical biographers, an anonymous Skalholt clerk is the best. He wrote Hungrvaka, lives of the first five bishops of Skalholt, and biographies of his patron Bishop Paul (Pdlssaga) and also of St Thorlak (Thorlakssaga). They are full of interesting notices of social and church life. Thorlak was a learned man, and had studied at Paris and Lincoln, which he left in 1161. These lives cover the years 1056-1193. The life of St John, a great reformer, a contemporary of Thorodd, whom he employed to build a church for him, is by another author (1052-1121). The life of Gudmund (Gudmundar Saga Coda), as priest, recounts the early life of this Icelandic Becket till his election as bishop (1160-1202); his after career must be sought out in Islendinga. It is written by a friend and contemporary. A later life by Arngrim, abbot of Thingore, written c. 1350, as evidence of his subject's sanctity, tells a good deal about Icelandic life, &c. The lives of Bishops Arni and Lawrence bring down our knowledge of Icelandic history into the i4th century. The former work, Arna Saga Biskups, is imperfect; it is the record of the struggles of church and state over patronage rights and glebes, written c. 1315; it now covers only the years 1269-1291; a great many documents are given in it, after the modern fashion. The latter, Laurentius Saga Biskups, by his disciple, priest Einar Haflidason, is a charming biography of a good and pious man, whose chequered career in Norway and Iceland is picturesquely told (1324-1331). It is the last of the sagas. Bishop Jon's Table-Talk (1325-1339) is also worth noticing; it contains many popular stories which the good bishop, who had studied at Bologna and Paris, was wont to tell to his friends. Annals. — The Annals are now almost the sole material for Icelandic history; they had begun earlier, but after 1331 they got fuller and richer, till they end in 1430. The best are A nnales Regii, ending 1306, Einar Haflidason's Annals, known as " Law- man's Annals," reaching to 1392, and preserved with others in Flatey-book, and the New Annals, last of all. The Diploma- tarium Islandicum, edited by Jon Sigurdsson, contains what remains of deeds, inventories, letters, &c., from the old days, completing our scanty material for this dark period of the island's history. ICELAND 239 Literature of Foreign Origin. — After the union with Norway • and change of law genuine tradition died out with the great houses. The ordinary medieval literature reached Iceland through Norway, and every one began to put it into a vernacular dress, so neglecting their own classics that but for a few collectors like Lawman Hauk they would have perished entirely. The Norwegian kings, Haakon Haakonson (c. 1 2 2 5) , and Haakon V. (c. 1305), employed Icelanders at their courts in translating the French romances of the Alexander, Arthur and Charlemagne cycles. Some forty or fifty of these Riddara-Sogur (Romances of Chivalry) remain. They reached Iceland and were eagerly read, many Rimur being founded on them. Norse versions of Mary of Brittany's Lays, the stories of Brutus and of Troy, and part of the Pharsalia translated are also found. The Speculum Regale, with its interesting geographical and social information, is also Norse, written c. 1240, by a Halogalander. The com- putistic and arithmetical treatises of Stiorn-Odd, Biarni the Number-skilled (d. 1173), and Hauk Erlendsson the Lawman (d. 1334), and the geography of Ivar Bardsson, a Norwegian (c. 1 340) , are of course of foreign origin. A few tracts on geography, &c., in Hauk's book, and a Guide to the Holy Land, by Nicholas, abbot of Thwera (d. 1158), complete the list of scientific works. The stories which contain the last lees of the old mythology and pre-history seem to be also non-Icelandic, but amplified by Icelandic editors, who probably got the plots from the Western Islands. Volsunga Saga and Hervarar Saga contain quotations and paraphrases of lays by the Helgi poet, and Half's, Ragnar's and Asmund Kappabana's Sagas all have bits of Western poetry in them. Hrolf Kraki's Saga paraphrases part of Biarkamal ; Hromund Gripsson's gives the story of Helgi and Kara (the lost third of the Helgi trilogy); Gautrek's Arrow Odd's, Frithiof's Sagas, &c., contain shreds of true tradition amidst a mass of later fictitious matter of no worth. With the Riddara-Sogur they enjoyed great popularity in the i5th century, and gave matter for many Rimur. Thidrek's Saga, a late version of the Volsung story, is of Norse composition (c. 1230), from North German sources. The medieval religious literature of Western Europe also influenced Iceland, and the Homilies (like the Laws) were, according to Thorodd, the earliest books written in the vernacu- lar, antedating even Ari's histories. The lives of the Virgin, the Apostles and the Saints fill many MSS. (edited in four large volumes by Professor Unger), and are the works of many authors, chiefly of the i3th and i4th centuries; amongst them are the lives of SS. Edward the Confessor, Oswald of Northumbria, Dunstan and Thomas of Canterbury. Of the authors we know Priest Berg Gunsteinsson (d. 1211); Kygri-Biorn, bishop-elect (d. 1237); Bishop Brand (d. 1264); Abbot Runolf (d. 1307); Bishop Lawrence's son Arni (c. 1330); Abbot Berg (c. 1340), &c. A paraphrase of the historical books of the Bible was made by Bishop Brand (d. 1264), called Gydinga Sogur. About 1310 King Haakon V. ordered a commentary on the Bible to be made, which was completed down to Exodus xix. To this Brand's work was afterwards affixed, and the whole is known as Stiorn. The Norse version of the famous Barlaam and Josaphal, made for Prince Haakon (c. 1240), must not be forgotten. •. Post-classical Literature. — The post-classical literature falls chiefly under three heads — religious, literary and scientific. Under the first comes foremost the noble translation of the New Testament by Odd Gottskalksson, son of the bishop of Holar. Brought up in Norway, he travelled in Denmark and Germany, and took upon him the new faith before he returned to Iceland, where he became secretary to Bishop Ogmund of Skalholt. Here he began by translating the Gospel of Matthew into his mother- tongue in secret. Having finished the remainder of the New Testament at his own house at Gives, he took it to Denmark, where it was printed at Roskild in 1540. Odd afterwards translated the Psalms, and several devotional works of the day, Corvinus's Epistles, &c. He was made lawman of the north and west, and died from a fall in the Laxa in Kios, June 1556. Three years after his death the first press was set up'in Iceland by John Matthewson, at Breidabolstad, in Hunafloe, and a Gospel and Epistle Book, according to Odd's version, issued from it in 1562. In 1584 Bishop Gudbrand, who had brought over a splendid fount of type from Denmark in 1575 (which he com- pleted with his own hands), printed a translation of the whole Bible at H61ar, incorporating Odd's versions and some books (Proverbs and the Son of Sirach, 1580) translated by Bishop Gizar, but supplying most of the Old Testament himself. This fine volume was the basis of every Bible issued for Iceland till 1826, when it was replaced by a bad modern version. For beauty of language and faithful simplicity of style the finer parts of this version, especially the New Testament, have never been surpassed. The most notable theological work Iceland ever produced is the Postill-Book of Bishop John Vidalin (1666-1720), whose bold homely style and stirring eloquence made " John's Book," as it is lovingly called, a favourite in every household, till in the igth century it was replaced for the worse by the more senti- mental and polished Danish tracts and sermons. Theological literature is very popular, and many works on this subject, chiefly translations, will be found in the lists of Icelandic biblio- graphers. The first modern scientific work is the Her per patriam of Eggert Olafsson and Biarni Paulsson, which gives an account of the physical peculiarities — fauna, flora, &c. — of the island as far as could be done at the date of its appearance, 1772. The island was first made known to " the world " by this book and by the sketch of Unno von Troil, a Swede, who accompanied Sir Joseph Banks to Iceland in 1772, and afterwards wrote a series of " letters " on the land and its literature, &c. This tour was the forerunner of an endless series of " travels," of which those of Sir W. J. Hooker, Sir G. S. Mackenzie (1810), Ebenezer Henderson (1818), Joseph Paul Gaimard (1838-1843), Paijkull (1867) and, lastly, that of Sir Richard Burton, an excellent account of the land and people, crammed with information of every kind (1875), are the best. Iceland is emphatically a land of proverbs, while of folk-tales, those other keys to the poeple's heart, there is plentiful store. Early work in this direction was done by Jon Gudmundsson, Olaf the Old and John Olafsson in the I7th century, who all put traditions on paper, and their labours were completed by the magnificent collection of Jon Arnason (1862-1864), who was inspired by the example of the Grimms. Many tales are but weak echoes of the sagas; many were family legends, many are old fairy tales in a garb suited to their new northern home; but, besides all these, there are a number of traditions and superstitions of indigenous origin. The Renaissance of Iceland dates from the beginning of the 1 7th century, when a school of antiquaries arose. Arngrim Jonsson's Brews Commentarius (1593), and Crymogaea (1609), were the first-fruits of this movement, of which Bishops Odd, Thorlak and Bryniulf (worthy parallels to Parker and Laud) were the wise and earnest supporters. The first (d. 1 630) collected much material for church history. The second (d. 1656) saved Sturlunga and the Bishops' Lives, encouraged John Egilsson to write his New Hungerwaker, lives of the bishops of the Dark Ages and Reformation, and helped Biorn of Skardsa (d. 1655), a bold and patriotic antiquary (whose Annals continue Einar's), in his researches. The last (d. 1675) collected a fine library of MSS., and employed the famous copyist John Erlendsson, to whom and the bishop's brother, John Gizurarsson (d. 1648), we are indebted for transcripts of many lost MSS. Torfaeus (1636-1719) and Bartholin, a Dane (d. 1690), roused the taste for northern literature in Europe, a taste which has never since flagged; and soon after them Arni Magnusson (1663-1730) transferred all that remained of vellum and good paper MSS. in Iceland to Denmark, and laid the foundations of the famous library and bequest , for which all Icelandic students are so much beholden. For over forty years Arni stuck to his task, rescuing every scrap he could lay hands on from the risks of the Icelandic climate and carelessness, and when he died only one good MSS. remained in the island. Besides his magnificent collection, there are a few MSS. of great value at 240 ICELAND Upsala, at Stockholm, and in the old royal collection at Copen- hagen. Those in the university library in the latter city perished in the fire of 1 7 28. Sagas were printed at Upsala and Copenhagen in the lyth century, and the Arna-Magnaean fund has been work- ing since 1772. In that year appeared also the first volume of Bishop Finn Jonsson's Historia Ecclesiastica Islandiae, a work of high value and much erudition, containing not only ecclesi- astical but civil and literary history, illustrated by a well-chosen mass of documents, 870-1740. It has been continued by Bishop P. Peterson to modern times, 1740-1840. The results, however, of modern observers and scholars must be sought for in the periodicals, Safn, Felagsrit, Ny Felagsrit and others. John Espolin's Arbaskr is very good up to its date, 1821. A brilliant sketch of Icelandic classic literature is given by Dr Gudbrandr Vigfusson in the Prolegomena to Sturlunga Saga (Oxford, 1879). It replaces much earlier work, especially the Sciagraphia of Halfdan Einarsson (1777), and the Saga-Bibliotek of Muller. The numerous editions of the classics by the Icelandic societies, the Danish Soci6t6 des Antiquit^s, Nordiske Litteratur Samfund, and the new Gammel Nordisk Litteratur Samfund, the splendid Norwegian editions of Unger, the labours of the Icelanders Sigurdsson and Gislason, and of those foreign scholars in Scandinavia and Germany who have thrown themselves into the work of illustrating, publishing and editing the sagas and poems (men like P. A. Munch, S. Bugge, F. W. Bergmann, Th. Mobius and K. von Maurer, to name only a few), can only be referred to here. See also Finnur Jonsson, Den Oldnorske og Oldislanske Lilteraturs Historic (Copenhagen, 1893-1900); R. B. Anderson's translation (Chicago, 1884) of Winkel Horn's History of the Literature of the Scandinavian North; and W. Morris and E. Magnusson's Saga Library. (F. Y. P.) RECENT LITERATURE The recent literature of Iceland has been in a more flourishing state than ever before since the I3th century. Lyrical poetry is by far the largest and the most interesting portion of it. The great influence of Jonas Hallgrimsson (1807-1845) is still felt, and his school was the reigning one up to the end of the igth century, although then a change seemed to be in sight. The most successful poet of this school is Steingrimr Thorsteinsson (b. 1830). He is specially famous for his splendid descriptions of scenery (The Song of Gilsbakki), his love-songs and his sarcastic epigrams. As a translator he has enriched the literature with The Arabian Nights, Sakuntala, King Lear and several other masterpieces of foreign literature. Equal in fame is Matthias Jochumsson (b. 1835), who, following another of Jonas Hallgrimsson's many ways, has successfully revived the old metres of the classical Icelandic poets, whom he resembles in his majestic, but sometimes too gorgeous, language. He is as an artist inferior to Steingrimr Thorsteinsson, but surpasses him in bold flight of imagination. He has successfully treated subjects from Icelandic history GrettisljdS, a series of poems about the famous outlaw Grettir). His chief fault is a certain carelessness in writing; he can never write a bad poem, but rarely a poem absolutely flawless. He has translated Tegner's Frilhiofs Saga, several plays of Shakespeare and some other foreign masterpieces. The great religious poet of Iceland, Hallgrimr Petursson, has found a worthy successor in Valdemar Briem (b. 1848), whose Songs of the Bible are deservedly popular. He is like Matthias Jochumsson in the copious flow of his rhetoric; some of his poems are perfect both as regards form and contents, but he sometimes neglects the latter while polishing the former. An interesting position is occupied by Benedict Grondal (b. 1826), whose travesties of the old romantic stories,1 and his Aristophanic drama GandreiSin (" The Magic Ride ") about contemporary events, are among the best satirical and humorous productions of Icelandic literature. Influenced by J6nas Hallgrimsson with regard to language and poetic diction, but keeping unbroken the traditions of Icelandic medieval poetry maintained by SigurSr BreioTjoro" (1798-1846), is another school of poets, very unlike the first. In the middle of the igth century this school was best represented by Hjalmar Jonsson from Bola (1796-1875), a poor farmer 1 E.g. " The Battle of the Plains of Death," a burlesque on the battle of Solferino. with little education, but endowed with great poetical talents, and the author of satirical verses not inferior to those of Juvenal both in force and coarseness. In the last decades of the igth century this school produced two poets of a very high order, both distinctly original and Icelandic. One is Pall Olafsson (b. 1827). His songs are mostly written in the medieval quatrains (ferskeytla) , and are generally of a humorous and satirical character; his convivial songs are known by heart by every modern Icelander; and although some of the poets of the present day are more admired, there is none who is more loved by the people. The other is porsteinn Erlingsson (b. 1858). His exquisite satirical songs, in an easy and elegant but still manly and splendid language, have raised much dis- cussion. Of his poems may be mentioned The Oath, a series of most beautiful ballads, with a tragical love-story of the i7th century as their base, but with many and happy satirical allusions to modern life; Jorundr, a long poem about the convict king, the Danish pirate Jorgensen, who nearly succeeded in making himself the master of Iceland, and The Fate of the Gods and The Men of the West (the Americans), two poems which, with their anti-clerical and half-socialistic tendencies, have caused strong protests from orthodox Lutheran clergy. Near to this school, but still standing apart, is Grimur Thomsen (b. 1820). In the beginning of the 'eighties a new school arose — having its origin in the colony of Icelandic students at the University of Copenhagen. They had all attended the lectures of Georg Brandes, the great reformer of Scandinavian literature, and, influenced by his literary theories, they chose their models in the realistic school. This school is very dissimilar from the half -romantic school of Jonas Hallgrimsson; it is nearer the national Icelandic school represented by Pall Olafsson and Porsteinn Erlingsson, but differs from those writers by intro- ducing foreign elements hitherto unknown in Icelandic literature, and — especially in the case of the prose-writers — by imitating closely the style and manner of some of the great Norwegian novelists. Their influence brought the Icelandic literature into new roads, and it is interesting to see how the tough Icelandic element gradually assimilates the foreign. Of the lyrical poets, Hannes Hafsteinn (b. 1861) is by far the most important. In his splendid ballad, The Death of Skarphedinn, and in his beautiful series of songs describing a voyage through some of the most picturesque parts of Iceland, he is entirely original; but in his love-songs, beautiful as many of them are, a strong foreign influence can be observed. Among the innovations of this poet we may note a predilection for new metres, sometimes adopted from foreign languages, sometimes invented by himself, a thing practised rarely and generally with small success by the Icelandic poets. No Icelandic novelist has as yet equalled Jon Th6roddsen (1810-1868). The influence of the realistic school has of late been predominant. The most distinguished writer of that school has been Gestur Palsson (1852-1891), whose short stories with their sharp and biting satire have produced many imitations in Iceland. The best are A Home of Love and Captain Sigurd. Jonas Jonasson (b. 1856), a clergyman of northern Iceland, has, in a series of novels and short stories, given accurate, but somewhat dry, descriptions of the more gloomy sides of Icelandic country life. His best novel is Randtdr from Hvassafell, an historical novel of the middle ages. Besides these we may mention Torfhildur Holm, one of the few women who have distinguished themselves in Icelandic literature. Her novels are mostly historical. The last decade of the I9th century saw the establishment of a permanent theatre at Reykjavik. The poet Matthias Jochumsson has written several dramas, but their chief merits are lyrical. The most successful of Icelandic dramatists as yet is IndriSi Einarsson, whose plays, chiefly historical, in spite of excessive rhetoric, are very interesting and possess a true dramatic spirit. In geography and geology porvaldr Thoroddsen has acquired a European fame for his researches and travels in Iceland, especially in the rarely-visited interior. Of his numerous writings in Icelandic, Danish and German, the History of ICELAND MOSS— ICE-YACHTING 241 i ! Icelandic Geography is a monumental work. In history Pill MelsteS's (b. 1812) chief work, the large History of the World, belongs to this period, and its pure style has had a beneficial influence upon modern Icelandic prose. Of the younger historians we may mention porkell Bjarnason (History of the Reformation in Iceland). Jon porkelsson (b. 1822), inspector of the archives of Iceland, has rendered great services to the study of Icelandic history and literature by his editions of the Diplomatarium Islandicum and Obituarium Islandicum, and by his Icelandic Poetry in the i$th and i6th Century, written in Danish, an indispensable work for any student of that period. A leading position among Icelandic lexicographers is occupied by Jon Porkelsson, formerly head of the Latin school at Reykjavik, whose Supplement til islandske OrdbQger, an Icelandic-Danish vocabulary (three separate collections), has hardly been equalled in learning and accuracy. Other dis- tinguished philologists are his successor as head of the Latin school, Bjorn Magnusson Olsen (Researches on Sturlunga, Ari the Wise, The Runes in the Old Icelandic Literature — the last two works in Danish); Finnur Jonsson, professor at the Uni- versity of Copenhagen (History of the Old Norwegian and Ice- landic Literature, in Danish, and excellent editions of many old Icelandic classical works); and Valtyr GuSmundsson, lecturer at the University of Copenhagen (several works on the old archi- tecture of Scandinavia) and editor of the influential Icelandic literary and political review, EimretSin (" The Locomotive "). See J. C. Poestion, Islandische Dichter der Neuzeit (Leipzig, 1897) ; C. Kuchler, Geschichte der isldndischen Dichtung der Neuzeit (Leipzig, 1896); Ph. Schweitzer, Island; Land und Leute (Leipzig, 1885); Alexander Baumgartner, Island und die Faroer (Freiburg im Breisgau, 1889). (S. BL.) ICELAND MOSS, a lichen (Cetraria islandica) whose erect or ascending foliaceous habit gives it something of the appearance of a moss, whence probably the name. It is often of a pale chestnut colour, but varies considerably, being sometimes almost entirely greyish white; and grows to a height of from 3 to 4 in., the branches being channelled or rolled into tubes, which terminate in flattened lobes with fringed edges. It grows abundantly in the mountainous regions of northern countries, and it is specially characteristic of the lava slopes and plains of the west and north of Iceland. It is found on the mountains of north Wales, north England, Scotland and south-west Ireland. As met with in commerce it is a light-grey harsh cartilaginous body, almost destitute of colour, and having a slightly bitter taste. It contains about 70% of lichenin or lichen-starch, a body isomeric with common starch, but wanting any appearance of structure. It also yields a peculiar modifica- tion of chlorophyll, called thallochlor, fumaric acid, licheno- stearic acid and cetraric acid, to which last it owes its bitter taste. It forms a nutritious and easily digested amylaceous food, being used in place of starch in some preparations of cocoa. It is not, however, in great request, and even in Iceland it is only habitually resorted to in seasons of scarcity. Cetraric acid or cetrarin, a white micro-crystalline powder with a bitter taste, is readily soluble in alcohol, and slightly soluble in water and ether. It has been recommended for medicinal use, in doses of 2 to 4 grains, as a bitter tonic and aperient. ICE-PLANT, the popular name for Mesembryanthemum crystallinum, a hardy annual most effective for rockwork. It is a low-growing spreading herbaceous plant with the fleshy stem and leaves covered with large glittering papillae which give it the appearance of being coated with ice. It is a dry- country plant,a native of Greece and other parts of the Mediter- ranean region, the Canary Islands, South Africa and California. Mesembryanthemum is a large genus (containing about 300 species) of erect or prostrate fleshy herbs or low shrubs, mostly natives of South Africa, and rarely hardy in the British Isles where they are mostly grown as greenhouse plants. They bear conspicuous white, yellow or red flowers with many petals inserted in the calyx-tube. The thick fleshy leaves are very variable in shape, and often have spiny rigid hairs on the margin. They are essentially sun-loving plants. The best-known member of the genus is M. cordifolium, var. variegatum, with heart-shaped green and silvery leaves and bright rosy-purple flowers. It is extensively used for edging flower-beds and borders during the summer months. ICE-YACHTING, the sport of sailing and racing ice-boats. It is practised in Great Britain, Norway and Sweden, to some extent, and is very popular in Holland and on the Gulf of Finland, but its highest development is in the United States and Canada. The Dutch ice-yacht is a flat-bottomed boat resting crossways upon a planking about three feet wide and sixteen long, to which are affixed four steel runners, one each at bow, stern and each end of the planking. The rudder is a fifth runner fixed to a tiller. Heavy mainsails and jibs are generally used and the boat is built more for safety than for speed. The ice-boat of the Gulf of Finland is a V-shaped frame with a heavy plank running from bow to stern, in which the mast is stepped. The stern or steering runner is worked by a tiller or wheel. The sail is a large lug and the boom and gaff are attached to the mast by travellers. The passengers sit upon planks or rope netting. The Russian boats are faster than the Dutch. In 1790 ice-yachting was in vogue on the Hudson river, its headquarters being at Poughkeepsie, New York. The type was a square box on three runners, the two forward ones being nailed to the box and the third acting as a rudder operated by a tiller. The sail was a flatheaded sprit. This primitive style generally obtained until 1853, when triangular frames with " boxes " for the crew aft and jib and mainsail rig were introduced. A heavy, hard-riding type soon developed, with short gaffs, low sails, large jibs and booms extending far over the stern. It was over- canvassed and the mast was stepped directly over the runner- plank, bringing the centre of sail-balance so far aft that the boats were apt to run away, and the over-canvassing frequently caused the windward runner to swing up into the air to a dangerous height. The largest and fastest example of this type, which prevailed until 1879, was Commodore J. A. Roosevelt's first " Icicle," which measured 69 ft. over all and carried 1070 sq. ft. of canvas. In 1879 Mr H. Relyea buik the " Robert Scott, " which had a single backbone and wire guy-ropes, and it became the model for all Hudson river ice-yachts. Masts were now stepped farther forward, jibs were shortened, booms cut down, and the centre of sail-balance was brought more inboard and higher up, causing the centres of effort and resistance to come more in harmony. The shallow steering-box became elliptical. In 1881 occurred the first race for the American Challenge Pennant,which represents the championship of the Hudson river, the clubs competing including the Hudson river, North Shrews- bury, Orange lake, Newburgh and Carthage Ice- Yacht Clubs. The races are usually sailed five times round a triangle of which each leg measures one mile, at least two of the legs being to windward. Ice-yachts are divided into four classes, carrying respectively 600 sq. ft. of canvas or more, between 450 and 600, between 300 and 450, and less than 300 sq. ft. Ice-yachting is very popular on the Great Lakes, both in the United States and Canada, the Kingston (Ontario) Club having a fleet of over 25 sail. Other important centres of the sport are Lakes Minne- tonka and White Bear in Minnesota, Lakes Winnebago and Pepin in Wisconsin, Bar Harbor lake in Maine, the St Lawrence river, Quinte Bay and Lake Champlain. A modern ice-yacht is made of a single-piece backbone the entire length of the boat, and a runner-plank upon which it rests at right angles, the two forming a kite-shaped frame. The best woods for these pieces are basswood, butternut and pine. They are cut from the log in such a way that the heart of the timber expands, giving the planks a permanent curve, which, in the finished boat, is turned upward. The two forward runners, usually made of soft cast iron and about 2 ft. 7 in. long and 25 in. high, are set into oak frames a little over 5 ft. long and 5 in. high. The runners have a cutting edge of 90%, though a V-shaped edge is often preferred for racing. The rudder is a runner about 3 ft. 7 in. long, worked by a tiller, sometimes made very long, 75 ft. not being uncommon. This enables the helms- man to lie in the box at full length and steer with his feet, leaving his hands free to tend the sheet. Masts and spars are 24-2 I-CHCANG— ICHNEUMON-FLY generally made hollow for racing-yachts and the rigging is pliable steel wire. The sails are of lo-oz. duck for a boat carrying 400 sq. ft. of canvas. They have very high peaks, short hoists and long booms. The mainsail and jib rig is general, but a double-masted lateen rig has been found advantageous. The foremost ice-yacht builder of America is G. E. Buckhout of Poughkeepsie. An ice-yacht about 40 ft. in length will carry 6 or 7 passengers or crew, who are distributed in such a manner as to preserve the balance of the boat. In a good breeze the crew lie out on the windward side of the runner-plank to balance the boat and reduce the pressure on the leeward runner. A course of 20 m. with many turns has been sailed on the Hudson in less than 48 minutes, the record for a measured mile with flying start being at the rate of about 72 m. an hour. In a high wind, however, ice-yachts often move at the rate of 85 and even 90 m. an hour. Several of the laws of ice navigation seem marvellous to the uninitiated. Commodore Irving Grinnell, who has made a scientific study of the sport, says: " The two marked pecu- liarities of ice-yachting which cause it to differ materially from yachting on the sea are: (i) Sailing faster than the wind. (2) Sheets flat aft under all circumstances." Mr H. A. Buck, in the " Badminton Library," Skating, Curling, Tobogganing, &c., thus explains these paradoxes. An ice-boat sails faster than the wind because she invariably sails at some angle to it. The momentum is increased by every puff of wind striking the sails obliquely, until it is finally equalled by the increase of friction engendered. Thus the continued bursts of wind against the sails cause a greater accumulation of speed in the ice-yacht than is possessed by the wind itself. When the boat sails directly before the wind she is, like a balloon, at its mercy, and thus does not sail faster than the wind. The ice-yacht always sails with its sheets flat aft, because the greater speed of the boat changes the angle at which the wind strikes the sail from that at which it would strike if the yacht were stationary to such a degree that, in whatever direction the yacht is sailing, the result is always the same as if the yacht were close-hauled to the wind. It follows that the yacht is actually overhauling the wind, and her canvas shivers as if in the wind's eye. When eased off her momentum becomes less and less until it drops to the velocity of the wind, when she can readily be stopped by being spun round and brought head to the wind. The latter method is one way of " coming to," instead of luffing up in the usual way from a beam wind. In beating to windward an ice-boat is handled like a water yacht, though she points more closely. On the bays near New York a peculiar kind of ice-boat has developed, called scooter, which may be described as a toboggan with a sail. A typical scooter is about 1 5 f t. long with an extreme beam of 5 ft., perfectly oval in form and flat. It has mainsail and jib carried on a mast 9 or 10 ft. long and set well aft, and is provided with two long parallel metal runners. There is no rudder, the scooter being steered entirely by trimming the sails, particularly the jib. As the craft is flat and buoyant it sails well in water, and can thus be used on very thin ice without danger. A speed of 50 m. an hour has been attained by a scooter (see Outing for March 1905). See Ice Sports, in the " Isthmian Library " ; Skating, Curling, Tobogganing, 6fc. in the " Badminton Library." I-CH'ANG (YI-CH'ANG, anciently known as Yi-ling), a town of China in the province of Hu-peh, one of the four ports opened to foreign trade by treaty in 1877. It is situated in 30° 42' N. and (approximately) 111° 20' E., on the Yangtsze-Kiang, 1000 m. from Shanghai. Built on the left bank of the river where it escapes from the ravines and gorges which for 350 m. have imprisoned its channel, I-ch'ang is exposed to considerable risk of floods; in 1870 the waters rose 20 ft. in one day, and the town had many of its houses and about half of its wall swept away. The first English vessels to ascend the river as far as I-ch'ang were those of Admiral Sir James Hope's expedition in 1861. All cargo to or from Szech'uen is here transhipped from steamer to junk, or vice versd7 About 10 m. above I-ch'ang the famed scenery of the Yangtsze gorges begins. Through these the great river runs in a series of rapids, which make navigation by vessels of any size extremely difficult. A very large trade, nevertheless, is carried on by this route between Chungking and I-ch'ang. As a local centre of distribution this port is of no great consequence, the transhipment trade with Szech'uen being almost its sole business. The population is estimated at 35,000. The number of foreign residents is very small, trade being carried on by Chinese agents. Before the anti-opium campaign of 1906 (see CHINA) opium was much grown. The trade of the port amounted in 1899 to £531,229, and in 1904 to £424,442, the principal import being cotton yarn and the principal export opium. ICHNEUMON (Gr. Ixvevnuv, from ixvtueiv, to track out), the common name of the North African representative of a number of small weasel-shaped mammals belonging to the carnivorous family Viverridae; the Indian representatives of the group being known as mongooses. A large number of species of the type genus are known, and range over southern Asia and all Africa, the typical Herpestesichneu man also occurring in the south of Spain. The latter is an inhabitant of Egypt and the north of Africa, where it is known to foreign residents as " Pharaoh's rat." It is covered with long harsh fur of a tawny- grey colour, darker on the head and along the middle of the back, its legs reddish and its feet and tail black. It lives largely on rats and mice, birds and reptiles, and for this reason it is domesticated. It is, however, fond of poultry and their eggs, and its depredations among fowls detract from its merits as a vermin-killer. During the inundations of the Nile it is said to approach the habitations of man, but at other seasons it keeps to the fields and to the banks of the river. The Indian mongoose (H. mungo) is considerably smaller than the Egyptian animal, with fur of a pale-grey colour, the hairs being largely white -ringed, while the cheeks and throat are more or less reddish. Like . the former it is fre- ESvPtlan Ichneumon (Herpestes ichneumon). quently domesticated. It is especially serviceable in India as a serpent-killer, destroying not only the eggs and young of these creatures, but killing the most venomous adult snakes. The fact that it survives those encounters has led to the belief that it either enjoys immunity from the effects of snake poison, or that after being bitten it has recourse, as the Hindus maintain, to the root of a plant as an antidote. It has been found, however, that when actually bitten it falls a victim to the poison as rapidly as other mammals, while there is no evidence of its seeking a vegetable antidote. The truth seems to be that the mongoose, by its exceeding agility and quickness of eye, avoids the fangs of the snake while fixing its own teeth in the back of the reptile's neck. Moreover, when excited, the mongoose erects its long stiff hair, and it must be very difficult for a snake to drive its fangs through this and the thick skin which all the members of the genus possess. The mongoose never hesitates to attack a snake; the moment he sees his enemy, " his whole nature," writes a spectator of one of those fights, " appears to be changed. His fur stands on end, and he presents the incarnation of intense rage. The snake invariably attempts to escape, but, finding it impossible to evade the rapid onslaught of the mongoose, raises his crest and lashes out fiercely at his little persecutor, who seems to delight in dodg- ing out of the way just in time. This goes on until the mongoose sees his opportunity, when like lightning he rushes in and seizes the snake with his teeth by the back of the neck close to the head, shaking him as a terrier does a rat. These tactics are repeated until the snake is killed." The mongoose is equally dexterous in killing rats and other four-footed vermin. ICHNEUMON-FLY, a general name applied to parasitic insects of the section Ichneumonoidea (or Entomophaga) , order ICHNOGRAPHY— ICHTHYOLOGY 243 Hymenoplera, from the typical genus Ichneumon, belonging to the chief family of that section — itself fancifully so called after the Egyptian mammal (Herpestes). The species of the families (Ichneumonidae, Braconidae, Euaniidae, Proctotrypidae, and Chalcididae are often indiscriminately called " Ichneumons. " but the " super-family " of the Ichneumonoidea in the classifica- tion of W. H. Ashmead contains only the Evaniidae, the Steph- anidae, and the large assemblage of insects usually included in the two families of the Ichneumonidae and the Braconidae, which are respectively equivalent to the Ichneumones genuini and /. adsciti of older naturalists, chiefly differing in the former having two recurrent nerves to the anterior wing, whilst the latter has only one such nerve. The Ichneumonidae proper are one of the most extensive groups of insects. Gravenhorst described some 1650 European species, to which considerable subsequent additions have been made. There are 6 sub-families of the Ichneumonidae, viz. the Ichneumoninae, Cryptinae, Agriolypinae, Ophioninae, Tryphoninae and Pimplinae, differing considerably in size and facies, but united in the common attribute of being, in their earlier stages, parasitic upon other insects. They have all long narrow bodies; a small free head with long filiform or setaceous antennae, which are never elbowed, and have always more than sixteen joints; the abdomen attached to the thorax at its hinder extremity between the base of the posterior coxae, and provided in the female with a straight ovipositor often exserted and very long; and the wings veined, with perfect cells on the disk of the front pair. Ashmead proposes to separate the Agriotypidae (which are remarkable for their aquatic habit, being parasitic on caddis-worms) from the Ichneumonidae on account of their firm ventral abdominal segments and spined scutellum. He also separates from the Braconidae the Alysiidae as a distinct family; they have peculiar mandibles with out- turned tips. Their parasitic habits render these flies of great importance in the economy of nature, as they serve to check any inordinate increase in the numbers of injurious insects. Without their aid it would in many cases be impossible for the agriculturist to hold his own against the ravages of his minute insect foes, whose habits are not sufficiently known to render artificial checks or destroying agents available. The females of all the species are constantly on the alert to discover the proper living food for their own larvae, which are hatched from the eggs they deposit in or on the eggs, larvae or pupae of other insects of all orders, chiefly Lepidoptera, the caterpillars of butterflies and moths being specially attacked (as also are spiders). Any one who has watched insect life during the summer can hardly have failed to notice the busy way in which the parent ichneumon, a small four-winged fly, with constantly vibrating antennae, searches for her prey; and the clusters of minute cocoons round the remains of some cabbage-butterfly caterpillar must also have been observed by many. This is the work of Apanteles (or Microgaster) glomeratus, one of the Braconidae, which in days past was a source of disquietude to naturalists, who believed that the life of the one defunct larva had transmigrated into the numerous smaller flies reared from it. Ichneumon-flies which attack external feeders have a short ovipositor, but those attached to wood-feeding insects have that organ of great length, for the purpose of reaching the haunts of their concealed prey. Thus a species from Japan (Bracon penetrator) has its ovipositor nine times the length of the body; and the large species of Rhyssa and Ephialtes, parasitic on Sirex and large wood-boring beetles in temperate Europe, have very long instruments (with which when handled they will endeavour to sting, sometimes penetrating the skin), in order to get at their secreted victims. A common reddish-coloured species of Ophion (0. obscurum), with a sabre-shaped abdomen, is noteworthy from the fact of its eggs being attached by stalks outside the body of the caterpillar of the puss-moth (Cerura vinula). Lepidopterists wishing to breed the latter cut off the eggs of the parasite with scissors. The larvae of the ichneumon-flies are white, fleshy, cylindrical, footless grubs; the majority of them spin silk cocoons before pupating, often in a mass (sometimes almost geometrically), and sometimes in layers of different colours and texture. AUTHORITIES. — Among the older works on Ichneumonoidea may be specially mentioned J. L. K. Gravenhorst, Ichneumonologia Europaea (Breslau, 1829); A. H. Haliday (Entom. Mag. i.-v., 1833- 1838), and A. Forster (Verhandl. Naturhist. Ver. Rheinl. u. Westph. xix., xxv., 1862, 1868). Full reference to the systematic literature of the group will be found in C. G. de Dalla Torre's Catalogus hymenopterorum, vols. iii., iv. (Leipzig, 1898-1902), and a compre- hensive summary in W. H. Ashmead s recent memoir (Proc. U.S. Nat. Mus. xxiii., 1901). For the British species consult C. Morley, Ichneumons of Great Britain (Plymouth, 1903), and T. A. Marshall (Trans. Entom. Soc., 1885-1899). (G. H. C.) ICHNOGRAPHY (Gr. ix.vos, a trace, and ypari, description), in architecture, a term defined by Vitruvius (i.2) as "the ground- plan of the work," i.e. the geometrical projection or horizontal section representing the plan of any building, taken at such a level as to show the outer walls, with the doorways, windows, fireplaces, &c., and the correct thickness of the walls; the position of piers, columns or pilasters, courtyards and other features which constitute the design. ICHTHYOLOGY (from Gr. IxOvs, fish, and Xo7os, doctrine or treatise), the branch of zoology which treats of the internal and external structure of fishes, their mode of life, and their distribution in space and time. According to the views now gener- ally adopted, all those vertebrate animals are referred to the class of fishes which combine the following characteristics: they live in water, and by means of gills or branchiae breathe air dissolved in water; the heart consists of a single ventricle and single atrium; the limbs, if present, are modified into fins, supplemented by unpaired median fins; and the skin is either naked or covered with scales or with osseous plates or bucklers. With few exceptions fishes are oviparous. There are, however, not a few members of this class which show a modification of one or more of these characteristics, and which, nevertheless, cannot be separated from it. I. HISTORY AND LITERATURE DOWN TO 1880 The commencement of the history of ichthyology coincides with that of zoology generally. Aristotle (384-322 B.C.) had a perfect knowledge of the general structure of fishes, which he clearly discriminates both from the aquatic animals with lungs and mammae, i.e. Cetaceans, and from the various groups of aquatic invertebrates. According to him: " the special charac- teristics of the true fishes consist in the branchiae and fins, the majority having four fins, but those of an elongate form, as the eels, having two only. Some, as the Muraena, lack the fins altogether. The rays swim with their whole body, which is spread out. The branchiae are sometimes furnished with an operculum, sometimes they are without one, as in the cartila- ginous fishes. . . . No fish has hairs or feathers; most are covered with scales, but some have only a rough or a smooth skin. The tongue is hard, often toothed, and sometimes so much adherent that it seems to be wanting. The eyes have no lids, nor are any ears or nostrils visible, for what takes the place of nostrils is a blind cavity; nevertheless they have the senses of tasting, smelling and hearing. All have blood. All scaly fishes are oviparous, but the cartilaginous fishes (with the excep- tion of the sea-devil, which Aristotle places along with them) are viviparous. All have a heart, liver and gall-bladder; but kidneys and urinary bladder are absent. They vary much in the structure of their intestines: for, whilst the mullet has a fleshy stomach like a bird, others have no stomachic dilatation. Pyloric caeca are close to the stomach, and vary in number; :here are even some, like the majority of the cartilaginous fishes, which have none whatever. Two bodies are situated along he spine, which have the function of testicles; they open towards the vent, and are much enlarged in the spawning season. The scales become harder with age. Not being pro- vided with lungs, fishes have no voice, but several can emit runting sounds. They sleep like other animals. In most cases the females exceed the males in size; and in the rays and sharks the male is distinguished by an appendage on each side of the' vent." 244 ICHTHYOLOGY [HISTORY TO 1880 Aristotle's information on the habits of fishes, their migrations, mode and time of propagation, and economic uses is, so far as it has been tested, surprisingly correct. Unfortunately, we too often lack the means of recognizing the species of which he gives a description. His ideas of specific distinction were as vague as those of the fishermen whose nomenclature he adopted; it never occurred to him that vernacular names are subject to change, or may be entirely lost in course of time, and the difficulty of identifying his species is further increased by the circumstance that sometimes several popular names are applied by him to the same fish, or different stages of growth are designated by distinct names. The number of fishes known to Aristotle seems to have been about one hundred and fifteen, all of which are inhabitants of the Aegean Sea. That one man should have laid so sure a basis for future progress in zoology is less surprising than that for about eighteen centuries a science which seemed to offer particular attractions to men gifted with power of observation was no further advanced. Yet such is the case. Aristotle's successors remained satisfied to be his copiers or commentators, and to collect fabulous stories or vague notions. With few exceptions (such as Ausonius, who wrote a small poem, in which he describes from his own observations the fishes of the Moselle) authors abstained from original research; and it was not until about the middle of the 1 6th century that ichthyology made a new step in advance by the appearance of Belon, Rondelet and Salviani, who almost simultaneously published their great works, by which the idea of species was established. P. Belon travelled in the countries bordering on the eastern part of the Mediterranean in the years 1547-1550; he collected Belon r*ch st°reP °f positive knowledge, which he embodied in several works. The one most important for the progress of ichthyology is that entitled De aquatilibus libri duo (Paris, 1553). Belon knew about one hundred and ten fishes, of which he gives rude but generally recognizable figures. Although Belon rarely gives definitions of the terms used by him, it is not generally very difficult to ascertain the limits which he intended to assign to each division of aquatic animals. He very properly divides them into such as are provided with blood and those without it — two divisions corresponding in modern language to vertebrate and invertebrate aquatic animals. The former are classified by him according to size, the further sub- divisions being based on the structure of the skeleton, mode of propagation, number of limbs, form of the body and physical character of the habitat. The work of the Roman ichthyologist H. Salviani (1514-1572), bears evidence of the high social position which the author Salviani. held as physician to three popes. Its title is A quatilium animalium historic. (Rome, 1554-1557, fol.). It treats exclusively of the fishes of Italy. Ninety-two species are figured on seventy-six plates, which, as regards artistic execution, are masterpieces of that period, although those specific characteristics which nowadays constitute the value of a zoological drawing were overlooked by the author or artist. No attempt is made at a natural classification, but the allied forms are generally placed in close proximity. The descriptions are equal to those given by Belon, entering much into the details of the economy and uses of the several species, and were evidently composed with the view of collecting in a readable form all that might prove of interest to the class of society in which the author moved. Salviani's work is of a high order. It could not fail to render ichthyology popular in the country to the fauna of which it was devoted, but it was not fitted to advance ichthy- ology as a science generally; in this respect Salviani is not to be compared with Rondelet or Belon. G. Rondelet (1507-1557) had the great advantage over Belon of having received a medical education at Paris, and especially Konddct. °f having gone through a complete course of instruction in anatomy as a pupil of Guentherus of Andernach. This is conspicuous throughout his works — Libri de piscibus marinis (Lyons, 1554); and Universae aqualilium historiae pars dllera (Lyons, 1555). Nevertheless they cannot be regarded as more than considerably enlarged editions of Belon's work. For, although he worked independently of the latter, the system adopted by him is characterized by the same absence of the true principles of classification. His work is almost entirely limited to European and chiefly to Mediterranean forms, and comprises no fewer than one hundred and ninety-seven marine and forty- seven fresh-water fishes. His descriptions are more complete and his figures much more accurate than those of Belon; and the specific account is preceded by introductory chapters, in which he treats in a general manner of the distinctions, the external and internal parts, and the economy of fishes. Like Belon, he had no conception of the various categories of classification — con- founding throughout his work the terms " genus " and " species," but he had an intuitive notion of what his successors called a " species," and his principal object was to give as much informa- tion as possible regarding such species. For nearly a century the works of Belon and Rondelet con- tinued to be the standard works on ichthyology; but the science did not remain stationary during that period. The attention of naturalists was now directed to the fauna of foreign countries, especially of the Spanish and Dutch possessions in the New World; and in Europe the establishment of anatomical schools and academies led to careful investigation of the internal anatomy of the most remarkable European forms. Limited as these efforts were as to their scope, they were sufficiently numerous to enlarge the views of naturalists, and to destroy that fatal dependence on preceding authorities which had kept in bonds even Rondelet and Belon. The most noteworthy of those engaged in these inquiries in tropical countries were W. Piso and G. Marcgrave, who accompanied as physicians the Dutch governor, Count Maurice of Nassau, to Brazil (1630-1644). Of the men who left records of their anatomical researches, we may mention Borelli (1608-1679), who wrote a work De motu animalium (Rome, 1680, 4to), in which he explained the mechan- ism of swimming and the function of the air-bladder; M. Malpighi (1628-1694), who examined the optic nerve of the sword-fish; the celebrated J. Swammerdam (1637-1680), who described the intestines of numerous fishes; and J. Duverney (1648-1730), who investigated in detail the organs of respiration. A new era in the history of ichthyology commences with Ray, Willughby and Artedi, who were the first to recognize the true principles by which the natural affinities of animals should be determined. Their labours stand in so intimate a connexion with each other that they represent but one great step in the progress of this science. J. Ray (1628-1705) was the friend and guide of F. Willughby (1635-1672). They found that a thorough reform in the method of treating the vegetable and animal kingdoms had become necessary; that the only way of bringing ^«..a"d order into the existing chaos was by arranging the lughby. various forms according to their structure. They therefore substituted facts for speculation, and one of the first results of this change, perhaps the most important, was that, having recognized "species" as such, they defined the term and fixed it as the starting-point of all sound zoological knowledge. Although they had divided their work so that Ray attended to the plants principally, and Willughby to the animals, the Historia piscium (Oxf., 1686), which bears Willughby's name on the title-page and was edited by Ray, is their joint production. A great part of the observations contained in it were collected during the journeys they made together in Great Britain and in the various countries of Europe. By the definition of fishes as animals with blood, breathing by gills, provided with a single ventricle of the heart, and either covered with scales or naked, the Cetaceans are excluded. The fishes proper are arranged primarily according to the cartilaginous or the osseous nature of the skeleton, and then subdivided according to the general form of the body, the presence or the absence of ventral fins, the soft or the spinous structure of the dorsal rays, the number of dorsal fins, &c. No fewer than four hundred and twenty species are thus arranged and described, of which about one hundred and eighty were known to the HISTORY TO 1880] ICHTHYOLOGY 245 authors from personal examination — a comparatively small proportion, but descriptions and figures still formed in great measure the substitute for our modern collections and museums. With the increasing accumulation of forms, the want of a fixed nomenclature had become more and more felt. Peter Artedi ( 1 705-1 734) would have been a great ichthyologist if Ray or Willughby had not preceded him. But he was fully Artedi conscious of the fact that both had prepared the way for him, and therefore he did not fail to reap every possible advantage from their labours. His work, edited by Linnaeus, is divided as follows: — (i) In the Bibliotheca ichthyologica Artedi gives a very complete list of all preceding authors who had written on fishes, with a critical analysis of their works. (2) The Philosophia ichthyologica is devoted to a description of the external and internal parts ol fishes; Artedi fixes a precise terminology for all the various modifications of the organs, distinguishing between those characters which determine a genus and such as indicate a species or merely a variety; in fact he establishes the method and principles which subsequently have guided every systematic ichthyologist. (3) The Genera piscium contains well-defined diagnoses of forty-five genera, for which he has fixed an unchangeable nomenclature. (4) In the Species piscium descriptions of seventy-two species, examined by himself, are given — descriptions which even now are models of exactitude and method. (5) Finally, in the Synonymia piscium references to all previous authors are arranged for every species, very much in the manner which is adopted in the systematic works of the present day. Artedi has been justly called the father of ichthyology. So admirable was his treatment of the subject, that even Linnaeus could only modify and add to it. Indeed, so far as Linnaeus, , J J ichthyology is concerned, Linnaeus has scarcely done anything beyond applying binominal terms to the species properly described and classified by Artedi. His classification of the genera appears in the I2th edition of the Systema thus: — A. Amphibia nantia. — Spiraculis compositis. — Petromyzon, Raia, Squalus, Chimaera. Spiraculis solitariis. — Lophius, Acipenser, Cyclopterus, Baiistes, Ostracion, Tetrodon, Diodon, Centriscus, Syngnathus, Pegasus. B. Pisces apodes. — Muraena, Gymnotus, Trichiurus, Anarrhichas, Ammodytes, Ophidium, Stromateus, Xiphias. C. Pisces jugulares. — Callionymus, Uranoscopus, Trachinus, Gadus, Blennius. D. Pisces ttioracici. — Cepola, Echeneis, Coryphaena, Gobius, Cottus, Scorpaena, Zeus, Pleuronectes, Chaetodon, Sparus, Labrus, Sciaena, Perca, Gasterosteus, Scomber, Mullus, Trigla. E. Pisces abdominales. — Cobitis, Amia, Silurus, Teuthis, Lori- caria, Salmo, Fistularia, Esox, Elops, Argentina, Atherina, Mugil, Mormyrus, Exocoetus, Polynemus, Clupea, Cyprinus. Two contemporaries of Linnaeus, L. T. Gronow and J. T. Klein, attempted a systematic arrangement of fishes. The works of Artedi and Linnaeus led to an activity of research, especially in Scandinavia, Holland, Germany and England, such as has never been equalled in the history of biological science. Whilst some of the pupils and followers of Linnaeus devoted themselves to the examination and study of the fauna of their native countries, others proceeded on voyages of discovery to foreign and distant lands. Of these latter the following may be especially mentioned: O. Fabricius worked out the fauna of Greenland; Peter Kalm collected in North America, F. Hasselquist in Egypt and Palestine, M. T. Briinnich in the Mediterranean, Osbeck in Java and China, K. P. Thunberg in Japan; Forskal examined and described the fishes of the Red Sea; G. W. Steller, P. S. Pallas, S. G. Gmelin, and A. J. Giildenstadt traversed nearly the whole of the Russian empire in Europe and Asia. Others attached themselves as naturalists to celebrated navigators, such as the two Forsters (father and son) and Solander, who accompanied Cook; P. Commerson, who travelled with Bougainville; and Pierre Sonnerat. Of those who studied the fishes of their native countries, the most celebrated were Pennant(Great Britain), O. F. Miiller (Denmark), Duhamel du Monceau (France), C. von Meidinger (Austria), J. Cornide (Spain), and A. Parra (Cuba). The mass of materials brought together was so great that, not long after the death of Linnaeus, the necessity made itself felt for collecting them in a compendious form. Several compilers undertook this task; they embodied the recent discoveries in new editions of the classical works of Artedi and Linnaeus, but, they only succeeded in burying those noble monuments under a chaotic mass of rubbish. For ichthyology it was fortunate that two men at least, Bloch and Lacepede, made it a subject of prolonged original research. Mark Eliezer Bloch (1723-1799), a physician of Berlin, had reached the age of fifty-six when he began to write on ichthyo- logical subjects. His work consists of two divisions: — Bloch (i) Oeconomische Nalurgeschichte der Fische Deutsch- lands (BerL, 1782-1784); (2) Naturgeschichle der ausliindischen Fische (Berl., 1785-1795). The first division, which is devoted to a description of the fishes of Germany, is entirely original. His descriptions as well as figures were made from nature, and are, with few exceptions, still serviceable; indeed many continue to be the best existing in literature. Bloch was less fortunate, and is much less trustworthy, in his natural history of foreign fishes. For many of the species he had to trust to more or less incorrect drawings and descriptions by travellers; frequently, also, he was deceived as to the origin of specimens which he purchased. Hence his accounts contain numerous errors, which it would have been difficult to correct had not nearly the whole of the materials on which his work is based been preserved in the collections at Berlin. After the completion of his great work Bloch prepared a general system of fishes, in which he arranged not only those previously described, but also those with which he had afterwards become acquainted. The work was ably edited and published after Bloch's death by a philologist, J. G. Schneider, under the title M. E. Blochii Systema ichthyologiae iconibus ex. illustratum (BerL, 1801). The number of species enumerated amounts to 1519. The system is based upon the number of the fins, the various orders being termed Hendecapterygii, Decaplerygii, &c. An artificial method like this led to the most unnatural combinations and distinctions. Bloch's Naturgeschichte remained for many years the standard work. But as regards originality of thought Bloch was far surpassed by his contemporary, B. G. E. de Lacepede, born at Agen, in France, in 1756, who became professor at the museum of natural history in Paris, where he died in 1825. Lacepede had to contend with great difficulties in the prepara- tions of his Histoire des poissons (Paris, 1798-1803, 5 vols.), which was written during the most disturbed period of the French Revolution. A great part of it was composed whilst the author was separated from collections and books, and had to rely on his notes and manuscripts only. Even the works of Bloch and other contemporaneous authors remained unknown or inaccessible to him for a long time. His work, therefore, abounds in the kind of errors into which a compiler is liable to fall. Thus the influence of Lacepede on the progress of ichthyology was vastly less than that of his fellow-labourer; and the labour laid on his successors in correcting numerous errors probably outweighed the assistance which they derived from his work. The work of the principal students of ichthyology in the period between Ray and Lacepede was chiefly systematizing and describing; but the internal organization of fishes also received attention from more than one great anatomist. Albrecht von Haller, Peter Camper and John Hunter examined the nervous system and the organs of sense; and Alexander Monro, secundus, published a classical work, The Structure and Physiology of Fishes Explained and Compared with those of Man and other Animals (Edin., 1785). The electric organs of fishes (Torpedo and Gymnotus) were examined by Reaumur, J. N. S. Allamand, E. Bancroft, John Walsh, and still more exactly by J. Hunter. The mystery of the propagation of the eel called forth a large number of essays, and even the artificial propagation of Sal- monidae was known and practised by J. G. Gleditsch (1764). Bloch and Lacepede's works were almost immediately suc- ceeded by the labours of Cuvier, but his early publications were tentative, preliminary and fragmentary, so that some little time elapsed before the spirit infused into ichthyology by this great anatomist could exercise its influence on all the workers in this field. 246 ICHTHYOLOGY [HISTORY TO 1880 The Descriptions and Figures of Two Hundred Fishes collected at Vizagapatam on the Coast of Coromandel (Lond., 1803, 2 vols.) by Patrick Russel, and An Account of the Fishes found in the River Ganges and its Branches (Edin., 1822, 2 vols.) by F. Hamilton (formerly Buchanan), were works distinguished by greater accuracy of the drawings (especially the latter) than was ever attained before. A Natural History of British Fishes was published by E. Donovan (Lond., 1802-1808); and the Mediterranean fauna formed the study of the lifetime of A. Risso, Ichthyologie de Nice_ (Paris, 1810); and Histoire naturelle de VEurope meridionale (Paris, 1827). A slight beginning in the description of the fishes of the United States was made by Samuel Latnam Mitchill (1764-1831), who published, besides various papers, a Memoir on the Ichthyology of New York, in 1815. G. Cuvier (1769-1832) devoted himself to the study of fishes with particular predilection. The investigation of their anatomy, and especially of their skeleton, was continued until he had succeeded in completing so perfect a frame- work of the system of the whole class that his immediate successors required only to fill up those details for which their master had had no leisure. He ascertained the natural affinities of the infinite variety of forms, and accurately denned the divisions, orders, families and genera of the class, as they appear in the various editions of the Regne Animal. His industry equalled his genius; he formed connections with almost every accessible part of the globe; and for many years the museum of the Jardin des Plantes was the centre where all ichthyological treasures were deposited. Thus Cuvier brought together a collection which, as it contains all the materials on which his labours were based, must still be considered as the most important. Soon after the year 1820, Cuvier, assisted by one of his pupils, A. Valenciennes, commenced ^'s great work on fishes, Historic naturelle des Poissons, of which the first volume appeared in 1828. After Cuvier's death in 1832 the work was left entirely in the hands of Valenciennes, whose energy and interest gradually slackened, rising to their former pitch in some parts only, as, for instance, in the treatise, on the herring. He left the work unfinished with the twenty-second volume (1848), which treats of the Salmonoids. Yet, incomplete as it is, it is indispensable to the student. The system finally adopted by Cuvier is the following: — A. POISSONS OSSEUX. I. A BRANCHIES EN PEIGNES ou EN LAMES. i. A Machoire Superieure Libre. a. Acanthoplerygiens. Percoides. Sparoi'des. Branchies labyrinthiques. Polynemes. Cheiodonoi'des. Lophioi'des. Mulles. Scomb6ro'ides. Gobioi'des. Joues cuirassees Muges. Labroi'des. Sci^noides. b. Malacoptirygiens. Abdominaux. Subbrachiens. Apodes. cleaaes. Gado'ides. Pleuronectes. Discoboles. Mur6no'ides. Cyprinoi'des. Siluro'ides. Salmonoi'des. Clupeoi'des. Lucioides. 2. A Machoire Superieure Fixee. Seldrodermes. Gymnodontes. II. A BRANCHIES EN FORME DE HOUPPES. Lophobranches. B. CARTILAGINEUX OU CHONDROPTERYGIENS. Sturioniens. Plagiostomes. Cyclostomes. We have only to compare this system with that of Linnaeus if we wish to measure the gigantic stride made by ichthyology during the intervening period of seventy years. The various characters employed for classification have been examined throughout the whole class, and their relative importance has been duly weighed and understood. The important category of " family " appears now in Cuvier's system fully estab- lished as intermediate between genus and order. Important changes in Cuvier's system have been made and proposed by his successors, but in the main it is still that of the present day. Cuvier had extended his researches beyond the living forms, into the field of palaeontology; he was the first to observe the close resemblance of the scales of the fossil Palaeoniscus to those of the living Polypterus and Lepidosteus, the prolongation and identity of structure of the upper caudal lobe in Palaeoniscus and the sturgeons, the presence of peculiar " fulcra " on the anterior margin of the dorsal fin in Palaeoniscus and Lepidosteus, and inferred from these facts that the fossil genus was allied either to the sturgeons or to Lepidosteus. But it did not occur to him that there was a close relationship between those recent fishes. Lepidosteus and, with it, the fossil genus remained in his system a member of the order of Malacopterygii abdominales. It was left to L. Agassiz (1807-1873) to point out the importance of the structure of the scales as a characteristic, and to open a path towards the knowledge of a whole new subclass of fishes, the Ganoidei. Impressed with the fact that gai the peculiar scales of Polypterus and Lepidosteus are common to all fossil osseous fishes down to the Chalk, he takes the structure of the scales generally as the base for an ichthyological system, and distinguishes four orders: — i. Plocoids. — Without scales proper, but with scales of enamel, sometimes large, sometimes small, and reduced to mere points (Rays, Sharks and Cyclostomi, with the fossil Hybodontes). 2. Ganoids. — With angular bony scales, covered with a thick stratum of enamel : to this order belong the fossil Lepidoides, Sauroides, Pycnodontes and Coelacanthi; the recent Polypterus, Lepidosteus, Sclerodermi, Gymnodontes, Lophobranches and Siluroides; also the Sturgeons. 3. Ctenoids. — With rough scales, which have their free margins denticulated: Chaetodontidae, Pleuronectidae, Percidae, Poly- acanthi, Sciaenidae, Sparidae, Scorpaenidae, Aulostomi. 4. Cycloids. — With smooth scales, the hind margin of which lacks denticulation : Labridae, Mugilidae, Scombridae, Gadoidei, Gobiidae, Muraenidae, Lucioidei, Salmonidae, Clupeidae, Cyprinidae. If Agassiz had had an opportunity of acquiring a more extensive and intimate knowledge of existing fishes before his energies were absorbed in the study of fossil remains, he would doubtless have recognized the artificial character of his classi- fication. The distinctions between cycloid and ctenoid scales, between placoid and ganoid fishes, are vague, and can hardly be maintained. So far as the living and post-Cretacean forms are concerned, he abandoned the vantage-ground gained by Cuvier; and therefore his system could never supersede that of his predecessor, and finally shared the fate of every classifica- tion based on the modifications of one organ only. But Agassiz opened an immense new field of research by his study of the infinite variety of fossil forms. In his principal work, Recherches sur les poissons fossiles, Neuchatel, 1833-1843, 4to, atlas in fol., he placed them before the world arranged in a methodical manner, with excellent descriptions and illustrations. His power of discernment and penetration in determining even the most fragmentary remains is astonishing; and, if his order of Ganoids is an assemblage of forms very different from what is now understood by that term, he was the first who recognized that such an order of fishes exists. The discoverer of the Ganoidei was succeeded by their explorer Johannes Miiller (1801-1858). In his classical memoir fiber den Bau und die Grenzen der Ganoiden (Berl., 1846) he showed that the Ganoids differ from all the other osseous fishes, and agree with the Plagiostomes, in the structure of the heart. By this primary character, all heterogeneous elements, as Siluroids, Osteoglossidae, &c., were eliminated from the order as understood by Agassiz. On the other hand, he did not recognize the affinity of Lepidosiren to the Ganoids, but established for it a distinct subclass, Dipnoi, which he placed at the opposite end of the system. By his researches into the anatomy of the lampreys and Amphioxus, their typical distinctness from other carti- laginous fishes was proved; they became the types of two other subclasses, Cyclostomi and Leptocardii. Miiller proposed several other modifications of the Cuvierian system; and, although all cannot be maintained as the most natural arrangements, yet his researches have given us a much more complete knowledge of the organization of the Teleostean fishes, and later inquiries have shown that, on the whole, the combinations proposed by him require only some further modification and another definition to render them perfectly natural. HISTORY FROM 1880] ICHTHYOLOGY 247 The discovery (in the year 1871) of a living representative of a genus hitherto believed to be long extinct, Ceralodus, threw a new light on the affinities of fishes. The writer of the present article, who had the good fortune to examine this fish, was enabled to show that, on the one hand, it was a form most closely allied to Lepidosiren, and, on the other, that it could not be separated from the Ganoid fishes, and therefore that Lepidosiren also was a Ganoid, — a relation already indicated by Huxley in a previous paper on " Devonian Fishes." Having followed the development of the ichthyological system down to this period, we now enumerate the most important contributions to ichthyology which appeared contem- poraneously with or subsequently to the publication of the great work of Cuvier and Valenciennes. For the sake of convenience we may arrange these works under two heads. I. VOYAGES, CONTAINING GENERAL ACCOUNTS OF ZOOLOGICAL COLLECTIONS A. French.— -i. Voyage autour du monde sur les corvettes de S. M. I'Uranie et la Physicienne, sous le commandement de M. Freycinet, " Zoologie — Poissons," par Quoy et Gaimard (Paris, 1824). 2. Voyage de la Coquille, " Zoologie," par Lesson (Paris, 1826-1830). 3. Voyage de I' Astrolabe, sous le commandement de M. J. Dumont d' Urville, " Poissons," par Quoy et Gaimard (Paris, 1834). 4. Voyage au Pole Sud par M. J. Dumont d' Urville, " Poissons," par Hombron et Jacquinot (Paris, 1853-1854). B. English. — i. Voyage of H.M.S. Sulphur, "Fishes," by J. Richardson (Lond., 1844-1845). 2. Voyage of H.M.SS. Erebus and Terror, " Fishes," by J. Richardson (Lond., 1846). 3. Voyage of H.M.S. Beagle, " Fishes," by L. Jenyns (Lond., 1842). C. German. — i. Reise der osterreichischen Fregatte Novara, " Fische," von R. Kner (Vienna, 1865). II. FAUNAE A. Great Britain. — i. R. Parnell, The Natural History of the Fishes of the Firth of Forth (Edin., 1838). 2. W. Yarrell, A History of British Fishes (3rd ed., Lond., 1859). 3. J. Couch, History of the Fishes of the British Islands (Lond., 1862-1865). B. Denmark and Scandinavia. — I. H. Kroyer, Danmark's Fiske (Copenhagen, 1838-1853). 2. S. Nilsson, Skandinavisk Fauna, vol. iv. " Fiskarna " (Lund, 1855). 3. Fries och Ekstrom, Skandi- naviens Fiskar (Stockh., 1836). C. Russia. — i. Nordmann, " Ichthyologie ppntique," in Demi- doff's Voyage dans la Russie meridionale, tome iii. (Paris, 1840). D. Germany — I. Heckel und Kner, Die Susswasserfische der osterreichischen Monarchic (Leipz., 1858). 2. C. T. E. Siebold, Die Susswasserfische von Mitteleuropa (Leipz., 1863). E. Italy and Mediterranean. — I. Bonaparte, Iconografia della fauna italica, torn iii., " Pesci " (Rome, 1832-1841). 2. Costa, Fauna del regno di Napoli, " Pesci " (Naples, about 1850). F. France. — i. E. Blanchard, Les Poissons des eaux douces de la France (Paris, 1866). G. Spanish Peninsula. — The fresh-water fish fauna of Spain and Portugal was almost unknown, until F. Steindachner paid some visits to those countries for the purpose of exploring the principal rivers. His discoveries are described in several papers in the Sitzungs- berichte der Akademie zu Wien. B. du Bocage and F. de B. Capello made contributions to our knowledge of the marine fishes on the coast of Portugal (Jorn. Scienc. Acad. Lisb.). H. North America. — I. T. Richardson, Fauna Boreali-Americana, part iii., " Fishes " (Lond., 1836). The species described in this work are nearly all from the British possessions in the north. 2. Dekay, Zoology of New York, part iv., Fishes " (New York, 1842). 3. Reports of the United States Commission of Fish and Fisheries (5 vols., Washington, 1873-1879) contain much valuable information. Besides these works, numerous descriptions of North American fresh-water fishes have been published in the reports of the various U.S. Government expeditions, and in North American scientific journals, by D. H. Storer, S. F. Baird, C. Girard, W. O. Ayres, E. D. Cope, D. S. Jordan, G. Brown Goode, &c. I. Japan. — i. Fauna Japonica, " Poissons," par H. Schlegel, (Leiden, 1850). J. East Indies; Tropical parts of the Indian and Pacific Oceans. — 1. E. Ruppell, Atlas zu der Reise imnordlichen Afrika (Frankf., 1828). 2. E. Ruppell, Neue Wirbelthiere, " Fische " (Frankf., 1837). 3. R. L. Playfair and A. Gunther, The Fishes of Zanzibar (Lond., 1876). 4. C. B. Klunzinger, Synopsis der Fische des Rothen Meers (Vienna, 1870-1871). 5. F. Day, The Fishes of India (Lond., 1865, 410) contains an account of the fresh- water and marine species. 6. A. Gunther, Die Fische der Sudsee (Hamburg, 4to), from 1873 (in progress). 7. Unsurpassed in activity, as regards the exploration of the fish fauna of the East Indian archipelago, is P. Bleeker (1819-1878), a surgeon in the service of the Dutch East Indian Government, who, from the year 1840, for nearly thirty years, amassed immense collections of the fishes of the various islands, and described them in extremely numerous papers, published chiefly in the journals of the Batavian Society. Soon after his return to Europe (1860) Bleeker commenced to collect the final results of his labours in a grand work, illustrated by coloured plates, Atlas ich- thyologique des Indes Orientales Neerlandaises (Amsterd., fol., 1862), the publication of which was interrupted by the author's death in 1878. K. Africa. — i. A. Gunther, " The Fishes of the Nile," in Pethe- rick's Travels in Central Africa (Lond., 1869). 2. W. Peters, Naturwissenschaftliche Reise nach Mossambique, iv., " Flussfische " (Berl., 1868, 410). L. West Indies and South America. — i. L. Agassiz, Selecta genera et species piscium, quae in itinere per Brasiliam collegit J. B. de Spix (Munich, 1829, fol.). 2. F. de Castelnau, Animaux nouveaux ou rares, recueillis pendant V expedition dans les parties centrales de I'Amerique du Sud, Poissons " (Paris, 1855). 3. L. Vaillant and F. Bocourt, Mission scientifique au Mexique et dans I'Amerique centrale, " Poissons " (Paris, 1874). 4. F. Poey, the celebrated naturalist of Havana, devoted many years of study to the fishes of Cuba. His papers and memoirs are published partly in two periodicals, issued by himself, under the title of Memorias sobre la historia natural de la isla de Cuba (from 1851), and Repertorio fisico-natural de la isla de Cuba (from 1865), partly in North American scientific journals. And, finally, F. Steindachner and A. Gunther have pub- lished many contributions, accompanied by excellent figures, to our knowledge of the fishes of Central and South America. M. New Zealand. — I. F. W. Hutton and J. Hector, Fishes of New Zealand (Wellington, 1872). _N. Arctic Regions. — i. C. Liitken, " A Revised Catalogue of the Fishes of Greenland," in Manual of the Natural History, Geology and Physics of Greenland (Lond., 1875, 8vo). 2. The fishes of Spitzbergen were examined by A. J. Malmgren (1865). (A. C. G.) II. HISTORY AND LITERATURE FROM 1880 In the systematic account which followed the above chapter in the gth edition of the Encyclopaedia Britannica, the following classification, which is the same as that given in the author's Introduction to the Study of Fishes (London, 1880) was adopted by Albert Gunther: — Subclass I. : PALAEICHTHYES. Order I. : Chondropterygii. With two suborders : Plagiostomata and Holocephala. Order II. : Ganoidei. With eight suborders : Placpdermi, Acanthpdini, Dipnoi, Chondrostei, Pplypteroidei, Pycnodontoidei, Lepido- steoidei, Amioidei. Subclass II. : TELEOSTEI. Order I. : Acanthopterygii. With the divisions Perciformes, Berycifprmes, Kurtiformes, Polynemiformes, Sciaeniformes, Xiphiiformes, Trichiuri- formes, Cotto-Scombrifprmes, Gobiifprmes, Blenniformes, Mugiliformes.Gastrosteiformes, Centriscifprmes, Gobiesoci- formes, Channiformes, Labyrinthibranchii, Lophotiformes, Taeniiformes and Notacanthiformes. Order II. : Acanthopterygii Pharyngognathi. Order III. : Anacanthini. With two divisions : Gadoidei and Pleuronectoidei. Order IV. : Physostomi. Order V. : Lophobranchii. Order VI. : Plectognathi. Subclass III. : CYCLOSTOMATA. Subclass IV. : LEPTOCARDII. It was an artificial system, in which the most obvious relation- ships of the higher groups were lost sight of, and the results of the already fairly advanced study of the fossil forms to a great extent discarded. This system gave rise to much adverse criticism; as T. H. Huxley forcibly put it in a paper published soon after (1883), opposing the division of the main groups into Palaeichthyes and Teleostei: " Assuredly, if there is any such distinction to be drawn on the basis of our present knowledge among the higher fishes, it is between the Ganoids and the Plagiostomes, and not between the Ganoids and the Teleos- teans "; at the same time expressing his conviction, "first, that there are no two large groups of animals for which the evidence of a direct genetic connexion is better than in the case of the Ganoids and the Teleosteans; and secondly, that the proposal to separate the Elasmobranchii (Chondropterygii of Gunther), Ganoidei and Dipnoi of Miiller into a group apart from, and equivalent to, the Teleostei appears to be inconsistent with the plainest relations of these fishes." This verdict has been endorsed by all subsequent workers at the classification of fishes. Giinther's classification would have been vastly improved 248 ICHTHYOLOGY [HISTORY FROM 1880 had he made use of a contribution published as early as 1871, but not referred to by him. As not even a passing allusion is made to it in the previous chapter, we must retrace our steps to make good this striking omission. Edward Drinker Cope (1840-1897) was a worker of great originality and relentless energy, who, in the sixties of the last century, inspired by the doctrine of evolution, was one of the first to apply its principles to the classification of vertebrates. Equally versed in recent and fossil zoology, and endowed with a marvellous gift, or " instinct " for perceiving the relationship of animals, he has done a great deal for the advance of our knowledge of mammals, reptiles and fishes. Although often careless in the working out of details and occasionally a little too bold in his deductions, Cope occupies a high rank among the zoologists of the 1 9th century, and much of his work has stood the test of time. The following was Cope's classification, 1871 (Tr. Amer. Phttos. Soc. xiv. 449). Subclass I. Holocephali. „ II. Selachii. „ III. Dipnoi. „ IV. Crossopterygia, with two orders : Haplistia and Cladistia. „ V. Actinopteri. The latter is subdivided in the following manner: — Tribe I. : Chondrostei. Two orders : Selachostomi and Glaniostomi. Tribe II.: Physostomi. Twelve orders: Ginglymodi, Halecomor^hi, Nematognathi, Scyphophori, Plectospondyli, Isospondyli, Haplomi, Glanen- cheli,Ichthyocephali,Holostomi,Enchelycephali,Colocephali. Tribe III. : Physoclysti. Ten orders : Opisthomi, Percesoces, Synentognathi, Herai- branchii, Lopnobranchii, Pediculati, Heterosomata, Plecto- gnathi, Percomorphi, Pharyngognathi. Alongside with so much that is good in this classification, there are many suggestions which cannot be regarded as im- provements on the views of previous workers. Attaching too great an importance to the mode of suspension of the mandible, Cope separated the Holocephali from the Selachii and the Dipnoi from the Crossopterygii, thus obscuring the general agreement which binds these groups to each other, whilst there is an evident want of proportion in the five subclasses. The exclusion from the class Pisces of the Leptocardii, or lancelets, as first advocated by E. Haeckel, was a step in the right direction, whilst that of the Cyclostomes does not seem called for to such an authority as R. H. Traquair, with whom the writer of this review entirely concurs. The group of Crossopterygians, first separated as a family from the other Ganoids by Huxley, constituted a fortunate innovation, and so was its division into two minor groups, by which the existing forms (Polypteroidef) were separated as Cladistia. The divisions of the Actinopteri, which includes all Teleostomes other than the Dipneusti and Crossopterygii also showed, on the whole, a correct appreciation of their relation- ships, the Chondrostei being well separated from the other Ganoids with which they were generally associated. In the groupings of the minor divisions, which Cope termed orders, we had a decided improvement on the Cuvierian-Miillerian classification, the author having utilized many suggestions of his fellow countrymen Theodore Gill, who has done much towards a better understanding of their relationships. In the association of the Characinids with the Cyprinids (Plectospondyli) in the separation of the flat-fishes from the Ganoids, in the ap- proximation of the Lophobranchs to the sticklebacks and of the Plectognaths to the Acanthopterygians, and in many other points, Cope was in advance of his time, and it is to be regretted that his contemporaries did not more readily take up many of his excellent suggestions for the improvement of their systems. In the subsequent period of his very active scientific life, Cope made many alterations to his system, the latest scheme published by him being the following (" Synopsis of the families of Vertebrata," Amer. Nalur., 1889, p. 849): — Class : Agnatha. I. Subclass Orders II. Subclass Orders Class : Pisces. I. Subclass II. Subclass III. Subclass Orders IV. Subclass OSTRACODERMI. Arrhina, Diplorrhina. MARSIPOBRANCHII. Hyperotreti, Hyperoarti. HOLOCEPHALI. DIPNOI. ELASMOBRANCHII. Ichthyotomi, Selachii. TELEOSTOMI. (i.) Superorder: Rhipidopterygia. Orders : Rhipidistia, Actinistia. (ii.) Superorder : Crossopterygia. Orders : Placodermi, Haplistia, Taxistia, Cladistia. (iii.) Superorder : Podopterygia (Chondrostei). (iv.) Superorder : Actinopterygia. Orders : Physostomi, Physoclysti. This classification is that followed, with many emendations, by A. S. Woodward in his epoch-making Catalogue of Fossil Fishes (4 vols., London, 1889-1901), and in his most useful Outlines of Vertebrate Paleontology (Cambridge, 1898), and was adopted by Gunther in the loth edition of the Encyclopaedia Britannica: — Class : Agnatha. I. Subclass : CYCLOSTOMI. With three orders : (a) Hyperoartia (Lampreys); (i) Hyperotreti (Myxinoids) ; (c) Cycliae (Palaeospondylus). II. Subclass : OSTRACODERMI. \ With four orders : (a) Heterostraci (Coelolepidae, Psam- mosteidae, Drepanaspidae, Pteraspidae) ; (6) Osteostraci (Cephalaspidae, Ateleaspidae, &c.); (c) Anliarchi (As- terolepidae, Pterichthys, Bothrolepis, &c.) ; (d) Anaspida (Birkeniidae). Class : Pisces. I. Subclass : ELASMOBRANCHII. With four orders : (a) Pleuropterygii (Cladoselache) ; (b) Ichthyotomi (Pleuracanthidae) ; (c) Acanthpdii (Diplacan- thidae, and Acanthodidae) ; (d) Selachii (divided from the structure of the vertebral centres into Asterospondyli and Tectospondyli). II. Subclass : HOLOCEPHALI. With one order : Chimaeroidei. III. Subclass : DIPNOI. With two orders : (a) Sirenoidei (Lepidosiren, Ceratodus, Uronemidae, Ctenodontidae) ; (6) A rthrodira (Homosteus, Coccosteus, Dinichthys). IV. Subclass : TELEOSTOMI. A. Order : Crossopterygii. With four suborders: (l) Haplistia (Tarassius) ; (2) Rhipidistia (Holoptychidae, Rhizodontidae, Ostco- lepidae) ; (3) Actinistia (Coelacanthidae) ; (4) Clad- istia (Polypterus). B. Order : Actinopterygii. With about twenty suborders : (i) Chondrostei (Palae- oniscidae, Platysomidae, Chondrosteidae, Sturgeons); (2) Protospondyli (Semionotidae, Macrosemiidae, Pycnpdontidae, Eugnathidae, Amiidae, Pachy- cormidae); (3) Aetheospondyli (Aspidqrhynchidae, Lepidoeteidae) ; (4) Isospondyli (Pholidophoridae, Osteoglossidae, Clupeidae, Leptolepidae, &c.) ; (5) Plectospondyli(Cyprmidae, Characimdae) ; (6) Nemato- gnathi; (7) Apodes; and the other Teleosteans. There are, however, grave objections to this system, which cannot be said to reflect the present state of our knowledge. In his masterly paper on the evolution of the Dipneusti, L. Dollo has conclusively shown that the importance of the autostyly on which the definition of the Holocephali from the Elasmo- branchii or Selachii and of the Dipneusti from the Teleostomi rested, had been exaggerated, and that therefore the position assigned to these two groups in Giinther's classification of 1880 still commended itself. Recent work on Palaeospondylus, on the Ostracoderms, and on the Arthrodira, throws great doubt on the propriety of the positions given to them in the above classification, and the rank assigned to the main divisions of the Teleostomi do not commend themselves to the writer of the present article, who would divide the fishes into three sub- classes : — I. Cyclostomi II. Selachii III. Teleostomi, the characters and contents of which will be found in separate HISTORY FROM 1880] ICHTHYOLOGY 249 articles; in the present state of uncertainty as to their position, Palaeospondylus and the Ostracodermi are best placed hors cadre and will be dealt with under these names. The three subclasses here adopted correspond exactly with those proposed in Theo. Gill's classification of the recent fishes (" Families and Subfamilies of Fishes," Mem. Nat. Ac. Sci. vi. 1893), except that they are regarded by that authority as classes. The period dealt with in this chapter, ushered in by the publica- tion of Giinther's Introditction to the Study of Fishes, has been one of extraordinary activity in every branch of ichthyology, recent and fossil. A glance at the Zoological Record, published by the Zoological Society of London, will show the ever-increasing number of monographs, morphological papers and systematic contributions, which appear year after year. The number of new genera and species which are being proposed is amazing, but it is difficult to tell how many of them will simply go to swell the already overburdened synonymy. Perhaps a reasonable estimate of the living species known at the present day would assess their number at about 13,000. It is much to be regretted that there is not a single general modern systematic work on fishes. The most important treatises, the 7th volume of the Cambridge Natural History, by T. W. Bridge and G. A. Boulenger, and D. S. Jordan's Guide to the Study of Fishes, only profess to give definitions of the families with enumerations of the principal genera. Gunther's Catalogue of the Fishes in the British Museum therefore remains the only general descriptive treatise, but its last volume dates from 1870, and the work is practically obsolete. A second edition of it was begun in 1894, but only one volume, by Boulenger, has appeared, and the subject is so vast that it seems doubtful now whether any one will ever have the time and energy to repeat Giinther's achievement. The fish fauna of the different parts of the world will have to be dealt with separately, and it is in this direction that descriptive ichthyology is most likely to progress. North America, the fishes of which were imperfectly known in 1880, now possesses a Descriptive Catalogue in 4 stout volumes, by D. S. Jordan and B. W. Evermann, replacing the synopsis brought out in 1882 by D. S. Jordan and C. H. Gilbert. A similar treatise should embrace all the fresh-water species of Africa, the fishes of the two principal river systems, the Nile and the Congo, having recently been worked out by G. A. Boulenger. Japanese ichthyology has been taken in hand by D. S. Jordan and his pupils. The fishes of the deep sea have been the subject of extensive monographs by L. Vaillant (Travailleur and Talisman), A. Giinther (Challenger), A. Alcock (Investigator), R. Collett (Hirondelle), S. Carman (Albatross) and a general resume up to 1895 was provided in G. B. Goode's and T. H. Bean's Oceanic Ichthyology. More than 600 true bathybial fishes are known from depths of 1000 fathoms and more, and a great deal of evidence has been accumulated to show the general transition of the surface fauna into the bathybial. A recent departure has been the exploration of the Antarctic fauna. Three general reports, on the results of the Southern Cross, the Belgica and the Swedish South Polar expeditions, had already been published in 1907, and others on the Scotia and Discovery were in preparation. No very striking new types of fishes have been discovered, but the results obtained are sufficient to entirely disprove the theory of bipolarity which some naturalists had advocated. Much has been done towards ascertaining the life-histories of the fishes of economic im- portance, both in Europe and in North America, and our knowledge of the larval and post-larval forms has made great progress. Wonderful activity has been displayed in the field of palae- ontology, and the careful working out of the morphology of the archaic types has led to a better understanding of the general lines of evolution; but it is to be regretted that very little light on the relationships of the living groups of Teleosteans has been thrown by the discoveries of palaeontologists. Among the most remarkable additions made in recent years, the work of R. H. Traquair on the problematic fishes Palaeo- spondylus, Thelodus, Drepanaspis, Lanarkia, Aleleaspis, Birkenia and Lanasius, ranks foremost; next to it must be placed the icsearches of A. S. Woodward and Bashford Dean on the primitive shark Cladoselache, and of the same authors, J. S. Newberry, C. R. Eastman, E. W. Claypole and L. Hussakof, on the Arthrodira, a group the affinities of which have been much discussed. AUTHORITIES. — The following selection from the extremely ex- tensive ichthyological literature which has appeared during the period 1880-1906 will supplement the bibliographical notice appended to section I. I. The General Subject: A. Gunther, Introduction to the Study oj Fishes (Edinburgh, 1880); B. Dean, Fishes Living and Fossil (New York, 1895); T. W. Bridge and G. A. Boulenger, "Fishes," Cambridge Natural History, vii. (1904); D. S. Jordan, Guide to the Study of Fishes (2 vols., New York, 1905). II. Palaeonto- logical : A. Fritsch, Fauna der Gaskohle und der Kalksteine der Perm- formation Bo'hmens (vols. i.-iii., Prague, 1879—1894); K. A. von Zittel, Handbuch der Palaeontologie, vol. iii. (Munich, 1887); A. Smith Woodward, Catalogue of Fossil Fishes in the British Museum, vols. i.-iii. (London, 1889-1895); A. Smith Woodward, Outlines oj Vertebrate Paldontology .for Students of Zoology (Cambridge, 1898); J. S. Newberry, " The Palaeozoic Fishes of North America," Man. U.S. Geol. Sum. vol. xvi. (1889); J. V. Rohon, " Die obersilurischen Fische von Oosel, Thyestidae und Tremataspidae," Mem. Ac. Imp. Sc. St-Petersb. xxxviii. (1892); O. Jaekel, Die Selachier von Bolca, ein Beitrag zur Morphogenie der Wirbeltiere (Berlin, 1894) ; B. Dean, " Contributions to the Morphology of Cladoselache," Journ. Morphol. ix. (1894); R. H. Traquair, "The Asterolepidae," Man. Palaeont. Soc. (1894—1904, in progress); " Report on Fossil Fishes collected by the Geological Survey of Scotland in the Silurian Rocks of the South of Scotland," Trans. Roy Soc. Edin. xxxix. (1899); L. Dollo, " Sur la phylogdnie des Dipneustes," Bull. Soc. Beige Geol. vol. ix. (1895); E. W. Claypole, The Ancestry of the Upper Devonian Placoderms of Ohio," Amer. Geol. xvii. (1896) ; B. Dean, " Palaeonto- logical Notes," Mem. N.Y. Ac. ii. (1901); A. Stewart and S. W. Williston, " Cretaceous Fishes of Kansas," Univ. Geol. Sun. Kansas, vi. (Topeka, 1901); A. S. Woodward, " Fossil Fishes of the English Chalk," Palaeontogr. Soc. (1902-1903, etc.); R. H. Tra- quair, " The Lower Devonian Fishes of Gemiinden," Roy. Soc. Edin. Trans. 40 (1903); W. J. and I. B. J. Sollas, " Account of the Devonian Fish Palaeospondylus," Phil. Trans. 196 (1903) ; C. T. Regan, " Phylogeny of the Teleostomi," Ann. & Mag. N.H. (7) '3 (J9O4); C. R. Eastman, "Fishes of Monte Bolca," Bull. Mus. C.Z. 46 (1904); "Structure and Relations of Mylostoma," Op. cit. 2 (1906); O. Abel, " Fossile Flugfische," Jahrb. Geol. Reichsanst. 56 (Wien, 1906); L. Hussakof. " Studies on the Arthro- dira," Mem. Amer. Mus. N.H. ix. (1906). III. Faunistic (recent fishes): (A) EUROPE: E. Bade, Die mitteleuropdischen Susswasser- fische (2 vols., Berlin, 1901-1902). GREAT BRITAIN: F. Day, The Fishes of Great Britain and Ireland (2 vols., London, 1880-1884) ; J. T. Cunningham, The Natural History of the Marketable Marine Fishes of the British Islands (London, 1896); W. C. M'Intosh and A. T. Masterman, The Life-Histories of the British Marine Food- Fishes (London, 1897); Sir H. Maxwell, British Fresh-water Fish (London, 1904) ; F. G. Aflalo, British Salt-water Fish (London, 1904). Numerous important researches into the development, life-conditions and distributions, carried out at the Biological Laboratories at Plymouth and St Andrews and during the survey of the fishing grounds of Ireland, have been published by W. L. Calderwood, J. T. Cunningham, E. W. L. Holt, W. C. M'Intosh, J. W. Fulton, W. Garstang and Prince in the Journ. Mar. Biolog. Assoc., The Reports of the Fishery Board of Scotland, Scient. Trans. R. Dublin Soc. and other periodicals. (B) DENMARK AND SCANDINAVIA: W. Lilljeborg, Sveriges och Norges Fiskar (3 vols., Upsala, 1881-1891); F. A. Smith, A History of Scandinavian Fishes by B. Fries, C. U. Ekstrom and C.Sundevall, with Plates by W. von Wright (second edition, revised and completed by F. A. S., Stockholm, 1892); A. Stuxberg, Sveriges och Norges Fiskar (Goteborg, 1895); C. G. J. Petersen, Report of the Danish Biological Station (Copenhagen, 1802-1900) (annual reports containing much information on fishes of and fishing in the Danish seas). (C) FINLAND: G. Sundman and A. J. Mela, Finland's Fiskar (Helsingfors, 1883-1891). (D) GERMANY: K. Mobius and F. Heincke, " Die Fische der Ost.see," Bericht Commiss. Untersuch. deutsch. Meere (Kiel, 1883); F. Heincke, E. Ehrenbaum and G. Duncker have published their investigations into the life- history and development of the fishes of Heligoland in Wissenschaftl. Meeresuntersuchungen (Kiel and Leipzig, 1894-1899); (E) SWITZER- LAND: V. Fatio, Faune des vertebres de la Suisse: Poissons (2 vols., Geneva and Basel, 1882-1890). (F) FRANCE: E. Moreau, Histoire naturelle des poissons de la France (3 vols., Paris, 1881) ; Supplement (Paris, 1891). (G) PYRENEAN PENINSULA: D. Carlos de Braganca, Resultados das investigates scientificas feitas a bordo do yacht "Amelia." Pescas maritimas, \. and ii. (Lisbon, 1899-1904). (H) ITALY AND MEDITERRANEAN: P. Doderlein, Manuale ittiologico del Mediterraneo (Palermo, 1881-1891, not completed; interrupted 25° ICHTHYOLOGY by the death of the author); E. W. L. Holt, " Recherches sur 1; reproduction des poissons osseux, principalement dans le golfe de Marseille," Ann. Mus. Mars. v. (Marseilles, 1899); (I) WESTERN AND CENTRAL ASIA: L. Lortet, "Poissons et reptiles du lac de Tiberiade," Arch. Mus. d'Hist. Nat. Lyon, iii. (1883); S. Herzen- stein, Wissenschaftliche Resultate der von N. M. Przewalski nach Central Asien unternommenen Reisen: Fische (St Petersburg 1888-1891); L. Berg, Fishes of Turkestan (Russian text, St Peters- burg, 1905); G. Radde, S. Kamensky and F. F. Kawraisky have worked out the Cyprinids and Salmonids of the Caucasus (Tiflis 1896-1899). (J) JAPAN: F. Steindachner and L. Doderlein " Beitrage zur Kenntniss der Fische Japans," Denkschr. Ak. Wien (vols. 67 and 68, 1883); K. Otaki, T. Fujita and T. Higurashi, Fishes of Japan (in Japanese) (Tokyo, 1903, in progress). Numerous papers by'D. S. Jordan, in collaboration with J. O. Snyder, E. C. Starks, H. W Fowler and N. Sindo. (K) EAST INDIES: F. Day, The Fauna of British India: Fishes (2 vols., London, 1889) (chiefly an abridgment of the author's Fishes of India); M. Weber, " Die Susswasserfische des Indischen Archipels," Zoo/. Ergebnisse e. Reise in Niederl. Ostind. iii. (Leiden, 1894). Numerous contributions to the fauna of the Malay Peninsula and Archipelago by G. A. Boulenger, L. Vaillant, F. Steindachner, G. Duncker, W. Volz and C. L. Popta. (L) AFRICA: G. A. Boulenger, Materiaux pour la faune du Congo: poissons nouveaux (Brussels, 1898-1902, in progress); and Poissons du bassin du Congo (Brussels, 1901); G. Pfeffer, Die Thierwelt Ostafrikas: Fische (Berlin, 1896); A. Gunther, G. A. Boulenger, G. Pfefrer, F. Steindachner, D. Vinciguerra, J. Pellegrin and E. Lonnberg have published numerous contributions to the fish-fauna of tropical Africa in various periodicals. The marine fishes of South Africa have received special attention on the part of J. D. F. Gilchrist, Marine Investigations in South Africa, i. and ii. (1898-1904), and new species have been described by G. A. Boulenger and C. T. Regan. (M) NORTH AMERICA: D. S. Jordan andB.W. Evermann, The Fishes of North and Middle America (4 vols., Washington, 1896-1900); D. S. Jordan and B. W. Evermann, American Food and Game Fishes (New York, 1902); D. S. Jordan and C. H. Gilbert " The Fishes of Bering Sea," in Fur-Seals and Fur-Seal Islands (Washington, 1899); The U.S. Bureau of Fisheries (since 1903) has published annually a Report and a Bulletin, contain- ing a vast amount of information on North American fishes and every subject having a bearing on the fisheries of the United States; S. E. Meek, " Fresh-water Fishes of Mexico," Field Columb. Mus. Zoo/, v. (1904). (N) SOUTH AMERICA : C. H. and R. S. Eigenmann, " A Catalogue of the Fresh-water Fishes of South America," Proc. U.S. Nat. Mus. 14 (Washington, 1891); the same authors, F. Steindachner, G. A. Boulenger, C. Berg and C. T. Regan have published contributions in periodicals on this fauna. (O) AUS- TRALIA: J. E. Tenison- Woods, Fish and Fisheries of New South Wales (Sydney, 1882); J. Douglas Ogilby, Edible Fishes and Crus- taceans of New South Wales (Sydney, 1893); J. Douglas Ogilby and E. R. Waite are authors of numerous papers on Australian fishes in Proc. Linn. Soc. N.S. Wales and Rec. Austral. Mus. (P) SOUTH PACIFIC: D. S. Jordan and B. W. Evermann, "Shore Fishes of the Hawaiian Islands," Bull. U.S. Fish. Comm. 23 (1905). (Q) MADAGASCAR : H. E. Sauvage, Histoire physique, naturelle et politique de Madagascar, par A. Grandidier, xvi. ; Poissons (Paris, 1891). (R) OCEANIC FISHES : G. B. Goode and T. H. Bean, Oceanic Ichthy- ology (Washington, 1895); A. Gunther, Deep-sea Fishes of the " Challenger " Expedition (London, 1887); C. H. Gilbert, " Deep-sea Fishes of the Hawaiian Islands," Bull. U.S. Fish. Comm. 23 (1905) ; R. Collett, Norske Nordhavs Expedition: Fiske (Christiania, 1880); C. F. Lutken, Dijmphna-Togtets Zoologisk-botaniske Udbytte: Kara- Havets Fiske (Copenhagen, 1886); L. Vaillant, Expeditions scienti- fiquesdu "Travailleur" etdu "Talisman": Poissons (Paris, 1888); A. Agassiz, Three Cruises of the U.S. Coast and Geodetic Survey Steamer "Blake" (Boston and New York, 1888); A. Alcock, Illustrations of the Zoology of H.M.S. "Investigator": Fishes (Calcutta, 1892- 1899, in progress); A. Alcock, Descriptive Catalogue of the Indian Deep-sea Fishes in the Indian Museum (Calcutta, 1899, contains references to all the previous papers of the author on the subject) ; R. Collett, Resultats des campagnes scientifiques accomplies par Albert I" prince de Monaco: poissons provenant des campagnes du yacht " I'Hirondelle," (Monaco, 1896); R. Koehler, Resultats scien- tifiques de la campagne du " Caudan, (Paris, 1896); C. H. Gilbert and F. Cramer, " Report on the Fishes dredged in Deep Water near the Hawaiian Islands," Proc. U.S. Nat. Mus. xix. (Washington, 1896); C. Lutken, " Spolia Atlantica," Vidensk. Selsk. Skr. vii. andix. (Copenhagen, 1892-1898); C. Lutken, Danish I ngolf Expedi- tion, ii. : Ichthyological Results (Copenhagen, 1808); S. Garman, " Reports on an Exploration off the West Coast of Mexico, Central and South America, and off the Galapagos Islands in charge of Alexander Agassiz, by the U.S. Fish Commission Steamer "Albatross," during 1891, ' Mem. Mus. Comp. Zoo/, vol. xxiv. (Cambridge, U.S.A., 1899). (S) ANTARCTIC FISHES: G. A. Boulenger, Report on the Collections made during the voyage of the " Southern Cross ": Fishes (London, 1902); L. Dollo, Expedition Antarctique Beige (S.Y. " Bel- gica "). Poissons (Antwerp, 1904); E. Lonnberg, Swedish South Polar Expedition: Fishes (Stockholm, 1905); G. A. Boulenger, Fishes of the " Discovery " Antarctic Expedition (London, 1906) (G. A. B.) III. DEFINITION OF THE CLASS Pisces. DIVISIONS [ANATOMY ITS PRINCIPAL Fishes, constituting the class Pisces, may be defined as Craniate Vertebrata, or Chordata, in which the anterior portion of the central nervous system is expanded into a brain surrounded by an unsegmented portion of the axial skeleton; which are provided with a heart, breathing through gills; and in which the limbs, if present, are in the form of fins, as opposed to the pentadactyle, structure common to the other Vertebrata. With the exception of a few forms in which lungs are present in addition to the gills, thus enabling the animal to breathe atmospheric air for more or less considerable periods (Dipneusti), all fishes are aquatic throughout their existence. In addition to the paired limbs, median fins are usually present, consisting of dermal rays borne by endoskeletal supports, which in the more primitive forms are strikingly similar in structure to the paired fins that are assumed to have arisen from the break- ing up of a lateral fold similar to the vertical folds out of which the dorsal, anal and caudal fins have been evolved. The body is naked, or scaly, or covered with bony shields or hard spines. Leaving aside the Ostracophori, which are dealt with in a separate article, the fishes may be divided into three subclasses; I. Cyclostomi or Marsipobranchii, with the skull imperfectly developed, without jaws, with a single nasal aperture, without paired fins, and with an unpaired fin without dermal rays. Lampreys and hag-fishes. II. Selachii or Chondropterygii, with the skull well developed but without membrane bones, with paired nasal apertures, with median and paired fins, the ventrals bearing prehensile organs (claspers) in the males. Sharks, skates and chimaeras. III. Teleostomi, with the skull well developed and with membrane bones, with paired nasal apertures, primarily with median and paired fins, including all other fishes. (G. A. B.) IV. ANATOMY1 The special importance of a study of the anatomy of fishes h'es in the fact that fishes are on the whole undoubtedly the most archaic of existing craniates, and it is therefore to them especially that we must look for evidence as to the evolutionary history of morphological features occurring in the higher groups of vertebrates. In making a general survey of the morphology of fishes it is essential to take into consideration the structure of the young developing individual (embryology) as well as that of the adult (comparative anatomy in the narrow sense). Palaeontology is practically dumb excepting as regards external form and skeletal features, and even of these our knowledge must for long be in a hopelessly imperfect state. While it is of the utmost importance to pay due attention to embryological data it is equally important to consider them critically and in conjunction with broad morphological considerations. Taken by themselves they are apt to be extremely misleading. External Features. — The external features of a typical fish are intimately associated with its mode of life. Its shape is more or less that of a spindle; its surface is covered with a lighly glandular epidermis, which is constantly producing lubricating mucus through the agency of which skin-friction is reduced to an extraordinary degree; and finally it possesses a set of remarkable propelling organs or fins. The exact shape varies greatly from the typical spindle shape with variations in the mode of life; e.g. bottom-living fishes may be much flattened from above downwards as in the rays, or from side to side in the Pleuronectids such as flounder, plaice or sole, or the shape may be much elongated as in the eels. Head, Trunk and Tail. — In the body of the fish we may recog- nize the three main subdivisions of the body — head, trunk and tail — as in the higher vertebrates, but there is no definite narrowing of the anterior region to form a neck such as occurs n the higher groups, though a suspicion of such a narrowing occurs in the young Lepidosiren. 1 For general anatomy of fishes, see T.'W. Bridge, Cambridge Natural History, and R. Wiedersheim, Vergl. Anat. der Wirbelthiere. The latter contains an excellent bibliography. ANATOMY] ICHTHYOLOGY 251 The tail, or postanal region, is probably a secondary develop- ment—a prolongation of the hinder end of the body for motor purposes. This is indicated by the fact that it frequently develops late in ontogeny. The vertebrate, in correlation perhaps with its extreme cephaliza- tion, develops from before backwards (except the alimentary canal, which develops more en bloc), there remaining at the hind end for a prolonged period a mass of undifferentiated embryonic tissue from the anterior side of which the definitive tissues are constantly being developed. After development has reached the level of the anus it still continues backwards and the tail region is formed, showing a continuation of the same tissues as in front, notochord, nerve cord, gut, myotomes. Of these the (postanal) gut soon undergoes atrophy. Fins. — The fins are extensions of the body surface which serve for propulsion. To give the necessary rigidity they are provided with special skeletal elements, while to give mobility they are provided with special muscles. These muscles, like the other voluntary muscles of the body, are derived from the primitive myotomes and are therefore segmental in origin. The fins are divisible into two main categories — the median or unpaired fins and the paired fins. The median fins are to be regarded as the more primitive. The fundamental structure of the vertebrate, with its median FIG. I. — Heterocercal Tail of Acipenser. a, Modified median scales (" fulcra ") ; b, bony plates. skeletal axis and its great muscular mass divided into segments along each side of the body, indicates that its primitive method of movement was by waves of lateral flexure, as seen in an Amphioxus, a cyclostome or an eel. The system of median fins consists in the first instance of a continuous fin-fold extend- ing round the posterior end of the body — as persists even in the adult in the existing Dipneusti. A continuous median fin-fold occurs also in various Teleosts (many deep-sea Teleosts, eels, From Cambridge Natural History, vol. vii., " Fishes, &c.," by permission of Messrs. Macmillan & Co., Ltd. FIG. 2. — Cladoselache. (After Dean.) &c.), though the highly specialized features in other respects make it probable that we have here to do with a secondary return to a condition like the primitive one. In the process of segmentation of the originally continuous fin-fold we notice first of all a separation of and an increase in size of that portion of the fin which from its position at the tip of the tail region is in the most advantageous position for producing movements of the body. There is thus formed the caudal fin. In this region there is a greatly increased size of the fin-fold — both dorsally and ventrally. There is further developed a highly character- istic asymmetry. In the original symmetrical or protocercal ( = diphycercal) type of tail (as seen in a cyclostome, a Dipnoan and in most fish embryos) the skeletal axis of the body runs straight out to its tip — the tail fold being equally developed above and below the axis. In the highly de- veloped caudal fin of the majority of fishes, however, the fin-fold is developed to a much From "Challenger" Reports Zool., published by H.M. Stationery Office. FIG. 3. — Chlamydoselachus. Giinther.) (After greater extent on the ventral side, and corre- lated with this the skeletal axis is turned upwards as in the helerocercal tail of sharks and sturgeons. The highest stage in this evolution of the caudal fin is seen in the Teleostean fishes, where the ventral tail-fold becomes developed to such an extent as to produce a secondarily symmetrical appearance (homocercal tail, fig. 4). The sharks have been referred to as possessing heterocercal tails, but, though this is true of the majority, within the limits of the group all three types of tail-fin occur, from the protocercal tail of the fossil Pleuracanthids and the living Chlamydoselachus to the highly developed, practically homocercal tail of the ancient Cladoselache (fig. 2). The praecaudal portion of the fin-fold on the dorsal side of the body becomes broken into numerous finlets in living Crosso- pterygians, while in other fishes it disappears throughout part of its length, leaving only one, two or three enlarged portions — the dorsal fins (fig. 4, d.f.). Similarly the praecaudal part of the fin-fold ventrally becomes reduced to a single anal fin (a./.), occasionally continued backwards by a series of finlets (Scom- bridae). In the sucker-fishes (Remora, Echeneis) the anterior dorsal fin is metamorphosed into a sucker by which the creature attaches itself to larger fishes, turtles, &c. The paired fins — though more recent developments than the median — are yet of very great morphological interest, d.f c.f... From Cambridge Natural History, vol. vii., " Fishes, &c.," by permission of Messrs, Macmillan & Co., Ltd. FIG. 4. — Tilapia dolloi, a teleostean fish, to illustrate external features. (After Boulenger.) A, Side view. g.r, Gill rakers. B, First branchial arch. l.l. Lateral line organs. a.f, Anal fin. n, Nasal opening. c.f, Caudal fin. p.f, Pelvic fin. d.f, Dorsal fin. P-op, Preoperculum. g.f, Gill lamellae. pt.f, Pectoral fin. as in them we are compelled to recognize the homologues of the paired limbs of the higher vertebrates. We accordingly distinguish the two pairs of fins as pectoral or anterior and pelvic ( = " ventral ") or posterior. There are two main types of paired fin — the archiplerygial type, a paddle-like structure supported by a jointed axis which bears lateral rays and exists in an unmodified form in Neoceratodus alone amongst living fishes, and the actinopterygial type, supported by fine raylike structures as seen in the fins of any ordinary fish. The relatively 252 ICHTHYOLOGY [ANATOMY less efficiency of the archipterygium and its predominance amongst the more ancient forms of fishes point to its being the more archaic of these two types. In the less highly specialized groups of fishes the pectoral fins are close behind the head, the pelvic fins in the region of the cloacal opening. In the more specialized forms the pelvic fins frequently show a more or less extensive shifting towards the head, so that their position is described as thoracic (fig. 4) or jugular (Gadus — cod, haddock, &c., fig. 5). FIG. 5. — Burbot (Lota vulgaris), with jugular ventral fins. The median fin, especially in its caudal section, is the main propel- ling organ : the paired fins in the majority of fishes serve for balanc- ing. In the Dipneusti the paired fins are used for clambering about amidst vegetation, much in the same fashion as the limbs of Urodeles. In Ceratodus they also function as paddles. In various Teleosts the pectoral fins have acquired secondarily a leg-like function, being used for creeping or skipping over the mud (Periophthalmus; cf. also Trigloids, Scorpaenids and Pediculati). In the " flying " fishes the pectoral fins are greatly enlarged and are used as aeroplanes, their quivering movements frequently giving a (probably erroneous) impression of voluntary flapping movements. In the gobies and lumpsuckers (Cyclopteridae) the pelvic fins are fused to form an adhesive sucker ; in the Gobiesocidae they take part in the formation of a somewhat similar sucker. The evolutionary history of the paired limbs forms a fascinating chapter in vertebrate morphology. As regards their origin two hypotheses have attracted special attention: (l) that enunciated by Gegenbaur, according to which the limb is a modified gill septum, and (2) that supported by James K. Thacher, F. M. Balfour, St George Mivart and others, that the paired fins are persisting and modified portions of a once continuous fin-fold on each side of the body. The majority of morphologists are now inclined to accept the second of these views. Each has been supported by plausible arguments, for which reference must be made to the literature of the subject.1 Both views rest upon the assumed occurrence of stages for the existence of which there is no direct evidence, viz. in the case of (l) transitional stages between gill septum and limb, and in the case of (2) a continuous lateral fin-fold. (There is no evidence that the lateral row of spines in the acanthodian Climatius has any other than a defensive significance.) In the opinion of the writer of this article, such assumptions are without justification, now that our knowledge of Dipnoan and Crossopterygian and Urodele embryology points towards the former possession by the primitive vertebrate of a series of projecting, voluntarily movable, and hence potentially motor structure on each side of the body. It must be emphasized that these — the true external gills — are the only organs known actually to exist in vertebrates which might readily be transformed into limbs. When insuperable objections are adduced to this having actually taken place in the course of evolution, it will be time enough to fall back upon purely hypothetical ancestral structures on which to base the evolutionary history of the limbs. The ectoderm covering the general surface is highly glandular. In the case of the Dipneusti, flask -shaped multicellular glands like those of Amphibians occur in addition to the scattered gland cells. A characteristic feature of glandular activity is the production of a slight electrical disturbance. In the case of Malopterurus this elsewhere subsidiary function of the skin has become so exaggerated as to lead to the conversion of the skin of each side of the body into a powerful electrical organ.1 Each of these consists of some two million small chambers, each containing an electric disk and all deriving their nerve supply from the branches of a single enormous axis cylinder. This takes its origin from a gigantic ganglion cell situated latero-dorsally in the spinal cord between the levels of the first and second spinal nerves. Cement Organs. — The larvae of certain Teleostomes and Dipnoans possess special glandular organs in the head region for the secretion of a sticky cement by which the young fish is able to attach itself to water-plants or other objects. As a rule these are ectodermal in origin; e.g. in Lepidosiren and Proto- pterus* the crescentic cement organ lying ventrally behind the 1 Cf. J. Graham Kerr, Proc. Camb. Phil. Soc. x. 227. * For electric organs see W. Biedermann, Electro-Physiology. * J. Graham Kerr, Quart. Journ. Micr. Sci. vol. xlvi. mouth consists of a glandular thickening of the deep layer of the ectoderm. In young ganoid fishes preoral cement organs occur. In Crossopterygians there is one cup-shaped structure on each side immediately in front of the mouth. Here the glandular epithelium is endodermal, developed4 as an outgrowth from the wall of the alimentary canal, closely resembling a gill pouch. In Amia* the same appears to be the case. In a few Teleosts similar organs occur, e.g. Sarcodaces, Hyperopisus,6 where so far as is known they are ectodermal. Photogenic Organs. — The slimy secretion produced by the epidermal glands of fishes contains in some cases substances which apparently readily undergo a slow process of oxidation, giving out light of low wave-length in the process and so giving rise to a phosphorescent appearance. In many deep-sea fishes this property of producing light-emitting secretion has under- gone great development, leading to the existence of definite photogenic organs. These vary much in character, and much remains to be done in working out their minute structure. Good examples are seen in the Teleostean family Scopelidae, where they form brightly shining eye-like spots scattered about the surface of the body, especially towards the ventral side. External Gills. — In young Crossopterygians and in the young Protopterus and Lepidosiren true external gills occur of the same morphological nature as those of Urodele amphibians. In Crossopterygians a single one is present on each side on the hyoid arch; in the two Dipnoans mentioned four are present From Trans. Zool. Soc. of London. FlG. 6. — Larva of Polypterus. (After Budgett.) on each side — on visceral arches III., IV., V. and VI. (It may be recalled that in Urodeles they occur on arches III., IV. and V., with vestiges7 on arches I. and II.). Each external gill develops as a projection of ectoderm with mesodermal core near the upper end of its visceral arch; the main aortic arch is prolonged into it as a loop. When fully developed it is pinnate, and is provided with voluntary muscles by which it can be moved freely to renew the water in contact with its respiratory surface. In the case of Polypterus a short rod of cartilage projects from the From Phil. Transactions, Royal Society of London. FIG. 7.— Thirty Days' Larval Lepidosiren. (After Graham Kerr.) hyoid arch into the base of the external gill. Their occurrence with identical main features in the three groups mentioned indicates that the external gills are important and archaic organs of the vertebrata. Their non-occurrence in at least some of the groups where they are absent is to be explained by the presence of a large vascular yolk sac, which necessarily fulfils in a very efficient way the respiratory function. Alimentary Canal. — The alimentary canal forms a tube tra- versing the body from mouth to cloacal opening. Corresponding with structural and functional differences it is for descriptive 4 J. Graham Kerr, The Budgett Memorial Volume. f J. Phelps, Science, vol. N.S. ix. p. 366; J. Eycleshymer and Wilson, Amer. Journ. Anal. v. (1906) p. 154. •I. S. Budgett, Trans. Zool. Soc. Land, xvi., 1901, p. 130. 7L. Driiner, Zool. Jahrbucher Anal. Band xix. (1904), S. 434. ANATOMY] ICHHTYOLOGY 253 n-. purposes divided into the following regions — (i) Buccal cavity or mouth cavity, (2) Pharynx, (3) Oesophagus or gullet, (4) Stomach, (5) Intestine, and (6) Cloaca. The buccal cavity or mouth cavity is morphologically a stomodaeum, i.e. it represents an inpushing of the external surface. Its opening to the exterior is wide and gaping in the embryo in certain groups (Selachians and Crossopterygians), and even in the adult among the Cyclo- stomata, but in the adult Gnathostome it can be voluntarily opened and shut in correlation with the presence of a hinged jaw apparatus. The mouth opening is less or more ventral in position in Cyclostomes and Selachians, while in Dipnoans and Teleostomes it is usually terminal. In certain cases (e.g. Lepido- siren)1 the buccal cavity arises by secondary excavation with- out any actual pushing in of ectoderm. It is highly characteristic $f the vertebrata that the pharynx — the portion of the alimentary canal immediately behind the buccal cavity — communicates with the ex- terior by a series of paired clefts associated with the function of respiration and known as the visceral clefts. It is especially characteristic of fishes that a number of these clefts remain open as functional breathing organs in the adult. The visceral clefts arise as hollow pouches (or at first solid (by permission oi projections) of the endoderm. ivmuiumui ut *_<>., mu.... After Boas, Lehr- Each pouch fuses with the buck der Zooloeie (by permission of Gustav j ... j j Fischer). ectoderm at its outer end and FIG. 8. — Diagrams to illustrate then becomes perforated so as the relations of branchial clefts and to form a free communication pharynx in an Elasmobranch (A) between pharynx and exterior, and a Teleost (B) ; I, 2, &c., Bran- _, '. , chial septa. The mesenchymatous pack- b.c, Opercular cavity. b.l, Respiratory lamellae, c, Coelom. Macmillan & Co., Ltd.). e.b.a, Opercular opening. hy.a, Hyoid arch. hy.c, Hyobranchial cleft. ing tissue between consecu- tive clefts forms the visceral arches, and local condensation within each gives rise to im- portant skeletal elements — to l.s, Valvular outer edge of gill which the name visceral arches septum. n, Nasal aperture. oes, Oesophagus. op, Operculum. p.q, Palato quadrate cartilage. Ph, Pharynx. sp, Spiracle. is often restricted. From the particular skeletal structures which develop in the visceral arches bounding it the anterior cleft is known as the hyoman- dibular cleft, the next one as hyobranchial. In common usage the hyomandibular cleft is called the spiracle, and the series of clefts behind it the branchial clefts. The typical functional gill cleft forms a vertical sb't, having on each side a gill septum which separates it from its neighbours in the series. The lining of the gill cleft possesses over a less or greater extent of its area a richly developed network of capillary blood-vessels, through the thin covering of which the respiratory exchange takes place between the blood and the water which washes through the gill cleft. The area of respiratory surface tends to become increased by the development of outgrowths. Frequently these take the form of regular plate-like structures known as gill lamellae. In the Selachians these lamellae are strap-like structures (Elasmobranch) attached along nearly their 1 J. Graham Kerr, Quart. Journ. Micr. Sci. xlvi. 423. whole length to the gill septum as shown in fig. 8, A. In the Holocephali and in the sturgeon the outer portions of the gill septa have disappeared and this leads to the condition seen in the higher Teleostomes (fig. 8, B), where the whole of the septum has disappeared except its thick inner edge containing the skeletal arch. It follows that in these higher Teleostomes — including the ordinary Teleosts — the gill lamellae are attached only at their extreme inner end. In the young of Selachians and certain Teleosts (e.g. Gymnarchus and Heterotis)* the gill lamellae are prolonged as filaments which project freely to the exterior. These must not be confused with true external gills. The partial atrophy of the gill septa in the Teleostomes pro- duces an important change in their appearance. Whereas in the Selachian a series of separate gill clefts is seen in external view each covered by a soft valvular backgrowth of its anterior lip, in the Teleostean fish, on the other hand, a single large opening is seen on each side (opercular opening) covered over by the enormously enlarged valvular flap belonging to the anterior lip of the hyobranchial cleft. This flap, an outgrowth of the hyoid arch, is known as the operculum. In the Teleostomi there are usually five functional clefts, but these are the survivors of a formerly greater number. Evidence of reduction is seen at both ends of the series. In front of the first functional cleft (the hyobranchial) there is laid down in the embryo the rudiment of a spiracular cleft. In the less highly organized fishes this survives in many cases as an open cleft. In many sharks and in sturgeons the spiracle forms a conspicuous opening just behind the eye. In rays and skates, which are modified in correlation with their ground feeding habit, the spiracle is a large opening which during the great widening out of the body during development comes to be situated on the dorsal side, while the branchial clefts come to be ventral in position. In existing Crosso- pterygians the spiracle is a slit-like opening on the dorsal side of the head which can be opened orclosed at will. In Dipneusti.as in the higher Teleostomes, the spiracle is found as an embryonic rudiment, but in this case it gives rise in the adult to a remarkable sense organ of problematical function.3 Traces of what appear to be pre-spiracular clefts exist in the embryos of various forms. Perhaps the most remarkable of these is to be found in the larval Crossopterygian, 4 and ap- parently also in Amia* at least, amongst the other ganoids, where a pair of entodermal pouches become cut off from the main entoderm and, establishing an opening to the exterior, give rise to the lining of the cement organs of the larva. Posteriorily there is evidence that the extension backwards of the series of gill clefts was much greater in the primitive fishes. In the surviving sharks (CUamydoselachus and Notidanus cinereus), there still exist in the adult respectively six and seven branchial clefts, while in embryonic Selachians there are frequently to be seen pouch-like outgrowths of entoderm apparently repre- senting rudimentary gill pouches but which never develop. Further evidence of the progressive reduction in the series of clefts is seen in the reduction of their functional activity at the two ends of the series. The spiracle, even where persisting in the adult, has lost its gill lamellae either entirely or excepting a few vestigial lamellae forming a " pseudobranch " on its anterior wall (Selachians, sturgeons). A similar reduction affects the lamellae on the anterior wall of the hyobranchial cleft (except in Selachians) and on the posterior wall of the last branchial cleft. A pseudobranch is frequently present in Teleostomes on the anter- ior wall of the hyobranchial cleft, i.e. on the inner or posterior face of the operculum. It is believed by some morphologists to belong really to the cleft in front.6 Phytogeny. — The phylogeny of the gill clefts or pouches is un- certain. The only organs of vertebrates comparable with them morphologically are the enterocoelic pouches of the entoderm which 2 J. S. Budgett, op. cit. 3 W. E. Agar, Anat. Anz., 1905, S. 298. 4 J. Graham Kerr, The Budgett Memorial Volume. 6J. Phelps, Science, vol. N.S. ix. p. 366; J. Eycleshymer and Wilson, Amer. Journ. Anat., v. 1906, p. 154. • F. Maurer, Morphol. Jahrb. ix., 1884, S. 229, and xiv., 1888, S. 175. 254 ICHTHYOLOGY [ANATOMY y'f give rise to the mesoderm. It is possible that the respiratory significance of the wall of the gill cleft has been secondarily acquired. This is indicated by the fact that they appear in some cases to be lined by an ingrowth of ectoderm. This suggests that there may have been a spreading inwards of respiratory surface from the external gills. It is conceivable that before their walls became directly respiratory the gill clefts served for the pumping of fresh water over the external gills at the bases of which they lie. Lung. — As in the higher vertebrates, there develops in all the main groups of gnathostomatous fishes, except the Selachians, an outgrowth of the pharyngeal wall intimately associated with gaseous interchange. In the Crossopterygians and Dipnoans this pharyngeal outgrowth agrees exactly in its midventral origin and in its blood-supply with the lungs of the higher vertebrates, and there can be no question about its being morphologically the same structure as it is also in function. In the Crossqpterygian the ven- trally placed slit-like glottis leads into a common chamber produced anteriorly into two horns and continued backwards into two " lungs." These are smooth, thin- walled, saccular structures, the right one small, the left very large and extending to the hind end of the splanchnocoele. In the Dip- noans the lung has taken a dorsal position close under the vertebral column and above the splanchno- coele. Its walls are sacculated, almost spongy in Lepidosiren and Protopterus, so as to give increase to the respiratory surface. In Nexeratodus (fig. 9) an indication of division into two halves is seen in the presence of two prominent longitudinal ridges, one dorsal and one ventral. In Lepidosiren and Protopterus the organ is completely divided except at its anterior end into a right and a left lung. The anterior portion of the lung or lungs is connected with the median ven- tral glottis by a short wide vesti- bule which lies on the right side of the oesophagus.] In the Teleostei the repre- sentative of the lung, here termed the swimbladder, has for its predominant function a hydro- static one; it acts as a float. It arises as a diverticulum of the gut-wall which may retain a tubular connexion with the gut (physostomatotis condition) or may in the adult completely lose such connexion (physoclistic) . It shows two conspicuous differ- ences from the lung of other forms: (i) it arises in the young fish as a dorsal instead of as a ventral diverticulum, and (2) it FIG. 9. — LungotNeoceratodus, derives its blood-supply not from opened in its lower half to show the sixth aortic arch but from branches of the dorsal aorta. These differences are held by its cellular pouches, a, Right half; b. Left half; c, Cellular pouches; e, Pulmonary vein; /, Arterial ' blood-vessel; "oe, many to be sufficient to invalidate Oesophagus, opened to show *he, homologizing of the swim- glottis (el ) bladder with the lung. The follow- ing facts, however, appear to do away with the force of such a contention, (i) In the Dipneusti (e.g. Neoceratodus) the lung apparatus has acquired a dorsal posi- tion, but its connexion with the mid-ventral glottis is asymmetrical, passing round the right side of the gut. Were the predominant function of the lung in such a form to become hydrostatic we might expect the course of evolution to lead to a shifting of the glottis dorsalwards so as to bring it nearer to the definitive situation of the lung. (2) In Erythrinus and other Characinids the glottis is not mid-ventral but decidedly lateral in position, suggesting either a retention of, or a return to, ancestral stages in the dorsalward migration of the glottis. (3) The blood-supply of the Teleostean swimbladder is from branches of the dorsal aorta, which may be distributed over a long anteroposterior extent of that vessel. Embryology, however, shows that the swimbladder arises as a local- ized diverticulum. It follows that the blood-supply from a long stretch of the aorta can hardly be primitive. We should rather expect the primitive blood-supply to be from the main arteries of the pharyngeal wall, i.e. from the hinder aortic arch as is the case with the lungs of other forms. Now in Amia at least we actually find such a blood- supply, there being here a pulmonary artery corresponding with that in lung-possessing forms. Taking these points into consideration there seems no valid reason for doubting that in lung and swim- bladder we are dealing with the same morphological structure. Function. — In the Crossopterygians and Dipnoans the lung is used for respiration, while at the same time fulfilling a hydro- static function. Amongst the Actinopterygians a few forms still use it for respiration, but its main function is that of a float. In connexion with this function there exists an interesting compensatory mechanism whereby the amount of gas in the swimbladder may be diminished (by absorption), or, on the other hand, increased, so as to counteract alterations in specific gravity produced, e.g. by change of pressure with change of depth. This mechanism is specially developed in physoclistic forms,where there occur certain glandular patches (" red glands ") in the lining epithelium of the swimbladder richly stuffed with capillary blood-vessels and serving apparently to secrete gas into the swimbladder. That the gas in the swimbladder is produced by some vital process, such as secretion, is already indicated by its composition, as it may contain nearly 90% of oxygen in deep-sea forms or a similar proportion of nitrogen in fishes from deep lakes, i.e. its composition is quite different from what it would be were it accumulated within the swimbladder by mere ordinary diffusion processes. Further, the formation of gas is shown by experiment to be controlled by branches of the vagus and sympathetic nerves in an exactly similar fashion to the secretion of saliva in a salivary gland. (See below for relations of swimbladder to ear). Of the important non-respiratory derivatives of the pharyn- geal wall (thyroid, thymus, postbranchial bodies, &c.), only the thyroid calls for special mention, as important clues to its evolutionary history are afforded by the lampreys. In the larval lamprey the thyroid develops as a longitudinal groove on the pharyngeal floor. From the anterior end of this groove there pass a pair of peripharyngeal ciliated tracts to the dorsal side of the pharynx where they pass backwards to the hind end of the pharynx. Morphologically the whole apparatus corresponds closely with the endostyle and peripharyngeal and dorsal ciliated tracts of the pharynx of Amphioxus. The corre- spondence extends to function, as the open thyroid groove secretes a sticky mucus which passes into the pharyngeal cavity for the entanglement of food particles exactly as in Amphioxus. Later on the thyroid groove becomes shut off from the pharynx; its secretton now accumulates in the lumina of its interior and it functions as a ductless gland as in the Gnathostomata. The only conceivable explanation of this developmental history of the thyroid in the lamprey is that it is a repetition of phylo- genetic history. Behind the pharynx comes the main portion of the alimentary canal concerned with the digestion and absorption of the food. This forms a tube varying greatly in length, more elongated and coiled in the higher Teleostomes, shorter and straighter in the Selachians, Dipnoans and lower Teleostomes. The oesophagus or gullet, usually forming a short, wide tube, leads into the glandular, more or less dilated stomach. This is frequently in the form of a letter J, the longer limb being con- tinuous with the gullet, the shorter with the intestine. The curve of the J may be as in Polypterus and the perch produced backwards into a large pocket. The intestine is usually marked off from the stomach by a ring-like sphincter muscle forming the ANATOMY] ICHTHYOLOGY 255 pyloric valve. In the lower gnathostomatous fishes (Selachians, Crossopterygians, Dipnoans, sturgeons) the intestine possesses the highly characteristic spiral valve, a shelf-like projection into its lumen which pursues a spiral course, and along the turns of which the food passes during the course of digestion. From its universal occurrence in the groups mentioned we conclude that it is a structure of a very archaic type, once characteristic of ancestral Gnathostomata; a hint as to its morphological signifi- cance is given by its method of development.1 In an early stage of development the intestinal rudiment is coiled into a spiral and it is by the fusion together of the turns that the spiral valve arises. The only feasible explanation of this peculiar method of development seems to lie in the assumption that the ancestral gnathostome possessed an elongated coiled intestine which subsequently became shortened with a fusion of its coils. In the higher fishes the spiral valve has disappeared — being still found, however, in a reduced condition in Amia and Lepi- dosteus, and possibly as a faint vestige in one or two Teleosts (certain Clupeidae* and Salmonidae3). In the majority of the Teleosts the absence of spiral valves is coupled with a secondary elongation of the intestinal region, which in extreme cases (Loricariidae) may be accompanied by a secondary spiral coiling. The terminal part of the alimentary canal — the cloaca — is characterized by the fact that into it open the two kidney ducts. In Teleostomes the cloaca is commonly flattened out, so that the kidney ducts and the alimentary canal come to open in- dependently on the outer surface. The lining of the alimentary canal is throughout the greater part of its extent richly glandular. And at certain points local enlargements of the secretory surface take place so as to form glandular diverticula. The most ancient of these as indicated by its occurrence even in Amphioxus appears to be the liver, which, originally — as we may assume — mainly a digestive gland, has in the existing Craniates developed important excretory and glycogen-storing functions. Arising in the embryo as a simple caecum, the liver becomes in the adult a compact gland of very large size, usually bi-lobed in shape and lying in the front portion of the splanchnocoele. The stalk of the liver rudiment becomes drawn out into a tubular bile duct, which may become subdivided into branches, and as a rule develops on its course a pocket-like expansion, the gall-bladder. This may hang freely in the splanchnocoele or may be, as in many Selachians, imbedded in the liver substance. The pancreas also arises by localized bulging outwards of the intestinal lining — there being commonly three distinct rudiments in the embryo. In the Selachians the whitish compact pancreas of the adult opens into the intestine some little distance behind the opening of the bile duct, but in the Teleostomes it becomes involved in the liver outgrowth and mixed with its tissue, being frequently recognizable only by the study of microscopic sections. In the Dipnoans the pancreatic rudiment remains imbedded in the wall of the intestine: its duct is united with that of the liver. Pyloric Caeca. — In the Teleostomi one or more glandular diverticula commonly occur at the commencement of the intestine and are known as the pyloric caeca. There may be a single caecum (crossopterygians, Ammodytes amongst Teleosts) or there may be nearly two hundred (mackerel) . In the sturgeons the numerous caeca form a compact gland. In several families of Teleosts, on the other hand, there is no trace of these pyloric caeca. In Selachians a small glandular diverticulum known as the rectal gland opens into the terminal part of the intestine on its dorsal side. Coelomic Organs. — The development of the mesoderm in the restricted sense (mesothelium) as seen in the fishes (lamprey, Lepidosiren, Protopterus, Polypterus) appears to indicate beyond JJ. Ruckert, Arch. Entwickelungsmech. Band iv., 1897, S. 298; J. Graham Kerr, Phil. Trans. B. 192, 1900, p. 325, and The Budgett Memorial Volume. 2 Cuvier et Valenciennes, Hist. nat. des poiss. xix., 1846, p. 151. 3 J. Rathke, Ub. d. Darmkanal u.s.w. d. Fische, Halle, 1824, S. 62. doubt that the mesoderm segments of vertebrates are really enterocoelic pouches in which the development of the lumen is delayed. Either the inner, or both inner and outer (e.g. Lepidosiren) walls of the mesoderm segment pass through a myoepithelial condition and give rise eventually to the great muscle segments (myomeres, or myotomes) which lie in series on each side of the trunk. In the fishes these remain distinct throughout life. The fins, both median and paired, obtain their musculature by the ingrowth into them of muscle buds from the adjoining myotomes. Electrical Organs* — It is characteristic of muscle that at the moment of contraction it produces a slight electrical disturbance. In certain fishes definite tracts of the musculature show a reduc- tion of their previ- ously predominant function of contrac- tion and an increase of their previously subsidiary function of producing electrical disturbance; so that the latter function is now predominant. In the skates (Raia) the electrical organ is a fusiform structure derived from the lateral musculature of the tail ; in Gymnotus — the electric eel — and in Mormyrus it forms an enormous structure occupying the place of the ventral halves of the myotomes along nearly the whole length of the body; in Tor- pedo it forms a large, somewhat kidney- shaped Structure as From G nbauri Untersuchungen zur vcrgleich. Viewed trom above Anal, der Wirbeltierc, by permission of Wilhelm lying on each side of the Engelmann. head and derived from F,G ,o._view of Torpedo from the dorsal side. the electric organs are exposed. T _ < orebrain br, Common muscular sheath covering branchial clefts (on the left side this has been removed so as to expose the series of branchial sacs). /, Spiracle. o.e, Electric organ, on the left side the nerve-supply is shown. o, Eye. t, Sensory tubes of lateral line system. the musculature of the anterior visceral arches. In Torpedo the nerve- TT supply is derived from "> Mesencephalon. cranial nerves VII. IX. \\\< Cerebellum. and the anterior bran- IV- Electric lobe. chial branches of X. The electric organ is composed of pris- matic columns each built up of a row of compartments. Each compartment contains a lamellated electric disc representing the shortened-up and otherwise metamor- phosed muscle fibre. On one face (ventral in Torpedo, anterior in Raia) of the electric disc is a gigantic end-plate supplied by a beautiful, dichotomously branched, terminal nervous arborization. The development of the mesoderm of the head region is too obscure for treatment here.6 The ventral portion of the trunk mesoderm gives rise to the splanchnocoel or general coelom. Except in the Myxinoids the anterior part of the splanchnocoel becomes separated off as a pericardiac cavity, though in adult Selachians the separation becomes incomplete, the two cavities being in communication by a pericardio-peritoneal canal. Nephridial System. — The kidney system in fishes consists of segmentally arranged tubes leading from the coelom into a longitudinal duct which opens within the hinder end of the enteron — the whole forming what is known as the archinephros (Lankester) or holonephros (Price). Like the other segmented * Cf. W. Biedermann, Electro-Physiology. 6 Literature in N. K. Koltzoff, Bull. Soc. Nat. Moscou, 1901, P- 259- 256 ICHTHYOLOGY [ANATOMY organs of the vertebrate the archinephros develops from before backwards. The sequence is, however, not regular. A small number of tubules at the head end of the series become specially enlarged and are able to meet the excretory needs during larval existence (Pronephros): the immediately succeeding tubules remain undeveloped, and then come the tubules of the rest of the series which form the functional kidney of the adult (Mesonephros). The kidney tubules subserve the excretory function in two different ways. The wall of the tubule, bathed in blood from the posterior cardinal vein, serves to extract nitrogenous pro- ducts of excretion from the blood and pass them into the lumen of the tubule. The open ciliated funnel or nephrostome at the coelomic end of the tubule serves for the passage outwards of coelomic fluid to flush the cavity of the tubule. The secretory activity of the coelomic lining is specially concentrated in certain limited areas in the neighbourhood of the nephrostomes, each such area ensheathing a rounded mass depending into the coelom and formed of a blood-vessel coiled into a kind of skein — a glomerulus. In the case of the pronephros the glomeruli are as a rule fused together into a single glomus. In the mesonephros they remain separate and in this case the portion of coelom surrounding the glomerulus tends to be nipped off from the general coelom — to form a Malpighian body. The separation may be incomplete — the Malpighian coelom remaining in connexion with the general coelom by a narrow peritoneal canal. The splanchnocoelic end of this is usually ciliated and is termed a peritoneal funnel: it is frequently confused with the nephrostome. Mesonephros. — The kidney of the adult fish is usually a compact gland extending over a considerable distance in an anteroposterior direction and lying immediately dorsal to the coelomic cavity. Peritoneal funnels are present in the adult of certain Selachians (e.g. Acanthias, Squatina), though apparently in at least some of these forms they no longer communicate with the Malpighian bodies or tubules. The kidneys of the two sides become fused together posteriorly in Protopterus and in some Teleosts. The mesonephric ducts undergo fusion posteriorly in many cases to form a median urinary or urinogenital sinus. In the Selachians this median sinus is prolonged forwards into a pair of horn-like continuations — the sperm sacs. In Dipnoans the sinus becomes greatly dilated and forms a large, rounded, dorsally placed cloacal caecum. In Actinopterygians a urinary bladder of similar morphological import is commonly present. Gonads. — The portion of coelomic lining which gives rise to the reproductive cells retains its primitive relations most nearly in the female, where, as a rule, the genital cells are still shed into the splanchnocoele. Only in Teleostomes (Lepidosteus and most Teleosts) the modification occurs that the ovary is shut off from the splanchnocoele as a closed cavity continuous with its duct. In a few Teleosts (Salmonidae, Muraenidae, Cobitis) the ovary is not a closed sac, its eggs being shed into the coelom as in other groups. The appearance of the ovary naturally varies greatly with the character of the eggs. The portion of coelomic lining which gives rise to the male genital cells (testis) is in nearly, if not quite, all cases, shut off from the splanchnocoele. The testes are commonly elongated in form. In Dipneusti1 (Lepidosiren and Protopterus) the hinder portion of the elongated testis has lost its sperm-producing function, though the spermatozoa produced in the anterior portion have to traverse it in order to reach the kidney. In Polypterus1 the testis is continued backwards as a "testis ridge," which appears to correspond with the posterior vesicular region of the testis in Lepidosiren and Protopterus. Here also the spermatozoa pass back through the cavities of the testis ridge to reach the kidney duct. In the young Teleost3 the rudiment of the duct forms a backward continuation of the 1 T. Graham Kerr, Proc. Zool. Soc. Land. (1901), p. 484. 1 J. S. Budgett, Trans. Zool. Soc. Land. xv. (1901), vol. p. 324. * H. F. Jungersen, Arb. zool. zoot. Inst. Wurzburg, Band ix., 1889. testis containing a network of cavities and opening as a rule posteriorly into the kidney duct. It is difficult to avoid the conclusion that the testis duct of the Teleost is for the most part the equivalent morphologically of the posterior vesicular region of the testis of Polypterus and the Dipneusti. Relations of Renal and Reproductive Organs, (i) Female. — In the Selachians and Dipnoans the oviduct is of the type (Mullerian duct) present in the higher vertebrates and apparently repre- senting a split-off portion of the archinephric duct. At its anterior end is a wide funnel-like coelomic opening. Its walls are glandular and secrete accessory coverings for the eggs. In the great majority of Teleosts and in Lepidosteus the oviduct possesses no coelomic funnel, its walls being in structural con- tinuity with the wall of the ovary. In most of the more primitive Teleostomes (Crossopterygians, sturgeons, Amia) the oviduct has at its front end an open coelomic funnel, and it is difficult to find adequate reason for refusing to regard such oviducts as true Miillerian ducts. On this interpretation the condition characteristic of Teleosts would be due to the lips of the oviduct becoming fused with the ovarian wall, and the duct itself would be a Miillerian duct as elsewhere. A departure from the normal arrangement is found in those Teleosts which shed their eggs into the splanchnocoele, e.g. amongst Salmonidae, the smelt (Osmerus) and capelin (Mallotus) possess a pair of oviducts resembling Mullerian ducts while the salmon possesses merely a pair of genital pores opening together behind the anus. It seems most probable that the latter condition has been derived from the former by reduction of the Mullerian ducts, though it has been argued that the con- verse process has taken place. The genital pores mentioned must not be confused with the ab- dominal pores, which in many adult fishes, par- ticularly inthose without open peritoneal funnels, lead from coelom directly to the exterior in the region of the cloacal opening. These appear to be recent develop- ments, and to have nothing to do morpho- logically with the genito- urinary system.4 (2) Male. — It seems + t,~4 .,-:,**:i:,. ],. *l. From Arch. zool. experimental^, by permission of that primitively the Schleicher Frires. S.S-: male reproductive ele- ments like the female were shed into the coelom and passed thence through the nephridial tubules. In correlation probably with the greatly re- duced size of these elements they are com- monly no longer shed intothesplanchnocoele, FIG. II. — Urino-Genital Organs of the right side in a male Scyllium. (After Borcea.) m.n. i, Anterior (genital) portion of meso- nephros with its coiled duct. m.n. 2, Posterior (renal) portion of meso- nephros. s.s, Sperm sac. T, Testis. u, " Ureter " formed by fusion of collecting tubes of renal portion of mesonephros. u.g.s, Urino-genital sinus; v.s, Vesicula seminalis. but are conveyed from the testis through covered-in canals to the Malpighian bodies or kidney tubules. The system of covered-in canals forms the testicular network, the individual canals being termed vasa efferentia. In all probability the series of vasa efferentia was originally spread over the whole length of the elongated testis (cf. Lepidosteus), but in existing fishes the series is as a rule 4 E. J. Bles, Proc. Roy. Soc. 62, 1897, p. 232. ANATOMY] ICHTHYOLOGY 257 restricted to a comparatively short anteroposterior extent. In Selachians the vasa efferentia are restricted to the anterior end of testis and kidney, and are connected by a longitudinal canal ending blindly in front and behind. The number of vasa efferentia varies and in the rays (Raia, Torpedo) may be reduced to a single one opening directly into the front end of the meso- nephric duct. The anterior portion of the mesonephros is much reduced in size in correlation with the fact that it has lost its renal function. The hinder part, which is the functional kidney, is considerably enlarged. The primary tubules of this region of the kidney have undergone, a modification of high morphological interest. Their distal portions have become much elongated, they are more or less fused, and their openings into the mesonephric duct have undergone backward migration until they open together either into the mesonephric duct at its posterior end or into the urinogenital sinus independently of the mesonephric duct. The mesonephric duct is now connected only with the anterior part of the kidney, and serves merely as a vas deferens or sperm duct. In correlation with this it is somewhat enlarged, especially in its posterior portion, to form a vesicula seminalis. The morphological interest of these features lies in the fact that they represent a stage in evolution which carried a little farther would lead to a complete separation of the definitive kidney (meta- nephros) from the purely genital anterior section of the mesonephros (epididymis), as occurs so characteristically in the Amniota. Dipneusti. — In Lepidosiren l a small number (about half a dozen) of vasa efferentia occur towards the hind end of the vesicular part of the testis and open into Malpighian bodies. 'In Prolopterus the vasa efferentia are reduced to a single one on each side at the extreme hind end of the testis. Teleostomi. — In the actinopterygian Ganoids a well-developed testicular network is present; e.g. in Lepidosteus 2 numerous vasa efferentia arise from the testis along nearly its whole length and pass to a longitudinal canal lying on the surface of the A c r / B Graham Kerr, Proc. Zool. Sac. London. FIG. 12. — Diagram illustrating Connexion between Kidney and Testis in Various Groups of Fishes. A, Distributed condition of vasa D, Direct communication be- efferentia (Acipenser, Lepi- dosteus). tween testis and kidney duct (Polypterus,Te\eosts). B, Vasa efferentia_ reduced to a c.f, Nephrostome leading from few at the hind end (Lepi- Malpighian coelom into dosiren) . C, Reduction qf vasa efferentia to a single one posteriorly (Protopterus). kidney tubule. TI, Functional region of testis. TJ, Vesicular region of testis. WD, Mesonephric duct. kidney, from which in turn transverse canals lead to the Mal- pighian bodies. (In the case of A mia they open into the tubules or even directly into the mesonephric duct.) In the Teleosts and in Poly pier us there is no obvious connexion between testis and kidney, the wall of the testis being continuous with that of its duct, much as is the case with the ovary and its duct in the female. In all probability this peculiar condition is to be 1 J. Graham Kerr, Proc. Zool. Soc. Land. (1901) p. 484. * F. M. Balfour and W. N. Parker, Phil. Trans. (1882). XIV. 9 explained 3 by the reduction of the testicular network to a single vas efferens (much as in Protopterus or as in Raia and various anurous Amphibians at the front end of the series) which has come to open directly into the mesonephric duct (cf. fig. 12). Organs of the Mesenchyme. — In vertebrates as in all other Metazoa, except the very lowest, there are numerous cell elements which no longer form part of the regularly arranged epithelial layers, but which take part in the formation of the packing tissue of the body. Much of this forms the various kinds of connective tissue which fill up many of the spaces between the various epithelial layers; other and very important parts of the general mesenchyme become specialized in two definite directions and give rise to two special systems of organs. One of these is characterized by the fact that the intercellular substance or matrix assumes a more or less rigid character — it may be infiltrated with salts of lime — giving rise to the supporting tissues of the skeletal system. The other is characterized by the inter- cellular matrix becoming fluid, and by the cell elements losing their connexion with one another and forming the characteristic fluid tissue, the blood, which with its well-marked containing walls forms the blood vascular system. Skeletal System. — The skeletal system may be considered under three headings — (i) the chordal skeleton, (2) the carti- laginous skeleton and (3) the osseous skeleton. 1. Chordal Skeleton. — The most ancient element of the skeleton appears to be the notochord — a cylindrical rod composed of highly vacuolated cells lying ventral to the central nervous system and dorsal to the gut. Except in Amphioxus — where the condi- tion may probably be secondary, due to degenerative shortening of the central nervous system — the notochord extends from a point just behind the infundibulum of the brain (see below) to nearly the tip of the tail. In ontogeny the notochord is a derivative of the dorsal wall of the archenteron. The outer layer of cells, which are commonly less vacuolated and form a " chordal epithelium," soon secretes a thin cuticle which ensheaths the notochord and is known as the primary sheath. Within this there is formed later a secondary sheath, like the primary, cuticular in nature. This secondary sheath attains a considerable thickness and plays an important part in strengthen- ing the notochord. The notochord with its sheaths is in existing fishes essentially the skeleton of early life (embryonic or larval). In the adult it may, in the more primitive forms (Cyclostomata, Dipneusti), persist as an important part of the skeleton, but as a rule it merely forms the foundation on which the cartilaginous or bony vertebral column is laid down. 2. Cartilaginous or Chondral Skeleton. — (A) Vertebral column.4 In the embryonic connective tissue or mesenchyme lying just outside the primary sheath of the notochord there are developed a dorsal and a ventral series of paired nodules of cartilage known as arcualia (fig. 13, d.a, v.a). The dorsal arcualia are commonly prolonged upwards by supradorsal cartilages which complete the neural arches and serve to protect the spinal cord. The ventral arcualia become, in the tail region only, also incorporated in complete arches — the haemal arches. In correlation with the flattening of the body of the fish from side to side the arches are commonly prolonged into elongated neural or haemal spines. The relations of the arcualia to the segmentation of the body, as shown by myotomes and spinal nerves, is somewhat obscure. The mesenchyme in which they arise is segmental in origin (sclerotom, which suggests that they too may have been primitively segmental, but in existing fishes there are commonly two sets of arcualia to each body segment. In gnathostomatous fishes the arcualia play a most important part in that cartilaginous tissue derived from them comes into special relationships with the notochord and gives rise to the vertebral column which functionally replaces this notochord in most of the fishes. This replacement occurs according to two different methods, giving rise to the different types of vertebral column known as chordacentrous and arcicentrous. 3 J. Graham Kerr, Proc. Zool. Soc. Land. (1901), p. 495. 4 H. Gadow and E. C. Abbott, Phil. Trans. 186 (1895), p. 163 ICHTHYOLOGY [ANATOMY (a) Chordacentrous type. An incipient stage in the evolution of a chordacentrous vertebral column occurs in the Dipneusti, where cartilage cells from the arcualia become amoeboid and migrate into the substance of the secondary sheath, boring their way through the primary sheath (fig. 13, C). They wander throughout the whole extent of the secondary sheath, colonizing it as it were, and settle down as typical stationary cartilage cells. The secondary sheath is thus converted into a cylinder of cartilage. In Selachians exactly the same thing takes place, but in recent forms development goes a step further, as the cartilage cylinder becomes broken into a series of segments, known as vertebral centra. The wall of each segment becomes much thickened in the middle so that the notochord becomes constricted within each centrum and the space occupied by it From Wiedersheim, Grundriss Gustav Fischer. •vergleichenden Anatomic, by permission FIG. 13. — Diagrammatic transverse sections to illustrate the morphology of the vertebral column. c. Centrum. d.a, Dorsal arcualia. n.a. Neural arch. nc, Notochord. nc.ep, Chordal epithelium. n.sp, Neural spine. sh.i, Primary sheath. sh.2, Secondary sheath. sk.l. Connective tissue. tr.p, Transverse process. v.a. Ventral arcualia. A, Primitive conditions as seen in any young embryo. B, Condition as it occurs in Cyclostomata, sturgeons, embryos of bony Actino- pterygians. C, Condition found in Sela- chians and Dipnoans. D and E, Illustrating the de- velopmental process in bony Actinopterygians and higher vertebrates. is shaped like the cavity of a dice-box. When free from noto- chord and surrounding tissues such a cartilaginous centrum presents a deep conical cavity at each end (amphicoelous) . _ A secondary modification of the centrum consists in the calcifica- tion of certain zones of the cartilaginous matrix. The precise arrangement of these calcified zones varies in different families and affords characters which^are of taxonomic importance in palaeont- ology where only skeletal structures are available (see SELACHIANS). (b) Arcicentrous type. Already in the Selachians the verte- bral column is to a certain extent strengthened by the broadening of the basis of the arcualia so as partially to surround the centra. In the Teleostomes, with the exceptions of those ganoids mentioned, the expanded bases of the arcualia undergo complete fusion to form cartilaginous centra which, unlike the chorda- centrous centra, lie outside the primary sheath (figs. 13, D and E). In these forms no invasion of the secondary sheath by cartilage cells takes place. The composition of the groups of arcualia which give rise to the individual centrum is different in different groups. The end result is an amphicoelous or bicon- cave centrum in general appearance much like that of the Sela- chian. In Lepidosteus the spaces between adjacent centra become filled by a secondary development of intervertebral cartilage which then splits in such a way that the definitive vertebrae are opisthocoelous, i.e. concave behind, convex in front. Ribs. — In the Crossopterygians a double set of " ribs " is present on each side of the vertebral column, a ventral set lying immediately outside the splanchnocoelic lining and apparently serially homologous with the haemal arches of the caudal region, and a second set passing outwards in the thickness of the body wall at a more dorsal level. In the Teleostomes and Dipnoans only the first type is present; in the Selachians only the second. It would appear that it is the latter which is homologous with the ribs of vertebrates above fishes. Median Fin Skeleton. — The foundation of the skeleton of the median fins consists of a series of rod-like elements, the radialia, each of which frequently is segmented into three portions. In a few cases the radialia correspond segmentally with the neural and haemal arches (living Dipnoans, Pleur acanthus tail region) and this suggests that they represent morphologically pro- longations of the neural and haemal spines. That this is so is rendered probable by the fact that we must regard the evolution of the system of median fins as commencing with a simple flattening of the posterior part of the body. It is only natural to suppose that the edges of the flattened region would be at first supported merely by prolongations of the already existing spinous processes. In the Cyclostomes (where they are branched) and in the Selachians, the radialia form the main supports of the fin, though already in the latter they are reinforced by a new set of fin rays apparently related morphologically to the osseous or placoid skeleton (see below). The series of radialia tends to undergo the same process of local concentration which characterizes the fin-fold as a whole. In its extreme form this leads to complete fusion of the basal portions of a number of radialia (dorsal fins of Holoptychius and various Selachians, and anal fin of Pleur acanthus). In view of the identity in function it is not surprising that a remarkable resemblance exists between the mechanical arrangements (of skeleton, muscles, &c.), of the paired and unpaired fins. The resemblance to paired fins becomes very striking in some of the cases where the basal fusion mentioned above takes place (Pleuracanthus). (B) Chondrocranium1. — In front of the vertebral column lies the cartilaginous trough, the chondrocranium, which pro- tects the brain. This consists of a praechordal portion — as/. p. pi: Trans. Roy. Sac. Edinburgh. FIG. 14. — Chondrocranium of a young Lepidosiren, showing the suspension of the lower jaw by the upper portion of the mandibular arch. (After Agar.) H, Hyoid arch. q, Quadrate = upper end of mandibular M, Mandibular arch. arch. o.a, Occipital arch. tr, Trabecula. ot. Auditory capsule. The palato-pterygoid bar (p.pt) is represented by a faint vestige which disappears before the stage figured. developed out of a pair of lateral cartilaginous rods — the tra- beculae cranii — and a parachordal portion lying on either side of the anterior end of the notochord. This arises in development 1 For development cf . Gaupp in Hertwig's Handbuch der Entwicke- lungslehre. ANATOMY] ICHTHYOLOGY 259 from a cartilaginous rod (parachordal cartilage) lying on each side of the notochord and possibly representing a fused row of dorsal arcualia. The originally separate parachordals and trabeculae become connected to form a trough-like, primitive cranium, complete or nearly so laterally and ventrally but open dorsally. With the primitive cranium there are also connected cartilaginous capsules developed round the olfactory and auditory organs. There also become fused with the hinder r. - M. c.h. After W. K. Parker, Trans. Zool. Soc. London. After Gegenbaur, Untersuchungen zur verg. Anal, der Wirbelticre, by permission of Wilhelm Engelmann. C, After Hubrecht, Brown's Ticrreich, by permission of Gustav Fischer. FIG. 15. — Chondrocranium, &c. of Scyllium (A), Notidanus cinereus (B) and Chimaera (C). Br.A, Branchial arches. olf, c.h, Ceratohyal. ot, e.p.l, Ethmopalatine ligament. p.pt, Hm, Hyomandibular. p.s.l, M, Meckel's cartilage. r, o, Orbit. Olfactory capsule. Auditory capsule. Palato-pterygoid bar. Prespiracular ligament. Rostrum. end of the cranium a varying number of originally distinct neural arches. (C) Visceral Arches. — The skeleton of the visceral arches con- sists essentially of a series of half -hoops of cartilage, each divided in the adult into a number of segments and connected with its fellow by a median ventral cartilage. The skeleton of arches I. and II. (mandibular and hyoidean) undergoes modifications of special interest (figs. 14 and 15). The lower portion of the mandibular arch becomes greatly thickened to support the lower or hinder edge of the mouth. It forms the primitive lower jaw or " Meckel's cartilage." Dorsal to this an outgrowth arises from the anterior face of the arch which supports the upper or anterior margin of the mouth: it is the primitive upper jaw or palato-pterygoquadrate cartilage. The portion of the arch dorsal to the palato-pterygo-quadrate outgrowth may form the suspensorial apparatus of the lower jaw, being fused with the cranium at its upper end. This relatively primitive con-arrange- ment (protostylic, as it may be termed) occurs in Dipneusti among fishes (cf. fig. 14). More usually this dorsal part of the mandibular arch becomes reduced, its place being occupied by a ligament (pre- spiracular) uniting the jaw apparatus to the chondrocranium, the upper jaw being also attached to the chondrocranium by the ethmopalatine ligament situated more anteriorly. The main attachment, how- ever, of the jaws to the chondrocranium in such a case, as holds for the majority of fishes, is through the enlarged dorsal segment of the hyoid arch (hyomandibular) which articulates at its dorsal end with the chondrocranium, while its ventral end is attached to the hinge region of the jaw by stout ligamentous bands. A skull in which the jaws are suspended in this manner is termed a hyostylic skull (e.g. Scyllium in fig. 15). In Notidanus (fig. 15, B) there is a large direct articulation of the upper jaw to the chondrocranium in addition to the indirect one through the hyomandibular: such a skull is amphistylic. In Heterodontus the upper jaw is firmly bound to the cranium throughout its length, while in Holocephali (fig. 15, C) complete fusion has taken place, so that the lower jaw appears to articulate directly with the cranium (" auto stylic " condition). In Dipneusti * (Lepidosiren and Protopterus) the cartilaginous upper jaw never develops (except in its hinder quadrate por- tion) beyond the condition of a faint rudi- ment, owing doubtless to its being replaced functionally by precociously developed bone. (D) A ppendicular Skeleton. — Theskeleton FIG. 16. — Fore-limb of the free part of the limb is attached to of Ceratodus. the limb girdle which lies embedded in the musculature of the body. Each limb girdle is probably to be looked upon as consisting, like the skeleton of the visceral arches, of a pair of lateral half-hoops of cartilage. While in Pleur acanthus the lateral halves are distinct (and segmented like the branchial arches), in living Selachians generally the two halves are completely fused ventrally with one another. The part of the girdle lying dorsal to the articulation of the limb is termed scapular in the case of the pectoral limb, iliac in the case of the pelvic, while the ventral portions are known respectively as coracoid and ischio-pubic. In most Teleostomes the primitive pelvic girdle does not develop; in the Dipneusti it is represented by a median un- paired cartilage. The skeleton of the free limb is probably seen in its most archaic form amongst existing fishes in the biserial FlG. i-j.—a, Skeleton of pec- archipterygium of Ceratodus toral limb of Pleuracanthus. (From (fig. 16). This is indicated by Gegenbaur, after Fritsch.) b, the relative predominance of Skeleton of pectoral limb of , *;. , Acanthias. (After Gegenbaur.) this type of fin amongst the geologically more ancient fishes. The biserial archipterygium consists of a segmented axial rod, bearing a praeaxial and a postaxial series of jointed rays. In Protopterus and Lepidosiren the limbs are reduced and the lateral rays have less (Protopterus) or more (Lepidosiren) completely disappeared. 1 Cf. W. E. Agar, Trans. Roy. Soc. Edin. xlv. (1906), 49. 26o ICHTHYOLOGY [ANATOMY In such an archaic Selachian as Pleuracanthus the fin is clearly of the biserial archipterygial type, but the lateral rays are reduced (pectoral) or absent (pelvic) (fig. 17, a) on one side of the axis. In a typical adult Selachian the. pectoral fin skeleton From Budget!, Trans, Zool. Soc. London, xvi, part vii. From Wiedersheim's Verg. Anat. der Wirbeltiere, by permission of Gustav Fischer. FIG. 18. — Skeleton of Pectoral Limb of Polypterus. a, 30 mm. larva, b, Adult. has little apparent resemblance to the biserial archipterygium — the numerous outwardly directed rays springing from a series of large basal cartilages (pro-, meso- and meta-pterygium). The condition in the young (e.g. fig. 17, b, Acanthias) hints strongly, however, at the possibility of the fin skeleton being really a modified biserial archiptery- gium, and that the basal cartilages represent the greatly enlarged axis which has become fixed back along the side of the body. In Crossopterygians (Polypterus) the highly From Wiedersheim's peculiar fin skeleton (fig. 18) while still in tier*' "by ^permission'^'of tne embryonic cartilaginous stage is clearly Guitkv Fischer. referable to a similar condition. In the FIG. 19. Skeleton Actinopterygians — with the increased de- of Pectoral Fin of velopment of dermal fin rays — there comes Amia. about reduction of the primitive limb skeleton. The axis becomes particularly reduced, and the fin comes to be attached directly to the pectoral girdle by a number of basal pieces (Teleosts) probably representing vestigial rays (cf. fig. 19). Views on the general morphology of the fin skeleton are strongly affected by the view held as to the mode of evolution of the fins. By upholders of the lateral fold hypothesis the type of fin skeleton described for Cladoselache1 is regarded as particularly primitive. It is, however, by no means clear that the obscure basal structures figured (Fig. 20) in this fin do not really represent the pressed back axis as in Pleuracanthus. The pelvic fin skeleton, while built obviously on the same plan as the pectoral, is liable to much modification and frequently degeneration. Osseous or Bony Skeleton. — The most ancient type of bony skeleton appears to be represented in the placoid elements such as are seen in the skin of the Sela- chian (fig. 21). Each placoid element consists of a spine with a broadly expanded base embedded in the dermis. The base is composed of bone: the spine FIG. 21.— Placoid of ^ somewhat elements of a male modified bone Thorn-back, Raia known as dentine. clavata. From Bashford Dean, Mem. N.Y. Acad. of Science. FIG. 20. — Skeleton of Pectoral Fin of Cladose- lache. Ensheathing the tip of the spine is a layer of extremely hard enamel formed by the inner surface of the ectoderm which originally covered it. Such typical placoid 1 Bashford Dean, Journ. Morph. ix. (1894) 87, and Trans. New York Acad. Sci. xiii. (1894) 115. scales are well seen on any ordinary skate. In the groups of fishes above the Selachians, the coating of placoid elements shows various modifications. The spines disappear, though they may be present for a time in early development. The bony basal plates tend to undergo fusion — in certain cases they form a continuous bony cuirass (various Siluroids, trunk-fishes) formed of large plates jointed together at their edges. More usually the plates are small and regular in size. In Crossopterygians and Lepidosteus and in many extinct forms the scales are of the ganoid type, being rhomboidal and having their outer layer composed of hard glistening ganoine. In other Teleostomes the scales are as a rule thin, rounded and overlapping — the so- called cycloid type (fig. 22, A); where the posterior edge shows toothlike projections the scale is termed ctenoid (fig. 22, B). In various Teleosts the scales are vestigial (eel); in others (as in most electric fishes) they have completely disappeared. Teeth. — Certain of the placoid elements belonging to that part of the skin which gives rise to the lining of the stomodaeum have their spines enlarged or otherwise modified to form teeth. In the majority of fishes these remain simple, conical structures: in some of the larger sharks (Carcharodon) they become flattened into trenchant blades with serrated edges: in certain rays (Myliobatis) they form a pavement of flattened plates suited for crushing molluscan shells. In the young Neoceratodus* B FIG. 22. — A, Cycloid Scale of Scopelus resplendens (magn.). Ctenoid Scale of Lethrinus (magn.). there are numerous small conical teeth, the bases of which become connected by a kind of spongework of bony trabeculae. As development goes on a large basal mass is formed which becomes the functional tooth plate of the adult, the original separate denticles disappearing completely. In the other two surviving Dipnoans, similar large teeth exist, though here there is no longer trace in ontogeny of their formation by the basal fusion of originally separate denticles. In the Selachians the bony skeleton is restricted to the placoid elements. In the Teleostomes and the Dipnoans the original cartilaginous skeleton becomes to a great extent unsheathed or replaced by bony tissue. It seems highly probable that the more deeply seated osseous elements occurring in these as in the higher groups arose in the course of evolution by the spreading inwards of bony trabeculae from the bases of the placoid elements. Such a method has been demonstrated as occurring in individual development in the case of certain of the more superficially placed bones.3 The placoid element with its cap of enamel secreted by the ecto- derm is probably originally derived from a local thickening of the basement membrane which with the external cuticle may be looked on as the most ancient skeletal structure in the Metazoa. The basal plate appears to have been a later development than the spine; in the palaeozoic Coelolepidae * the basal plate is apparently not yet developed. Only a brief summary can be given here of the leading features in the osteology of fishes. Care must be taken not to assume that bony elements bearing the same name in fishes and in other groups, or even in the various sub-divisions of the fishes, are necessarily strictly homologous. In all probability bony elements occupying similar positions and described by the same anatomical 2 R. Semon, Zool. Forschungsreisen, Band i. § 115. 8 O. Hertwig, Arch. mikr. Anat. xi. (1874). 4 R. H. Traquair, Trans. Roy. Soc. Edin. xxxix. (1899). ANATOMY] ICHTHYOLOGY 261 V.F.R name have been evolved independently from the ancestral covering of placoid elements. Teleostei. — It will be convenient to take as the basis of our description the bony skeleton of such a Teleostean fish as the salmon. In the vertebral column all the cartilaginous elements are replaced by bone. The haemal spines of the turned-up tip of the tail are flattened (hypural bones) and serve to support the caudal fin rays. In Argyropclecus and in one or two deep-sea forms the vertebral column remains cartilaginous. Apart from the ossification of the radialia which takes place in the adults of bony fishes there exist special supporting structures in the fins (paired as well as median) of all the gnathostomatous fishes and apparently in nature independent of the cartilaginous skeleton. These are known as dermal fin-rays.1 Morphologically they are probably to be looked on (like placoid elements) as local exaggerations of the base- ment membrane. In their detailed characters two main types of dermal fin-ray may be recognized. The first of these are horny unjointed rays and occur in the fins of Selachians and at the edge of the fins of Teleostomes (well seen in the small pos- terior dorsal or " adipose " fin, particularly in Siluroids). The second type of dermal fin-ray is originally arranged in pairs and forms the From Parker & Has- main supports of the fin in the adult Teleost Text-book o! (fig. 23). The members of each pair are in by permission c]Ose contact except proximally where they . Macmillan & separate and embrace the tip of one of the radialia. The fin-rays of this second type are frequently branched and jointed : in other cases they form unbranched rigid spines. In the angler or fishing-frog (Lophius) the anterior rays of the dorsal fin become greatly pit \ well's Text-book Zoology, of Messrs. Co., Ltd. FIG. 23. — One of the radialia of the salmon, consisting of three segments, s ' "2 > P g < elongated to form small fishing-rods, from ml fin rav D FR wh.ich dePend bait-'ike lures for &e attraction of its prey. In the skull of the adult salmon it is seen that certain parts of the chondrocranium (fig. 24) have been replaced by bone (" cartilage bones ") while other more superficially placed bones ("membrane bones") cover its surface (fig. 25). Of cartilage bones four are developed round the foramen magnum — the basioccipital, supraoccipital and two exoccipitals. In front of tataee — From Wiedersheim, Verg. Anal, der Wirbeltiere, by permission of Gustav Fischer. FIG. 24. — Chondrocranium of Salmon, seen from the right side. alsph, basocc, ekteth, epiot, exocc, fr, opisth, Alisphenoid. Basioccipital. Lateral ethmoid. Epiotic. Exoccipital. Frontal. Opisthotic. orbsph, Orbitosphenoid. proot, Prootic. psph, Parasphenoid. Pterotic. Supra occipital. Sphenotic. Vomer. ptero, socc, sphot, ve, the basioccipital is the basisphenoid with an alisphenoid on each side. The region (presphenoidal) immediately in front of the basisphenoid is unossified, but on each side of it an orbitosphenoid is developed, the two orbitosphenoids being closely approximated in the mesial plane and to a certain extent fused, forming the upper part of the interorbital septum. In the anterior or ethmoidal portion of the cranium the only cartilage bones are a 1 Cf. E. S. Goodrich, Quart. Journ. Micr. Sci. xlvii. (1904), 465. pair of lateral ethmoids lying at the anterior boundary of the orbit. A series of five distinct elements are ossified in the wall of the auditory or otic capsule, the prootic and opisthotic more ventrally, and the sphenotic, pterotic and epiotic more dorsally. The roof of the cranium is covered in by the following dermal bones — parietals (on each side of the supraoccipital), f rentals, dermal ethmoid and small nasals, one over each olfactory organ. The floor of the cranium on its oral aspect is ensheathed by the large parasphenoid and the smaller vomer in front of and over- lapping it. The cartilaginous lower jaw is ossified posteriorly to form the articular (fig. 25) with a small membrane bone, the angular, ventral to it, but the main part of the jaw is replaced functionally by a large membrane bone which ensheaths it — • the dentary — evolved in all probability by the spreading out- wards of bony tissue from the bases of the placoid elements (teeth) which it bears. The original upper jaw (palato-pterygoid bar) is replaced by a chain of bones — palatine in front, then rpiot ,ympt ^y*' branfhiosT dent art pmeojj From Wiedersheim, Verg. Anal, der Wirbeltiere, by permission of Gustav Fischer. FIG. 25. — Complete Skull of Salmon from left side. art. Articular. branchiost, Branchiostegal. dent, Dentary. epiot, Epiotic. eth, Dermal ethmoid. fr. Frontal. Hyomandibular. hyom, inlop. Jug, mpt, mtpt, mx, nas, Interopercular. Mesopterygoid. Metapterygoid. Maxilla. Nasal. Opercular. Palatine. Parietal. Premaxilla. Preopercular. Pterygoid. Pterotic. Quadrate. socc, Supraoccipital. sphot, Sphenotic. subop, Subopercular. sympl, Symplectic. Zunge, Tongue. op, pal, par, pmx, preop, Pt, pier, Quad, pterygoid and mesopterygoid, and posteriorly metapterygoid and quadrate, the latter giving articulation to the articular bone of the lower jaw. These representatives of the palatopterygoid bar no longer form the functional upper jaw. This function is performed by membrane bones which have appeared external to the palatopterygoid bar — the premaxilla and maxilla — which carry teeth — and the small scale-like jugal behind them. The quadrate is suspended from the skull as in the Selachians (hyo- stylic skull) by the upper portion of the hyoid arch — here represented by two bones — the hyomandibular and symplectic. The ventral portion of the hyoid arch is also represented by a chain of bones (stylohyal, epihyal, ceratohyal, hypohyal and the ventral unpaired basihyal) , as is also each of the five branchial arches behind it. In addition to the bony elements belonging to the hyoid arch proper a series of membrane bones support the opercular flap. Ventrally there project backwards from the ceratohyal a series of ten overlapping branchiostegal rays, while more dorsally are the broader interopercular, subopercular and opercular. In addition to the bones already enumerated there is present a ring of circumorbital bones, a preopercular, behind and external to the hyomandibular and quadrate, and squamosal, external to the hinder end of the auditory capsule. 262 ICHTHYOLOGY [ANATOMY In the salmon, pike, and various other Teleosts, extensive regions of the chondrocranium persist in the adult, while in others (e.g. the cod) the replacement by bone is practically complete. Bony elements may be developed in addition to those noticed in the salmon. In the sturgeon the chondrocranium is ensheathed by numerous membrane bones, but cartilage bones are absent. In the Crosso- pterygians * the chondrocranium persists to a great extent in the adult, but portions of it are replaced by cartilage bones — the most interesting being a large sphenethmoid like that of the frog. Numer- ous membrane bones cover the chondrocranium externally. In the Dipneusti2 the chondrocranium is strengthened in the adult by numerous bones. One of the most characteristic is the great palatopterygoid bone which develops very early by the spreading of ossification backwards from the tooth bases, and whose early development probably accounts for the non-development of the palatopterygoid cartilage. Appendicidar Skeleton. — The primitive pectoral girdle, which in the Dipneusti is strengthened by a sheath of bone, becomes in the Teleostomes reduced in size (small scapula and coracoid bones) and replaced functionally by a secondary shoulder girdle formed of superficially placed membrane bones (supraclavicular and cleithrum or " clavicle," with, in addition in certain cases, an infraclavicular and one or two postclavicular elements), and connected at its dorsal end with the skull by a post-temporal bone. The pelvic girdle is in Teleostomes completely absent as a rule. The skeleton of the free limb undergoes ossification to a less or greater extent in the Teleostomes. In Polypterus the pectoral fin (fig. 18, B) shows three ossifications in the basal part of the fin — pro-, meso- and metapterygium. Of these the metapterygium probably represents the ossified skeletal axis: while the propterygium and also the numerous diverging radials probably represent the lateral rays of one side of the archi- pterygium. In the Teleostomes the place of the pelvic girdle is taken functionally by an element apparently formed by the fusion of the basal portions of several radials. Vascular System. — The main components of the blood vascular system in the lower vertebrates are the following: (i) a single or ' double dorsal aorta lying between the enteron and note- chord; (2) a ventral vessel lying beneath the enteron; and (3) a series of paired hoop-like aortic arches connecting dorsal and ventral vessels round the sides of the pharynx. The blood- stream passes forwards towards the head in the ventral vessel, dorsalwards through the aortic arches, and tailwards in the dorsal aorta. The dorsal aorta is single throughout the greater part of its extent, but for a greater or less extent at its anterior end (circulus cephalicus) it consists of two paired aortic roots. It is impossible to say whether the paired or the unpaired condition is the more primitive, general morphological conditions being in favour of the latter, while embryological evidence rather supports the former. The dorsal aorta, which receives its highly oxygenated blood from the aortic arches, is the main artery for the distribu- tion of this oxygenated blood. Anteriorly the aortic roots are continued forwards as the dorsal carotid arteries to supply the head region. A series of paired, segmentally-arranged arteries pass from the dorsal aorta to supply the muscular body wall, and the branches which supply the pectoral and pelvic fins (subclavian or brachial artery, and iliac artery) are probably specially enlarged members of this series of segmental vessels. Besides these paired vessels a varying number of unpaired branches pass from dorsal aorta to the wall of the alimentary canal with its glandular diverticula (coeliac, mesenteric, rectal). The ventral vessel undergoes complicated changes and is represented in the adults of existing fishes by a series of important structures. Its post-anal portion comes with the atrophy of the post-anal gut to lie close under the caudal portion of the dorsal aorta and is known as the caudal vein. This assumes a secondary connexion with, and drains its blood into, the posterior cardinal veins (see below). In the region between cloaca and liver the ventral vessel becomes much branched or even reticular and — 1 R. H. Traquair, Journ. Anal. Phys. v. (1871) 166; J. S. Budgett, Trans. Zool. Soc. Land. xvi. 315. «T. W. Bridge, Trans. Zool. Soc. Land. xiv. (1898) 350; W. E. Agar, op. cit. serving to convey the food-laden blood from the wall of the enteron to the capillary network of the liver — is known as the hepatic portal vein. The short section in front of the liver is known as the hepatic vein and this conveys the blood, which has been treated by the liver, into a section of the ventral vessel, which has become highly muscular and is rhythmically contrac- tile. This enlarged muscular portion, in which the contractility — probably once common to the main vessels throughout their extent — has become concentrated, serves as a pump and is known as the heart. Finally the precardiac section of the ventral vessel — the ventral aorta — conveys the blood from heart to aortic arches. In addition to the vessels mentioned a large paired vein is developed in close relation to the renal organ which it serves to drain. This is the posterior cardinal. An anterior prolongation (anterior cardinal) serves to drain the blood from the head region. From the point of junction of anterior and posterior cardinal a large transverse vessel leads to the heart (ductus Cuvieri). Heart. — Originally a simple tube curved into a somewhat S-shape, the heart, by enlargements, constrictions and fusions of its parts, becomes converted into the complex, compact heart of the adult. In this we recognize the following portions — (i) Sinus venosus, (2) Atrium, (3) Ventricle. A fourth chamber, the conus arteriosus, the enlarged and contractile hinder end of the ventral aorta, is also physiologically a part of the heart. The sinus venosus receives the blood from the great veins (ductus Cuvieri and hepatic veins). It — like the atrium which it enters by an opening guarded by two lateral valves — has thin though contractile walls. The atrium is as a rule single, but in the Dipnoans, in corre- lation with the importance of their pulmonary breathing, it is incompletely divided into a right and a left auricle. In Neoceratodus the incomplete division is effected by the presence of a longitudinal shelf projecting into the atrial cavity from its posterior wall. From Boas, Lehrbuch der Zoologic, by per- mission of Gustav Fischer. FIG. 26. — Diagram to illustrate the condition of the Conus in an Elasmobranch (A), Amia (B) and a, Atrium. b.a, Bulbus aortae. c.a, Conus arteriosus. s.v, Sinus venosus. v, v'. Valves. v.a, Ventral aorta. vt, Ventricle. The opening of the sinus a typical Teleost (C). venosus is to the right of this shell, that of the pulmonary vein to the left. In Prototerus and Lepidosiren a nearly com- plete septum is formed by the fusion of trabeculae, there being only a minute opening in it posteriorly. The atrium opens by a wide opening guarded by two or more flap valves provided with chordae tendineae into the ventricle. The ventricle, in correspondence with it being the main pumping apparatus, has its walls much thickened by the develop- ment of muscular trabeculae which, in the lower forms separated by wide spaces in which most of the blood is contained, become in the Teleostomes so enlarged as to give the wall a compact character, the spaces being reduced to small scattered openings on its inner surface. In the Dipnoans the ventricle, like the atrium, is incompletely divided into a right and left ventricle. In Ceratodus this is effected by an extension of the interauricular shelf into the ventricle. In Lepidosiren the separation of the two ventricles is complete but for a small perforation anteriorly, the heart in this respect showing a closer approximation to the condition in the higher vertebrates than is found in any Am- phibians or in any reptiles except the Crocodilia. The conus arteriosus is of interest from the valvular arrangements in its interior to prevent regurgitation of blood from ventral aorta into ventricle. In their simplest condition, as seen e.g. in an embryonic Selachian, these arrangements consist of three, four or more prominent longitudinal ridges projecting into the lumen of the conus, and serving to obliterate the lumen when jammed ANATOMY] ICHTHYOLOGY 263 ,ov v together by the systole of the conus. As development goes on each of these ridges becomes segmented into a row of pocket valves with their openings directed anteriorly so that regurgita- tion causes them to open out and occlude the lumen by their free edges meeting. Amongst the Teleostomes the lower ganoids show a similar development of longitudinal rows of valves in the conus. In Amia (fig.26, B), however, the conus is shortened and the number of valves in each longitudinal row is much reduced. This leads to the condition found in the Teleosts (fig. 26, O), where practically all trace of the conus has disappeared, a single circle of valves representing a last survivor of each row (save in a few exceptional cases, e.g. Albula, Tarpon, Osteoglossum, where two valves of each row are present). In front of the conus vestige of the Teleost there is present a thick walled bulbus aortae differing from the conus in not being rhythmically contractile, its walls being on the contrary richly provided with elastic tissue. The Dipnoans1 show an im- portant advance in the conus as in atrium and ventricle. The conus has a characteristic spiral twist. Within it in Neoceralodus are a number of longtitudinal rows of pocket valves. One of these rows is marked out by the very large size of its valves and by the fact they are not distinct from one another but even in the adult form a continuous, spirally - running, longitudinal fold. This ridge pro- jecting into the lumen of the conus divides it incompletely into two After Newton Parker, from Trans, channels, the one beginning (i.e. at ef^RoyaUri^Academy.vcL^ .^ hjnder end) Qn ^ fc/, gjde and of Pr'olopUrus, Ts^en^rom ending in front Centrally, the other beginning on the right and ending dorsally. In Protopterus a similar condition occurs, only in the front end of the conus a second spiral fold is present opposite the first and, meeting this, completes the division of the conus cavity into two separate parts. The rows of pocket valves which do not enter into the formation of the spiral folds are here greatly reduced. These arrangements in the conus of the Dipnoans are of the highest morphological interest, pointing in an unmistakable way towards the condition found in the higher lung- breathing vertebrates. Of the two conus is partially divided in the f.V a. Atrium. ac, Anterior cardinal. an.v, Anastomotic vein. Intestine. Caudal vein. Femoral vein. Gall-bladder. Hepatic vein. Inferior jugular vein. Posterior vena cava. Kidney. Liver. Ovarian veins. Pericardium. 'p.c.v, Left posterior cardinal. p.v', Parietal veins. r.p.v. Renal portal, i, Stomach. s.b.v, Subclavian. the C, c.v, h.v, i.j.v, i.v.c, ft, /, ov.v, p. cavities into which Dipneusti the one which begins posteriorly on the right receives the (venous) blood from the right side of the heart, and ending up anteriorly dorsal to the other cavity communicates only with aortic arches V. and VI. In the higher vertebrates this cavity has become completely split off to form the root of the pulmonary arteries, and a result of aortic arch V. receiving its blood along with the functionally much more im- portant VI. (the pulmonary arch) from this special part of the conus has been the almost complete disappearance of this arch (V.) in all the higher vertebrates. Arterial System. — There are normally six aortic arches laid down corresponding with the visceral arches, the first (mandi- 1 J. V. Boas, Morphol. Jahrb. vi. (1880). bular) and second (hyoidean) undergoing atrophy to a less or greater extent in post-embryonic life. Where an external gill is present the aortic arch loops out into this, a kind of short- circuiting of the blood-stream taking place as the external gill atrophies. As the walls of the clefts assume their respiratory function the aortic arch becomes broken into a network of capillaries in its respiratory portion, and there is now distinguished a ventral afferent and a dorsal efferent portion of each arch. Complicated developmental changes, into which it is unnecessary to enter,2 may lead to each efferent vessel draining the two sides of a single cleft instead of the adjacent walls of two clefts as it does primitively. In the Crossopterygians and Dipnoans as in the higher vertebrates the sixth aortic arch gives off the pulmonary artery to the lung. Among the Actino- pterygians this, probably primi- tive, blood-supply to the lung (swim-bladder) persists only in Amia. Venous System. — The most interesting variations from the general plan outlined have to do with the arrangements of the posterior cardinals. In the Selachians these are in their anterior portion wide and sinus- like, while in the region of the kidney they become broken into a sinusoidal network supplied by the postrenal portion now known as the renal portal vein. In the Teleostomes the chief noteworthy feature is the ten- dency to asymmetry, the right posterior cardinal being fre- quently considerably larger ', , ,. f j than the left and connected with it by transverse anasto- motic vessels, the result being that most of the blood from the two kidneys passes forwards by the right 'posterior cardinal. The Dipnoans (fig. 27) show a similar asymmetry, but here the anterior end of the right pos- terior cardinal disappears, being replaced functionally by a new vessel which conveys the blood from the right posterior cardinal direct to the sinus venosus instead of to the outer end of the ductus Cuvieri. This new vessel is the posterior vena cava which thus in the series of vertebrates appears for the first time in the Dipneusti. Pulmonary Veins. — In Polypterus (fig. 28) the blood is drained from the lungs by a pulmonary vein on each side which unites in front with its fellow and opens into the great hepatic vein behind the heart. In the Dipnoans the conjoined pulmonary veins open directly into the left section of the atrium as in higher forms. In the Actinopterygians with their specialized air- bladder the blood passes to the heart via posterior cardinals, or hepatic portal, or — a probably more primitive condition — directly into the left ductus Cuvieri (Amia). Lymphatics. — More or less irregular lymphatic spaces occur in the fishes as elsewhere and, as in the Amphibia, localized muscular developments are present forming lymph hearts. Central Nervous System. — The neural tube shows in very early stages an anterior dilated portion which forms the rudiment of the brain in contradistinction to the hinder, narrower part which forms the spinal cord. This enlargement of the brain is correlated with the increasing predominance of the nerve 1 Cf. F. Hochstetter in O. Hertwig Handbuch der Entwickelungs- lehre. FIG. 28. — Venous System of Polypterus 30 mm. larva (dorsal view). a.c.v, Anterior cardinal vein. d.C, Ductus Cuvieri. h.v, Hepatic vein. i.j.v, Inferior jugular vein. ir.v, Inter-renal vein. l.v, Lateral cutaneous vein. p.c.v, Posterior cardinal vein. p.n, Pronephros. Pulmonary vein. Subclavian vein. Sinus venosus. Thyroid. Vein from pharyngeal wall. Anterior portion of left pos- terior cardinal vein. p.v, s, s.v, th, I' 264 ICHTHYOLOGY [ANATOMY centres at the anterior end of the body which tend to assume more and more complete control over those lying behind. Spinal Con/.— A remarkable peculiarity occurs in the sun fishes (Molidae), where the body is greatly shortened and where the spinal cord undergoes a corresponding abbreviation so as to be actually shorter than the brain. Brain. — It is customary to divide the brain into three main regions, fore-, mid-, and hind-brain, as in the most familiar vertebrates there is frequently seen in the embryo a division of the primitive brain dilatation into three vesicles lying one behind the other. A consideration of the development of the brain in the various main groups of vertebrates shows that these divisions are not of equal importance. In those archaic groups where the egg is not encumbered by the presence of a large mass of yolk it is usual for the brain to show in its early stages a division into two main regions which we may term the primitive fore-brain or cerebrum and the primitive hind-brain or rhombencephalon. Only later does the hinder part of the primitive fore-brain become marked off as mid-brain. In the fully developed brain it is customary to recognize the series of regions indicated below, though the boundaries between these regions are not mathematical lines or surfaces any more than are any other biological boundaries: — {Myelencephalon (Medulla oblon- gata). Metencephalon (Cerebellum). ("Mesencephalon (Mid-brain). Cerebrum (Primitive Fore-brain)-! Thalamencephalon(Diencephalon). [[Hemispheres (Telencephalon).] The myelencephalon or medulla oblongata calls for no special remark, except that in the case of Torpedo there is a special upward bulging of its floor on each side of the middle line forming the electric lobe and containing the nucleus of origin of the nerves to the electric organ. The cerebellum occurs in its simplest form in lampreys and Dipnoans (fig. 29, C), where it forms a simple band-like thickening of the anterior end of the roof of the hind-brain. In Selachians .0.1 • A B A and B from Wiedersheim, by permission of Gustav Fischer. FlG. 29. — Brain of Scyllium (A), Salmo (B) and Lepidosiren (C). The three figures are not drawn to the same scale. cer. Cerebellum. G.p, Pineal body. c.h, Cerebral hemisphere. m.b, Roof of mid-brain, optic th, Thalamencephalon. lobes, tectum opticum. f.b, Primitive fore-brain (in B the o.l, Olfactory lobe. line points to the thickened wall of the fore-brain, the so-called " basal ganglia "). IV.f, Fourth ventricle. it is very large and bulges upwards, forming a conspicuous organ in a dorsal view of the brain (fig. 29, A). In Teleosts (fig. 29, B) the cerebellum is also large. It projects back as a great tongue- like structure over the roof of the fourth ventricle, while in front it dips downwards and projects under the roof of the mid-brain forming a highly characteristic valvula cerebelli. A valvula cerebelli occurs also in ganoids, while in the Crossopterygians a similar extension of the cerebellum projects backwards into the IV. ventricle or cavity of the hind-brain (fig. 30). The mesencephalon is a conspicuous structure in the fishes from its greatly developed roof (tectum opticum) which receives the end pencils of the optic nerve. Normally it projects upwards as a pair of large optic lobes, but in the Dipnoans (fig. 29, C) the lateral thickening is not sufficiently great to cause obvious lateral swellings in external view. The thalamencephalon is one of the most interesting parts of the brain from its remarkable uniformity throughout the Vertebrata. Even in Amphioxus the appearance of a sagittal section strongly suggests vestiges of a once present thalamen- cephalon.1 The roof — like that of the myelencephalon — remains t.0. a.c, 'o.c. O..C. FIG. 30. — Median Longitudinal Section through the brain of Lepidosiren and Polypterus. In the upper figure (Lepidosiren) the habenular ganglion and hemisphere are shown in outline though not actually present in a median section. Anterior commissure. Cerebellum. Dorsal sac. a.c, cer, d.s, g.h, Habenular ganglion. h.c, Habenular commissure. Infundibular gland. Lateral plexus. .c, i.g. l.p, o.c. Optic chiasma. pall, Pallium. par, Paraphysis. pin, Pineal body. p.c, Posterior commissure. s.v, Saccus vasculosus. t.o, Tectum opticum. v. 1 1 1, Third ventricle. r.IV, Fourth ventricle. vel, Velum transversum. to a great extent membranous, forming with the closely applied pia mater a vascular roof to the III. ventricle. Frequently a transverse fold of the roof dips down into the III. ventricle forming the velum transversum (fig. 30). The side walls of the thalamencephalon are greatly thickened forming the thalamus (epithalamus and hypothalamus), while a ganglionic thickening of the roof posteriorly on each side forms the ganglia habenulae which receive olfactory fibres from the base of the hemisphere. The habenular ganglia are unusually large in the lampreys and are here strongly asymmetrical, the right being the larger. The floor of the thalamencephalon projects downwards and backwards as the infundibulum. The side walls of this are thickened to form characteristic lobi inferiores, while the blind end develops glandular outgrowths (infundibular gland, fig. 30) overlaid by a rich development of blood sinuses and forming with them the saccus vasculosus. The optic chiasma, where present, is involved in the floor of the thalamencephalon and forms a large, upwardly-projecting ridge. Farther forwards on the floor or anterior wall is the anterior commissure (see below). Passing forwards from the mid-brain (cf. fig. 30) a series of interesting structures are found connected with the roof of the primitive fore-brain, viz. — posterior commissure (intercalary region), pineal organ, habenular commissure with anterior parietal organ, dorsal sac ( = pineal cushion), velum transversum, paraphysis. The posterior commissure is situated in the boundary between thalamencephalon and mid-brain. It is formed of 1 C. v. Kupffer, Sludien z. vergl. Entwickelungsgeschichte der Cranioten. ANATOMY] ICHTHYOLOGY 265 fibres connecting up the right and left sides of the tectum opticum (?). The habenular or superior commissure situated farther forwards connects the two ganglia habenulae. In the immediate neighbourhood of these ganglia there project upwards two diverticula of the brain-roof known as the pineal organ and the parapineal (or anterior parietal) organ. The special interest of these organs 1 lies in the fact that in certain vertebrates one (parapineal in Sphenodon and in lizards) or both (Petromyzon) exhibit histological features which show that they must be looked on as visual organs or eyes. In gnathostomatous fishes they do not show any definite eye-like structure, but in certain cases (Polyodon, Callichthys, &c.) the bony plates of the skull-roof are discontinuous over the pineal organ forming a definite parietal foramen such as exists in lizards where the eye-like structure is distinct. It is also usual to find in the epithelial wall of the pineal organ columnar cells which show club-shaped ends projecting into the lumen (exactly as in the young visual cells of the r,etina 2) and are prolonged into a root-like process at the other end. Definite nerve fibres pass down from these parietal organs to the brain. It is stated that the fibres from the pineal organ pass into the posterior commissure, those of the parapineal organ into the habenular commissure. The facts mentioned render it difficult to avoid the conclusion that these organs either have been sensory or are sensory. Possibly they represent the degenerate and altered vestiges of eye-like organs present in archaic vertebrates, or it may be that they represent the remains of organs not eye-like in function but which for some other reason lay close under the surface of the body. It would seem natural that a diverticulum of brain- tissue exposed to the influence of light-rays should exhibit the same reaction as is shown frequently elsewhere in the animal kingdom and tend to assume secondarily the characters of a visual organ. The presence of the rod-like features in the epithelial cells is perhaps in favour of the latter view. In evolu- tion we should expect these to appear before the camera-like structure of a highly developed eye, while in the process of degeneration we should expect these fine histological characters to go first. Selachians. — No parapineal organ is present. The pineal body (except in Torpedo where it is absent) is in the form of a long slender tube ending in front in a dilated bulb lying near the front end of the brain in close contact with, or enclosed in, a definite foramen in the cranial roof. Holocephali and Crpssopterygii. — Here also the pineal body is long and tubular: at its origin it passes dorsalwards or slightly backwards behind the large dorsal sac. Actinopterygian Ganoids resemble Selachians on the whole. In Amia a parapineal organ is present, and it is said to lie towards the left side and to be connected by a thick nerve with the left habenular ganglion (cf. Petromyzon, article CYCLOSTOMATA). This is adduced to support the view that the pineal and parapineal bodies represent originally paired structures. Teleostei. — A parapineal rudiment appears in the embryo of some forms, but in the adult only the pineal organ is known to exist. This is usually short and club-shaped, its terminal part with much folded wall and glandular in character. In a few cases a parietal foramen occurs (Callichthys, Loricaria, &c.). Dipneusti. — The pineal organ is short and simple. No parapineal organ is developed. The dorsal sac is formed by that part of the roof of the thala- mencephalon lying between the habenular commissure and the region of the velum. In some cases a longitudinal groove is present in which the pineal organ lies (Dipneusti). In the Crossopterygians the dorsal sac is particularly large and was formerly mistaken for the pineal organ. The velum transfer sum is a transverse, inwardly-projecting fold of the roof of the primitive fore-brain in front of the dorsal sac. To those morphologists who regard the hemisphere region or telencephalon as a primitively unpaired structure the velum is an important landmark indicating the posterior limit of the telencephalon. Those who hold the view taken in this article 1 Cf. F. K. Studnicka 's excellent account of the parietal organs in A. Oppel's Lehrbuch vergl. mikr. Anatomic, T. v. (1905). 2F. K. Studnicka, S.B. bohm. Gesell. (1901); J. Graham Kerr, Quart. Journ. Micr. Set. vol. xlvi., and The Budgett Memorial Volume. that the hemispheres are to be regarded as paired outpushings of the side wall of the primitive fore-brain attribute less morpho- logical importance to the velum. Physiologically the velum is frequently important from the plexus of blood-vessels which passes with it into the III. ventricle. In Petromyzon and Chimaera the velum is not developed. In Dipnoans there are present in its place paired transverse folds which are probably merely extensions backwards of the lateral plexuses. The Paraphysis is a projection from the roof of the primitive fore-brain near its anterior end. It is well seen in Dipnoans 3 (Lepidosiren and Protoplerus) where in the larva (exactly as in the urodele larva) it forms a blindly ending tube sloping upwards and forwards between the two hemispheres. In the adult it becomes mixed with the two lateral plexuses and is liable to be confused with them. In the other groups — except the Teleosts where it is small (Anguilla) or absent (most Teleosts) — the paraphysis is by no means such a definite structure, but generally there is present a more or less branched and divided diverticulum of the brain wall, frequently glandular, which is homologized with the paraphysis. The morphological signifi- cance of the paraphysis is uncertain. It may represent the remains of an ancient sense organ, or it may simply represent the last connexion between the brain and the external ectoderm from which it was derived. An important derivative of the primitive fore-brain is seen in the pair of cerebral hemispheres which in the higher verte- brates become of such relatively gigantic dimensions. The hemispheres appear to be primitively associated with the special sense of smell, and they are prolonged anteriorly into a pair of olfactory lobes which come into close relation with the olfactory organ. From a consideration of their adult relations and of their development — particularly in those groups where there is no disturbing factor in the shape of a large yolk sac — it seems probable that the hemispheres are primitively paired outpushings of the lateral wall of the primitive fore-brain 4 — in order to give increased space for the increased mass of nervous matter associated with the olfactory sense. They are most highly developed in the Dipneusti amongst fishes. They are there (cf . fig. 29, C) of relatively enormous size with thick nervous floor (corpus striatum) and side walls and roof (pallium) surround- ing a central cavity (lateral ventricle) which opens into the third ventricle. At the posterior end of the hemisphere a small area of its wall remains thin and membranous, and this becomes pushed into the lateral ventricle by an ingrowth of blood-vessel to form the huge lateral plexus ( = plexus hemisphaerium). In this great size of the hemispheres 6 and also in the presence of a rudimentary cortex in the Dipnoi we see, as in many other features in these fishes, a distinct foreshadowing of conditions occurring in the higher groups of vertebrates. The Cyclostomes possess a distinct though small pair of hemispheres. In the Selachians the relatively archaic Notidanidae 6 possess a pair of thick-walled hemispheres, but in the majority of the members of the group the paired condition is obscured (fig. 20, A). In the Teleostomes the mass of nervous matter which in other groups forms the hemispheres does not undergo any pushing outwards except as regards the small olfactory lobes. On the contrary, it remains as a great thickening of the lateral wall of the thalamencephalon (the so-called basal ganglia) , additional space for which, however, may be obtained by a considerable increase in length of the fore-brain region (cf. fig. 30, A) or by actual involution into the third ventricle (Polypterus).1 The great nervous thickenings of the thalamencephalic wall bulge into its cavity and are covered over by the thin epithelial roof of the thalamencephalon which is as a consequence liable to be confused with the pallium or roof of the hemispheres with which it has nothing to do : the homologue of the pallium 3 J. Graham Kerr, Quart. Journ. Micr. Sci. vol. xlvi. 4F. K. Studnicka, S.B. bohm. Gesell. (1901); J. Graham Kerr, Quart. Journ. Micr. Sci. vol. xlvi., and The Budgett Memorial Volume, 6 G. Elliot Smith, Anat. Anz. (1907). 6 F. K. Studnicka, S.B. bohm. Gesell. (1896). 7 J. Graham Kerr, The Budgett Memorial Volume. 266 ICHTHYOLOGY [ANATOMY as of other parts of the hemisphere is contained within the lateral thickening of the thelamencephalic wall, not in its membranous roof.1 Associated with the parts of the fore-brain devoted to the sense of smell (especially the corpora striata) is the important system of bridging fibres forming the anterior commissure which lies near the anterior end of the floor, or in the front wall, of the primitive fore-brain. It is of great interest to note the appearance in the Dipnoans (Lepidosiren and Protoplerus) of a corpus callosum (cf. fig. 30 B) lying dorsal to the anterior commissure and composed of fibres connected with the pallial region of the two hemispheres. Sense Organs. — The olfactory organs are of special interest in the Selachians, where each remains through life as a widely- open, saccular involution of the ectoderm which may be pro- longed backwards to the margin of the buccal cavity by an open oronasal groove, thus retaining a condition familiar in the embryo of the higher vertebrates. In Dipnoans the olfactory organ communicates with the roof of the buccal cavity by definite posterior nares as in the higher forms — the communicat- ing passage being doubtless the morphological equivalent of the oronasal groove, although there is no direct embryological evidence for this. In the Teleostomes the olfactory organ varies from a condition of great complexity in the Crossopterygians down to a condition of almost complete atrophy in certain Teleosts (Plectognathi).2 The eyes are usually of large size. The lens is large and spheri- cal and in the case of most Teleostomes accommodation for distant vision is effected by the lens being pulled bodily nearer the retina. This movement is brought about by the contraction of smooth muscle fibres contained in the processus falciformis, a projection from the choroid which terminates in contact with the lens in a swelling, the campanula Halleri. In Amia and in Teleosts a network of capillaries forming the so-called choroid gland surrounds the optic nerve just outside the retina. As a rule the eyes of fishes have a silvery, shining appearance due to the deposition of shining flakes of guanin in the outer layer of the choroid (Argentea) or, in the case of Selachians, in the inner layers (tapetum). Fishes which inhabit dark recesses, e.g. of caves or of the deep sea, show an enlargement, or, more frequently, a reduction, of the eyes. Certain deep-sea Teleosts possess remarkable telescopic eyes with a curious asymmetrical development of the retina.5 The otocyst or auditory organ agrees in its main features with that of other vertebrates. In Selachians the otocyst remains in the adult open to the exterior by the ductus endolym- phaticus. In Squatina 4 this is unusually wide and correlated ; with this the calcareous otoconia are replaced by sand-grains from the exterior. In Dipnoans (Lepidosiren and Prolopterus) curious outgrowths arise from the ductus endolymphaticus and come to overlie the roof of the fourth ventricle, recalling the somewhat similar condition met with in certain Amphibians. In various Teleosts the swim-bladder enters into intimate relations with the otocyst. In the simplest condition these relations consist in the prolongation forwards of the swim-bladder as a blindly ending tube on either side, the blind end coming into direct contact either with the wall of the otocyst itself or with the fluid surrounding it (perilymph) through a gap in the rigid periotic capsule. A wave of compression causing a slight inward movement of the swim-bladder wall will bring about a greatly magnified movement of that part of the wall which is not in relation with the external medium, viz. the part in relation with theinteriorof the auditory capsule. In this way the perception of delicate sound waves may be rendered much more perfect. In the Ostariophysi (Sagemehl), including the Gyprinidae, the Siluridae, the Characinidae and the Gymnotidae, a physiologically similar connexion between swim-bladder and otocyst is brought about by the intervention of a chain of auditory ossicles (Weberian ossicles) formed by modification of the anterior vertebrae.6 1F. K. Studnicka, S.B. bphm. Gesell. (1901); J. Graham Kerr, Quart. Journ. Micr. Sci. xlvi., and The Budgett Memorial Volume. 1 R. Wiedersheim, Kolliker's Festschrift: cf. also Anal. Anz. (1887). * A. Brauer, Verhandl. deutsch. zoo/. Gesell. (1902). 4 C. Stewart, Journ. Linn. Soc. Zool. (1006), 439. * T. W. Bridge and A. C. Haddon, Phil. Trans. 184 (1893). Lateral Line Organs.6 — Epidermal sense buds are scattered about in the ectoderm of fishes. A special arrangement of these in lines along the sides of the body and on the head region form the highly characteristic sense organs of the lateral line system. In Lepidosiren these organs retain their superficial position; in other fishes they become sunk beneath the surface into a groove, which may remain open (some Selachians), but as a rule becomes closed into a tubular channel with openings at intervals. It has been suggested that the function of this system of sense organ's is connected with the perception of vibratory disturbances of comparatively large wave length in the surrounding medium. Peripheral Nerves. — In the Cyclostomes the dorsal afferent and ventral efferent nerves are still, as in Amphioxus, independent, but in the gnathostomatous fishes they are, as in the higher vertebrates, combined together into typical spinal nerves. As regards the cranial nerves the chief peculiarities of fishes relate to (i) the persistence of the branchial clefts and (2) the presence of an elaborate system of cutaneous sense organs supplied by a group of nerves (lateralis) connected with a centre in the brain which develops in continuity with that which receives the auditory nerve. These points may be exemplified by the arrangements in Selachians (see fig. 31). I., II., III., IV. and VI. call for no special remark. Trigeminus (V.). — The ophthalmicus profundus branch (op.p.) — which probably is morphologically a distinct cranial nerve — °PP opsVtt From Bridge, Cambridge Natural History, vol. vii. " Fishes " (by permission of Macmillan & Co., Ltd.). After Wiedersheim, Grundriss der tuglcithmdcn Anatomic (by permission of Gustav Fischer). FIG. 31. — Diagram of Cranial nerves of a Fish. Cranial nerves and branchial clefts are numbered with Roman figures. Trigeminus black ; Facialis dotted ; Lateralis oblique shading ; Glossopharyn- geal cross-hatched ; Vagus white. bucc, Buccal. mx, Maxillary. c, Commissure between pre- oc, Occipitospinal. and postauditory parts of ol.o, Olfactory organ. lateralis system. op.p, Ophthalmicus profundus. d.r, Dorsal roots of spinal nerves, op.s, Ophthalmicus superficialis. g.g, Gasserian ganglion. pn, Palatine. gn.g, (Geniculate) ganglion of pq., Palatoptery go-quadrate VII. cartilage. hy, Hyomandibular. i, Spiracle. /.n.X, Lateralis vagi. st. Supra-temporal branch of m, Motor branches of hy. lateralis system. md, Mandibular. t.a, Lateralis centre in brain. md.ex, External mandibular. v.n, Visceral nerve. mk.c, Meckel's cartilage. v.r, Ventral roots. passes forwards along the roof of the orbit to the skin of the snout. As it passes through the orbit it gives off the long ciliary nerves to the eyeball, and is connected with the small ciliary ganglion (also connected with III.) which in turn gives off the short ciliary nerves to the eyeball. The ophthalmicus superficialis (cut short in the figure) branch passes from the root ganglion of V. (Gasserian ganglion), and passes also over the orbit to the skin of the snout. It lies close to, or completely fused with, the corresponding branch of the lateralis system. The main trunk of V. branches over the edge of the mouth into the maxillary (mx.) and mandibular (md.) divisions, the former, like the two branches already mentioned, purely sensory, the latter mixed — supplying the muscles of mastication as well as the teeth of the lower jaw and the lining of the buccal floor. The main trunk of the Facialis (VII.) bifurcates over the ' For literature of lateral line organs see Cole, Trans. Linn. Soc. vii. (1898). ANATOMY] ICHTHYOLOGY 267 spiracle into a prespiracular portion — the main portion of which passes to the mucous membrane of the palate as the palatine (pnVll.) — and a postspiracular portion, the hyomandibular (hy.) trunk which supplies the muscles of the hyoid arch and also sends a few sensory fibres to the lining of the spiracle, the floor of mouth and pharynx and the skin of the lower jaw. Combined with the main trunk of the facial are branches belong- ing to the lateralis system. Lateralis Group of Nerves. — The lateralis group of nerves are charged with the innervation of the system of cutaneous sense organs and are all connected with the same central region in the medulla. A special sensory area of the ectoderm becomes involuted below the surface to form the otocyst, and the nerve fibres belonging to this form the auditory nerve (VIII.). Other portions of the lateralis group become mixed up with various other cranial nerves as follows: (a) Facial portion. (1) Ophthalmicus superficial (op.s.Vll.): passes to lining of nose or to the lateral line organs of the dorsal part of snout. (2) Buccal (bucc. VII.) : lies close to maxillary division of V. and passes to the sensory canals of the lower side of the snout. (3) External mandibular (md.ex.}: lies in close association with the mandibular division of V., supplies the sensory canals of the lower jaw and hyoid region. Lateralis vagi (l.n.X.) becomes closely associated with the vagus. It supplies the lateral line organs of the trunk. In the lamprey and in Dipnoans the lateralis vagi loses its superficial position in the adult and comes into close relation with the notochord. In Actinopterygians and at least some Selachians a lateralis set of fibres is associated with IX., and in the former fishes a con- spicuous trunk of lateralis fibres passes to some or all (Gadus) of the fins. This has been called the lateralis accessories and is apparently connected with V., VII., IX., X. and certain spinal nerves.1 Vagus Group (IX., X., XI.).— The glossopharyngeus (IX.) forks over the first branchial cleft (pretrematic and post-trematic branches) and also gives off a palatine branch (pn.lX.). In some cases (various Selachians, Ganoids and Teleosts) it would seem that IX. includes a few fibres of the lateralis group. Vagus (X.) is shown by its multiple roots arising from the medulla and also by the character of its peripheral distribution to be a compound structure formed by the fusion of a number of originally distinct nerves. It consists of (i) a number of branchial branches (X.1 X.2 &c.), one of which forks over each gill cleft behind the hyobranchial and which may (Selachians) arise by separate roots from the medulla; (2) an intestinal branch (s.n.X.) arising behind the last branchial and innervating the wall of the oesophagus and stomach and it may be even the intestine throughout the greater part of its length (Myxine). The accessorius (XI.) is not in fishes separated as a distinct nerve from the vagus. With increased development of the brain its hinder portion, giving rise to the vagus system, has apparently come to encroach on the anterior portion of the spinal cord, with the result that a number of spinal nerves have become reduced to a less or more vestigial condition. The dorsal roots of these nerves disappear entirely in the adult, but the ventral roots persist and are to be seen arising ventrally to the vagus roots. They supply certain muscles of the pectoral fins and of the visceral arches and are known as spino-occipital nerves.2 These nerves are divisible into an anterior more ancient set — the occipital nerves — and a posterior set of more recent origin — (occipito- spinal nerves). In Selachians 1-5 pairs of occipital nerves alone are recognizable : in Dipnoans 2-3 pairs of occipital and 2-3 pairs of occipito-spinal: in Ganoids 1-2 pairs occipital and 1-5 pairs occipito- spinal; in Teleosts finally the occipital nerves have entirely dis- appeared while there are 2 pairs of occipito-spinal. In Cyclostomes no special spino-occipital nerves have been described. The fibres corresponding with those of the Hypoglossus (XII.) of higher vertebrates spring from the anterior spinal nerves, 1 For literature of lateral line organs see Cole, Trans. Linn. Soc., vii. (1898). 1 M. Furbringer in Gegenbaur's Festschrift (1896). which are here, as indeed in Amphibia, still free from the cranium. Sympathetic. — The sympathetic portion of the nervous system does not in fishes attain the same degree of differentiation as in the higher groups. In Cyclostomes it is apparently re- presented by a fine plexus with small ganglia found in the neighbourhood of the dorsal aorta and on the surface of the heart and receiving branches from the spinal nerves. In Selachians also a plexus occurs in the neighbourhood of the cardinal veins and extends over the viscera: it receives visceral branches from the anterior spinal nerves. In Teleosts the plexus has become condensed to form a definite sympathetic trunk on each side, extending forwards into the head and communicating with the ganglia of certain of the cranial nerves. (J. G. K.) V. DISTRIBUTION IN TIME AND SPACE The origin of Vertebrates, and how far back in time they extend, is unknown. The earliest fishes were in all probability devoid of hard parts and traces of their existence can scarcely be expected to be found. The hypothesis that they may be derived from the early Crustaceans, or Arachnids, is chiefly based on the somewhat striking resemblance which the mailed fishes of the Silurian period (Ostracodermi) bear to the Arthropods of that remote time, a resemblance, however, very superficial and re- garded by most morphologists as an interesting example of mimetic resemblance — whatever this term may be taken to mean. The minute denticles known as conodonts, which first appear in the Ordovician, were once looked upon as teeth of Cyclostomes, but their histological structure does not afford any support to the identification and they are now generally dismissed altogether from the Vertebrates. As a compensation the Lower Silurian of Russia has yielded small teeth or spines which seem to have really belonged to fishes, although their exact affinities are not known (Palaeodus and Archodus of J. V. Rohon). It is not until we reach the Upper Silurian that satisfactory remains of unquestionable fishes are found,and here they suddenly appear in a considerable variety of forms, very unlike modern fishes in every respect, but so highly developed as to convince us that we have to search in much earlier formations for their ancestors. These Upper Silurian fishes are the Coelolepidae, the Ateleaspidae, the Birkeniidae, the Pteraspidae, the Tremata- spidae and the Cephalaspidae, all referred to the Ostracophori. The three last types persist in the Devonian, in the middle of which period the Osteolepid Crossopterygii, the Dipneusti and the Arthrodira suddenly appear. The most primitive Selachian (Cladoselache) , the Acanthodian Selachians (Diplacanthidae) , the Chimaerids ( Ptyctodus) , and the Palaeoniscid ganoids (Chirolepis) appear in the Upper Devonian, along with the problematic Palaeospondylus. In the Carboniferous period, the Ostracophori and Arthrodira have disappeared, the Crossopterygii and Dipneusti are still abun- dant, and theSelachians(P/eM/-ocaw/A«i,Acanthodians,truesharks) and Chondrostean ganoids (Palaeoniscidae and Platysomidae) are predominant. In the Upper Permian the Holostean ganoids (Acanthophorus) make their appearance, and the group becomes dominant in the Jurassic and the Lower Cretaceous. In the Trias, the Crossopterygii and Dipneusti dwindle in variety and the Ceratodontidae appear; the Chondrostean and Holostean ganoids are about equally represented, and are supplemented in the Jurassic by the first, annectant representatives of the Teleostei (Pholidophoridae, Leptolepidae) . In the latter period, the Holostean ganoids are predominant, and with them we find numerous Cestraciont sharks, some primitive skates (Squatinidat and Rhinobatidae) , Chimaerids and numerous Coelacanthid crossopterygians. The fish-fauna of the Lower Cretaceous is similar to that of the Jurassic, whilst that of the Chalk and other Upper Cretace- ous formations is quite modern in aspect, with only a slight admixture of Coelacanthid crossopterygians and Holostean ganoids, the Teleosteans being abundantly represented by Elopidae, Albulidae, Halosauridae, Scopelidae and Berycidae, 268 ICHTHYOLOGY [DISTRIBUTION IN many being close allies of the present inhabitants of the deep sea. At this period the spiny-rayed Teleosteans, dominant in the seas of the present day, made their first appearance. With the Eocene, the fish-fauna has assumed the essential character which it now bears. A few Pycnodonts survive as the last representatives of typically Mesozoic ganoids, whilst in the marine deposits of Monte Bolca (Upper Eocene) the principal families of living marine fishes are represented by genera identical with or more or less closely allied to those still exist- ing; it is highly remarkable that forms so highly specialized as the sucking-fish or remoras, the flat-fish (Pleuronectidae), the Pediculati, the Plectognaths, &c., were in existence, whilst in the freshwater deposits of North America Osteoglossidae and CicUidae were already represented. Very little is known of the freshwater fishes of the early Tertiaries. What has been pre- served of them from the Oligocene and Miocene shows that they differed very slightly from their modern representatives. We may conclude that from early Tertiary times fishes were practically as they are at present. The great hiatus in our know- ledge lies in the period between the Cretaceous and the Eocene. At the present day the Teleosteans are in immense pre- ponderance, Selachians are still well represented, the Chondro- stean ganoids are confined to the rivers and lakes of the temperate zone of the northern hemisphere (Acipenseridae, Polyodontidae), the Holostean ganoids are reduced to a few species (Lepidosteus, Amia) dwelling in the fresh waters of North America, Mexico and Cuba, the Crossopterygians are represented by the isolated group Polypteridae, widely different from any of the known fossil forms, with about ten species inhabiting the rivers and lakes of Africa, whilst the Dipneusti linger in Australia (Neocera- lodus), in South America (Lepidosiren), and in tropical Africa (Prolopterus). The imperfections of the geological record pre- clude any attempt to deal with the distribution in space as regards extinct forms, but several types, at present very re- stricted in their habitat, once had a very wide distribution. The Ceratodontidae, for instance, of which only one species is now living, confined to the rivers of Queensland, has left remains in Triassic, Rhaetic, Jurassic and Cretaceous rocks of Europe, North America, Patagonia, North and South Africa, India and Australia; the Amiidae and Lepidosteldae were abundant in Europe in Eocene and Miocene times; the Osteoglossidae, now living in Africa, S.E. Asia and South America, occurred in North America and Europe in the Eocene. In treating of the geographical distribution of modern fishes, it is necessary to distinguish between fresh-water and marine forms. It is, however, not easy to draw a line between these categories, as a large number of forms are able to accommodate themselves to either fresh or salt water, whilst some periodically migrate from the one into the other. On the whole, fishes may be roughly divided into the following categories: — I. Marine fishes. A. shore-fishes; B. pelagic fishes; C. deep-sea fishes. II. Brackish-water fishes. III. Fresh-water fishes. IV. Migratory fishes. A. anadromous (ascending fresh waters to spawn); B. catadromous (descending to the sea to spawn). About two-thirds of the known recent fishes are marine. Such are nearly all the Selachians, and, among the Teleosteans, all the Heleromi, Pediculati and the great majority of Apodes, Thoracostei, Percesoces, Anacanthini, Acanthopterygii and Plecto- gnathi. All the Crossopterygii, Dipneusti, Opislhomi, Sym- branchii, and nearly all the Ganoidei and Ostariophysi are con- fined to fresh-water. The three categories of marine fishes have thus been defined by Gunther:— " i. Shore Fishes — that is, fishes which chiefly inhabit parts of the sea in the immediate neighbourhood of land either actually raised above, or at least but little submerged below, the surface of the water. They do not descend to any great depth, — very few to 300 fathoms, and the majority live close to the surface. The distribution of these fishes is determined, not only by the temperature of the sur- face water, but also by the nature of the adjacent land and its animal and vegetable products, — some being confined to flat coasts with soft or sandy bottoms, others to rocky and fissured coasts, others to living coral formations. If it were not for the frequent mechanical and involuntary removals to which these fishes are exposed, their dis- tribution within certain limits, as it no doubt originally existed, would resemble still more that of freshwater fishes than we find it actually does at the present period. 2. Pelagic Fishes — that is, fishes which inhabit the surface and uppermost strata of the open ocean, and approach the shores only accidentally or occasionally (in search of prey), or periodically (for the purpose of spawning). The majority spawn in the open sea, their ova and young being always found at a great distance from the shore. With regard to their distribution, they are still subject to the influences of light and the temperature of the surface water; but they are independent of the variable local conditions which tie the shore fish to its original home, and therefore roam freely over a space which would take a freshwater or shore fish thousands of years to cover in its gradual dispersal. Such as are devoid of rapidity of motion are dispersed over similarly large areas by the oceanic cur- rents, more slowly than the strong swimmers, but not less surely. An accurate definition, therefore, of their distribution within certain areas equivalent to the terrestrial regions is much less feasible than in the case of shore fishes. 3. Deep-Sea Fishes — that is, fishes which inhabit such depths of the ocean that they are but little or not at all influenced by light or the surface temperature, and which, by their organization, are prevented from reaching the surface stratum in a healthy condition. Living almost under identical tellurian conditions, the same type, the same species, may inhabit an abyssal depth under the equator as well as one near the arctic or antarctic circle; and all that we know of these fishes points to the conclusion that no separate horizontal regions can be distinguished in the abyssal fauna, and that no division into bathymetrical strata can be attempted on the base of generic much less of family characters." A division of the world into regions according to the distribu- tion of the shore-fishes is a much more difficult task than that of tracing continental areas. It is possible perhaps to dis- tinguish four great divisions: the Arctic region, the Atlantic region, the Indo-Pacific region and the Antarctic region. The second and third may be again subdivided into three zones: Northern, Tropical and Southern. This appears to be a more satisfactory arrangement than that which has been proposed into three zones primarily, each again subdivided according to the different oceans. Perhaps a better division is that adopted by D. S. Jordan, who arranges the littoral fishes according to coast lines; we then have an East Atlantic area, a West Atlantic, an East Pacific and a West Pacific, the latter including the coasts of the Indian Ocean. The tropical zone, whatever be the ocean, is that in which fishes flourish in greatest abundance and where, especially about coral-reefs, they show the greatest variety of bizarre forms and the most gorgeous coloration. The fish-fauna of the Indo-Pacific is much richer than that of the Atlantic, both as regards genera and species. As regards the Arctic and Antarctic regions, the continuity or circumpolar distribution of the shore fishes is well established. The former is chiefly characterized by its Cottids, Cyclopterids, Zoarcids and Gadids, the latter by its Nototheniids. The theory of bipolarity receives no support from the study of the fishes. Pelagic fishes, among which we find the largest Selachians and Teleosteans, are far less limited in their distribution, which, for many species,' is nearly world-wide. Some are dependent upon currents, but the great majority being rapid swimmers able to continue their course for weeks, apparently without the necessity of rest (many sharks, scombrids, sword-fishes), pass from one ocean into the other. Most numerous between the tropics, many of these fishes occasionally wander far north and south of their habitual range, and there are few genera that are at all limited in their distribution. Deep-sea fishes, of which between seven hundred and eight hundred species are known, belong to the most diverse groups and quite a number of families are exclusively bathybial (Chla- mydosclachidae, Stomiatidae, Alepocephalidae, Nemichlhyidae, Synaphobranchidae, Saccopharyngidae, Cetomimidae, Halosau- ridae, Lipogenyidae, Notacanlhidae, Chiasmodontidae, Icosleidae, Muraenolepididae, Macruridae, Anomalopidae, Podatelidae, Trachypteridae, Lophotidae, Ceratiidae, Giganlactinidae). But they are all comparatively slight modifications of the forms living on the surface of the sea or in the shallow parts, from TIME AND SPACE] ICHTHYOLOGY 269 •which they may be regarded as derived. In no instance do these types show a structure which may be termed archaic when compared with their surface allies. That these fishes are localized in their vertical distribution, between the loo-fathoms line, often taken as the arbitrary limit of the bathybial fauna, and the depth of 2750 fathoms, the lowest point whence fishes have been procured, there is little doubt. But our knowledge is still too fragmentary to allow of any general conclusions, and the same applies to the horizontal distribution. Yet the same species may occur at most distant points; as these fishes dwell beyond the influence of the sun's rays, they are not affected by temperature, and living in the Arctic zone or under the equator makes little difference to them. A great deal of evidence has been accumulated to show the gradual transition of the surface into the bathybial forms; a large number of surface fishes have been met with in deep water (from 100 to 500 fathoms), and these animals afford no support to Alexander Agassiz's supposi- tion of the existence of an azoic zone between the 2oo-fathoms line and the bottom. Brackish-water fishes occur also in salt and fresh water, in some localities at least, and belong to various groups of Teleo-' steans. Sticklebacks, gobies, grey mullets, blennies are among the best-known examples. The facility with which they accom- modate themselves to changes in the medium in which they live has enabled them to spread readily over very large areas. The three-spined stickleback, for instance, occurs over nearly the whole of the cold and temperate parts of the northern hemisphere, whilst a grey mullet (Mugil capita) ranges without any appreciable difference in form from Scandinavia and the United States along all the Atlantic coasts to the Cape of Good Hope and Brazil. It would be hardly possible to base zoo-geographical divisions on the distribution of such forms. The fresh-water fishes, however, invite to such attempts. How greatly their distribution differs from that of terrestrial animals has long ago been emphasized. The key to their mode of dispersal is, with few exceptions, to be found in the hydro- graphy of the continents, latitude and climate, excepting of course very great altitudes, being inconsiderable factors, the fish-fauna of a country deriving its character from the head- waters of the river-system which flows through it. The lower Nile, for instance, is inhabited by fishes bearing a close resem- blance to, or even specifically identical with, those of tropical Africa, thus strikingly contrasting with the land-fauna of its banks. The knowledge of the river-systems is, however, not sufficient for tracing areas of distribution, for we must bear in mind the movements which have taken place on the surface of the earth, owing to which present conditions may not have existed within comparatively recent times, geologically speaking; and this is where the systematic study of the aquatic animals affords scope for conclusions having a direct bearing on the physical geography of the near past. It is not possible here to enter into the discussion of the many problems which the dis- tribution of fresh-water fishes involves; we limit ourselves to an indication of the principal regions into which the world may be divided from this point of view. The main divisions proposed by Giinther in the gth edition of the Encyclopedia Britannica still appear the most satisfactory. They are as follows: — I. THE NORTHERN ZONE OR HOLARCTIC REGION. — Characterized by Acipenseridae. Few Siluridae. Numerous Cyprinidae, Salmon- idae, Esocidae, Percidae. 1. Europaeo- Asiatic or Palaearctic Region. Characterized by absence of osseous Ganoidei ; Cpbitinae and Barbus numerous. 2. North American or Nearctic Region. Characterized by osseous Ganoidei and abundance of Catostominae ; but no Cobitinae or Barbus. II. THE EQUATORIAL ZONE. — Characterized by the development of Siluridae. A. Cyprinoid Division. Characterized by presence of Cyprinidae, Mastacembelidae, Anabantidae, Ophiocephalidae. 1. Indian Region. Characterized by absence of Dipneusti, Polypteridae, Mormyridae and Characinidae. Cobi- tinae numerous. 2. African Region. Characterized by presence of Dipneusti, Polypterid and Mormyrid; Cichlid and Characinid numerous. B. Acyprinoid Division. Characterized by absence of Cyprinidae and the other families mentioned above. 1 . Tropical American or Neotropical Region. Characterized by presence of Dipneusti ; Cichlidae and Characinidae numerous ; Gymnotidae and Loricariidae. 2. Tropical Pacific Region. Includes the Australian as well as the Polynesian Region. Characterized by presence of Dipneusti. Cichlidae and Characinidae absent. III. THE SOUTHERN ZONE. — Characterized by absence ot Cypri- nidae and scarcity of Siluridae. Haplochitonidae and Galaxiidae represent the Salmonids and Esoces of the northern zone. One region only. i. Antarctic Region. Characterized by the small number of species; the fishes of (a) The Tasmanian subregion; (&) The New Zealand subregion ; and (c) The Patagonian or Fuegian subregion being almost identical. Although, as expressed in the above synopsis, the resemblance between the Indian and African regions is far greater than exists between them and the other regions of the equatorial zone, attention must be drawn to the marked affinity which some of the fishes of tropical Africa show to those of South America (Lepidosirenidae, Characinidae, Cichlidae, Nandidae), an affinity which favours the supposition of a connexion between these two parts of the world in early Tertiary times. The boundaries of Giinther's regions may thus be traced, beginning with the equatorial zone, this being the richest. EQUATORIAL ZONE. — Roughly speaking, the borders of this zoological zone coincide with the geographical limits of the tropics of Cancer and Capricorn; its characteristic forms, however, extend in undulating lines several degrees both north- wards and southwards. Commencing from the west coast of Africa, the desert of the Sahara forms a boundary between the equatorial and northern zones; as the boundary approaches the Nile, it makes a sudden sweep towards the north as far as northern Syria, crosses through Persia and Afghanistan to the southern ranges of the Himalayas, and follows the course of the Yang-tse-Kiang, which receives its contingent of equatorial fishes through its southern tributaries. Its continuation through the North Pacific may be indicated by the tropic, which strikes the coast of Mexico at the southern end of the Gulf of California. Equatorial types of South America are known to extend so far northwards; and, by following the same line, the West India Islands are naturally included in this zone. Towards the south the equatorial zone embraces the whole of Africa and Madagascar, and seems to extend still farther south in Australia, its boundary probably following the southern coast of that continent; the detailed distribution of the fresh- water fishes of south-western Australia has been little studied, but the tropical fishes of that region follow the principal water- course, the Murray river, far towards the south and probably to its mouth. The boundary-line then stretches to the north of Tasmania and New Zealand, coinciding with the tropic until it strikes the western slope of the Andes, on the South American continent, where it again bends southward to embrace the system of the Rio de la Plata. The four regions into which the equatorial zone is divided arrange themselves into two well-marked divisions, one of which is characterized by the presence of Cyprinid fishes, combined with the development of Labyrinlhic Percesoces (Anabantidae and Ophiocephalidae) and Mastacembelids, whilst in the other these types are absent. The boundary between the Cyprinoid and Acyprinoid division seems to follow the now exploded Wallace's line — a line drawn from the south of the Philippines between Borneo and Celebes, and farther south between Bali and Lombok. Borneo abounds in Cyprinids; from the Philippine Islands a few only are known, and in Bali two species have been found; but none are known from Celebes or Lombok, or from islands situated farther east. The Indian region comprises Asia south of the Himalayas and the Yang-tse-Kiang, and includes the islands to the west of Celebes and Lombok. Towards the north-east the island of Formosa, which also by other parts of its fauna shows the 270 ICHTHYOPHAGI— ICHTHYOSAURUS characters of the equatorial zone, has received some characteristic Japanese freshwater fishes. Within the geographical boundaries of China the freshwater fishes of the tropics pass gradually into those of the northern zone, both being separated by a broad, debateable ground. The affluents of the great river traversing this district are more numerous from the south than from the north, and carry the southern fishes far into the temperate zone. Scarcely better defined is the boundary of this region towards the north-west, in which fishes were very poorly re- presented by types common to India and Africa. The African region comprises the whole of Africa south of the Sahara. It might have been conjectured that the more temperate climate of its southern extremity would have been accompanied by a conspicuous difference in the fish fauna. But this is not the case; the difference between the tropical and southern parts of Africa consists simply in the gradual dis- appearance of specifically tropical forms, whilst Silurids, Cyprinids and even Anabas penetrate to its southern coast; no new form, except a Galaxias at the Cape of Good Hope, has entered to impart to South Africa a character distinct from the central portion of the continent. In the north-east the African fauna passes the isthmus of Suez and penetrates into Syria; the system of the Jordan presents so many African types that it has to be included in a description of the African region as well as of the Europaeo-Asiatic. The boundaries of the Neotropical or Tropical American region have been sufficiently indicated in the definition of the equatorial zone. A broad and most irregular band of country, in which the South and North American forms are mixed, exists in the north. The Tropical Pacific region includes all the islands east of Wallace's line, New Guinea, Australia (with the exception of its south-eastern portion), and all the islands of the tropical Pacific to the Sandwich group. NORTHERN ZONE. — The boundaries of the northern zone coin- cide in the main with the northern limit of the equatorial zone; but they overlap the latter at different points. This happens in Syria, as well as east of it, where the mixed faunae of the Jordan and the rivers of Mesopotamia demand the inclusion of this territory in the northern zone as well as in the equatorial; in the island of Formosa, where a Salmonid and several Japanese Cyprinids flourish; and in Central America, where a Lepidosleus, a Cyprinid (Sclerognathus meridionalis) , and an Amiurus (A. meridionalis) represent the North American fauna in the midst of a host of tropical forms. There is no separate arctic zone for freshwater fishes; ichthyic life becomes extinct towards the pole wherever the fresh water remains frozen throughout the year, or thaws for a few weeks only; and the few fishes which extend into high latitudes belong to types in no wise differing from those of the more tem- perate south. The highest latitude at which fishes have been obtained is 82° N. lat., whence specimens of char (Salmo arcturus and Salmo naresii) have been brought back. The Palaearctic or Europaeo-Asiatic Region. — The western and southern boundaries of this region coincide with those of the northern zone. Bering Strait and the Kamchatka Sea have been conventionally taken as the boundary in the north, but the fishes of both coasts, so far as they are known, are not sufficiently distinct to be referred to two different regions. The Japanese islands exhibit a decided Palaearctic fish fauna with a slight influx of tropical forms in the south. In the east, as well as in the west, the distinction between the Europaeo- Asiatic and the North American regions disappears almost entirely as we advance farther towards the north. Finally, the Europaeo-Asiatic fauna mingles with African and Indian forms in Syria, Persia and Afghanistan. The boundaries of the North American or Nearctic region have been sufficiently indicated. The main features and the distribution of this fauna are identical with those of the preceding region. SOUTHERN ZONE. — The boundaries of this zone have been indicated in the description of the equatorial zone; they over- lap the southern boundaries of the latter in South Australia and South America, but we have not the means of defining the limits to which southern types extend northwards. This zone includes Tasmania, with at least a portion of south-eastern Australia (Tasmanian sub-region) , New Zealand and the Auckland Islands (New Zealand sub-region), and Chile, Patagonia, Tierra del Fuego and the Falkland Islands (Fuegian sub-region). No freshwater fishes are known from Kerguelen's Land, or from islands beyond 55° S. lat. The Tropical American region is the richest (about 1300 species) ; next follow the African region (about 1000), the Indian region (about 800), the Europaeo-Asiatic region (about 500), the North American region (about 400), the Tropical Pacific region (about 60) ; whilst the Antarctic region is quite insignificant. Of the migratory fishes, or fishes travelling regularly from the sea to fresh waters, most, if not all, were derived from marine forms. The anadromous forms, annually or periodically ascend- ing rivers for the purpose of spawning, such as several species of Acipenser, Salmo, Coregonus, Clupea (shads), and Petromyzon, are only known from the northern hemisphere, whilst the cata- 'dromous forms, spending most of their life in fresh water but resorting to the sea to breed, such as Anguilla, some species of Mugil, Galaxias and Pleuronectes, have representatives in both hemispheres. (G. A. B.) ICHTHYOPHAGI (Gr. for "fish-eaters"), the name given by ancient geographers to several coast-dwelling peoples in different parts of the world and ethnically unrelated. Nearchus mentions such a race as inhabiting the barren shores of the Mekran on the Arabian Sea; Pausanias locates them on the western coast of the Red Sea. Ptolemy speaks of fish-eaters in Ethiopia, and on the west coast of Africa; while Pliny relates the existence of such tribes on the islands in the Persian Gulf. Herodotus (book i. c. 200) mentions three tribes of the Babylonians who were solely fish-eaters, and in book iii. c. 19 refers to Ichthyophagi in Egypt. The existence of such tribes was confirmed by Sir Richard F. Burton (El-Medinah, p. 144). ICHTHYOSAURUS, a fish or porpoise-shaped marine reptile which characterized the Mesozoic period and became extinct immediately after the deposition of the Chalk. It was named Ichthyosaurus (Gr. fish-lizard) by C. Konig in 1818 in allusion to its outward form, and is best known by nearly complete skeletons from the Lias of England and Germany. The large head is produced into a slender, pointed snout; and the jaws are provided with a row of conical teeth nearly uniform in size and deeply implanted in a continuous groove. The eye is enormous, and is surrounded by a ring of overlapping " sclerotic From British Museum Guide to Fossil Reptiles and Fishes, by permission of the Trustees. Skeleton of Ichthyosaurus communis, with outline of body and fins, from the Lower Lias of Lyme Regis, Dorset; original nearly four metres in length. plates," which would serve to protect the eye-ball during diving. The vertebrae are very numerous, short and deeply biconcave, imparting great flexibility to the backbone as in fishes. The neck is so short and thick that it is practically absent. There are always two pairs of paddle-like limbs, the hinder pair never disappearing as in porpoises and other Cetacea, though often much reduced in size. A few specimens from the Upper Lias of Wurttemberg (in the museums of Stuttgart, Tubingen, Budapest and Chicago) exhibit remains of the skin, which is quite smooth and forms two triangular median fins, one in the middle of the back, the other at the end of the tail. The dorsal fin consists merely of skin without any internal skeleton, while ICHTHYOSIS— ICONIUM 271 the tail-fin is expanded in a vertical plane and has the lower lobe stiffened by the tapering end of the backbone, which is sharply bent downwards. Immature individuals are sometimes observ- able within the full-grown skeletons, suggesting that this reptile was viviparous. The largest known species of Ichthyosaurus is /. trigonodon from the Upper Lias of Banz, Bavaria, with the head measuring about two metres in length and probably representing an animal not less than ten metres in total length. /. platyodon, from the English Lower Lias, seems to have been almost equally large. /. intermedius and /. communis, which are the commonest species in the English Lower Lias, rarely exceed a length of three or four metres. The species in rocks later than the Lias are known for the most part only by fragments, but the remains of Lower Cretaceous age are noteworthy for their very wide geo- graphical distribution, having been found in Europe, the East Indies, Australia, New Zealand and South America. Allied Ichthyosaurians named Ophthalmosaurus and Baptanodon, from the Upper Jurassic of England and North America, are nearly or quite toothless and have very flexible broad paddles. The earliest known Ichthyosaurians (Mixosaurus), which occur in the Trias, are of diminutive size, with paddles which suggest that these marine reptiles were originally descended from land or marsh animals (see REPTILES). AUTHORITIES. — -R. Owen, A Monograph of the Fossil Reptilia of the Liassic Formations, part iii. (Mon. Palaeont. Soc., 1881); E. Fraas, Die Ichthyosaurier der siiddeutschen Trias- und Jura-AUager- ungen (Tubingen, 1891). Also good figures in T. Hawkins, The Book of the Great Sea-dragons (London, 1840). (A. S. Wo.) ICHTHYOSIS, or XERODERMA, a general thickening of the whole skin and marked accumulation of the epidermic elements, with atrophy of the sebaceous glands, giving rise to a hard, dry, scaly condition, whence the names, from ixdvs, fish, and fijpos, dry, dtpfia, skin. This disease generally first appears in infancy, and is probably congenital. It differs in intensity and in distri- bution, and is generally little amenable to any but palliative remedies, such as the regular application of oily substances. Ichthyosis lingualis (" smokers' tongue "), a variety common in heavy smokers, occurs in opaque white patches on the tongue, gums and roof of the mouth. Cancer occasionally starts from the patches. The affection is obstinate, but may disappear spontaneously. ICKNIELD STREET, (i) The Saxon name (earlier Icenhylt) of a prehistoric (not Roman) " Ridgeway " along the Berkshire downs and the Chilterns, which crossed the Thames near Streatley and ended somewhere near Tring or Dunstable. In some places there are traces of a double road, one line on the hills and one in the valley below, as if for summer and winter use. No modern highroad follows it for any distance. Antiquaries have supposed that it once ran on to Royston, Newmarket and Norfolk, and have connected its name with the Iceni, the Celtic tribe inhabiting East Anglia before the Roman conquest. But the name does not occur in early documents so far east, and it has certainly nothing to do with that of the Iceni (Haverfield, Victoria History of Norfolk, i. 286). See further ERMINE STREET. (2) A Roman road which ran through Derby, Lichfield, Birmingham and Alcester is sometimes called Icknield Street and sometimes Rycknield Street. The origin of this nomenclature is very obscure (Viet. Hist, of Warwick, i. 239). (F. J. H.) ICON (through the Latinized form, from Gr. eluuiv, portrait, image), generally any image or portrait-figure, but specially the term applied to the representations in the Eastern Church of sacred personages, whether in painting or sculpture, and particularly to the small metal plaques in archaic Byzantine style, venerated by the adherents of the Greek Church. See ICONOCLASTS; IMAGE- WORSHIP ; BYZANTINE ART. The term " iconography," once confined to the study of engravings (q.v.), is now applied to the history of portrait images in Christian art, though it is also used with a qualifying adjective of Greek, Roman and other art. ICONIUM (mod. Konia), a city of Asia Minor, the last of the Phrygian land towards Lycaonia, was commonly reckoned to Lycaonia in the Roman time, but retained its old Phrygian connexion and population to a comparatively late date. Its natural surroundings must have made it an important town from the beginning of organized society in this region. It lies in an excellently fertile plain, 6 m. from the Pisidian mountains on the west, with mountains more distant on the north and south, , while to the east the dead level plain stretches away for hundreds '. of miles, though the distant view is interrupted by island-like mountains. Streams from the Pisidian mountains make the land on the south-west and south of the city a garden; but on the east and north-east a great part of the naturally fertile soil is uncultivated. Trees grow nowhere except in the gardens near the city. Irrigation is necessary for productiveness, and the water-supply is now deficient. A much greater supply was available for agriculture in ancient times and might be re- introduced. Originally a Phrygian city, as almost every authority who has come into contact with the population calls it, and as is implied in Acts xiv. 6, it was in a political sense the chief city of the Lycaonian tetrarchy added to the Galatian country about 165 B.C., and it was part of the Roman province Galatia from 25 B.C. to about A.D. 295. Then it was included in the province Pisidia (as Ammianus Marcellinus describes it) till 372, after which it formed part of the new province Lycaonia so long as the provincial division lasted. Later it was a principal city of the theme of Anatolia. It suffered much from the Arab raids in the three centuries following A.D. 660; its capture in 708 is mentioned, but it never was held as a city of the caliphs. In later Roman and Byzantine times it must have been a large and wealthy city. It was a metropolis and an archbishopric, and one of the earliest councils of the church was held there in A.D. 235. The ecclesiastical organization of Lycaonia and the country round Iconium on all sides was complete in the early 4th century, and monuments of later 3rd and 4th century Christianity are extremely numerous. The history of Christian Iconium is utterly obscure. The city was thrice visited by St Paul, probably in A.D. 47, 50 and 53; and it is the principal scene of the tale of Paul and Thecla (which though apocryphal has certainly some historical basis; see THECLA). There was a distinct Roman element in Iconium, arising doubtless from the presence of Roman traders. This was recognized by Claudius, who granted the honorary title Claudiconium, and by Hadrian, who elevated the city to the rank of a Roman colony about A.D. 130 under the name Colonia Aelia Hadriana Augusta Iconiensium. The period of its greatest splendour was after the conquest by the Seljuk Turks about 1072-1074. It soon became the capital of the Seljuk state, and one of the most brilliant cities of the world. The palace of the sultans and the mosque of Ala ed-dm Kaikobad formerly covered great part of the Acropolis hill in the northern part of the city. Farther south there is still the great complex of buildings which form the chief seat of the Mevlevi dervishes, a sect widely spread over Anatolia. Many other splendid mosques and royal tombs adorned the city, and justified the Turkish proverb, " See all the world; but see Konia." The walls, about 2 m. in circumference, consisted of a core of rubble and concrete, coated with ancient stones, inscriptions, sculptures and architectural marbles, forming a striking sight, which no traveller ever examined in detail. Beyond the walls extended the gardens and villas of a prosperous Oriental population, especially on the south-west towards the suburb of Meram. When the Seljuk state broke up, and the Osmanli or Ottoman sovereignty arose, Konia decayed, its population dwindled and the splendid early Turkish buildings were suffered to go to ruin. As trade and intercourse diminished Konia grew poorer and more ruinous. The walls and the palace, still perfect in the beginning of the ipth century, were gradually pulled down for building material, and in 1882 there remained only a small part of the walls, from which all the outer stones had been removed, while the palace was a ruin. At that time and for some years later a large part of Konia was like a city of the dead. But about 1895 the advent of the Anatolian railway began to restore its prosperity. A good supply of drinking water was 272 ICONOCLASTS brought to the city by Fend Pasha, who governed the vilayet ably for several years, till in 1903 he was appointed Granc Vizier. The sacred buildings, mosques, &c., .were patched up (except a few which were quite ruinous) and the walls wholly removed, but an unsightly fragment of a palace-tower stil remained in 1906. In 1904-1905 the first two sections of the Bagdad railway, 117 m., to Karaman and Eregli, were built In the city there is a branch of the Ottoman bank, a government technical school, a French Catholic mission and a school, an Armenian Protestant school for boys, an American mission school for girls, mainly Armenian, and other educational establishments. The founder of the Mevlevi dancing dervishes, the poet Mahommed Jelal-ed-Din (Rumi), in 1307, though tempted to assume the inheritance along with the empire of the Seljuk sultan Ala ed-dln Kaikobad III., who died without heirs, pre- ferred to pass on the power to Osman, son of Ertogrul, and with his own hands invested Osman and girt him with the sword: this investiture was the legitimate beginning of the Osmanli authority. The heirs of Jelal-ed-Din (Rumi) were favoured by the Osmanli sultans until 1516, when Selim was on the point of destroying the Mevlevi establishment as hostile to the Osmanli and the faith; and though he did not do so the Mevlevi and their chiefs were deprived of influence and dignity. In 1829 Mahmud II. restored their dignity in part, and in 1889 Abd-ul-Hamid II. confirmed their exemption from military duty. The head of the Mevlevi dervishes (Aziz-Effendi, Hazreti- Mevlana, Mollah-Unkiar, commonly styled simply Chelebi- Effendi) has the right to gird on the sultan's sword at his in- vestiture, and is master of the considerable revenues of the greatest religious establishment in the empire. He has also the privilege of corresponding direct with the caliph; but otherwise is regarded as rather opposed to the Osmanli adminis- tration, and has no real power. Iconium is distant by rail 466 m. from the Bosporus at Haidar- Pasha, and 389 from Smyrna by way of Afium-Kara-Hissar. It has recently become the seat of a considerable manufacture of carpets, owing to the cheapness of labour. The population was estimated at 44,000 in 1890, and is now probably over 50,000. Mercury mines have begun to be worked; other minerals are known to exist. (W. M. RA.) ICONOCLASTS (Gr. ei/coi'o/cXdo-rijs: etiuv, image, and K\aeiv, to break), the name applied particularly to the opponents in the 8th and gth centuries of the use of images in Christian cult. As regards the attitude towards religious images assumed by the primitive Christian Church, several questions have often been treated as one which cannot be too carefully kept apart. There can be no doubt that the early Christians were unanimous in condemning heathen image-worship and the various customs, some immoral, with which it was associated. A form of icono- latry specially deprecated in the New Testament was the then prevalent adoration of the images of the reigning emperors (see Rev. xv. 2). It is also tolerably certain that, if for no other reasons besides the Judaism, obscurity, and poverty of the early converts to Christianity, the works of art seen in their meeting-houses cannot at first have been numerous. Along with these reasons would co-operate towards the exclusion of visible aids to devotion, not only the church's sacramental use of Christ's name as a name of power, and its living sense of his continued real though unseen presence, but also, during the first years, its constant expectation of his second advent as imminent. It was a common accusation brought against Jews and Christians that they had " no altars, no temples, no known images " (Min. Fel. Oct. c. 10), that " they set up no image or form of any god" (see Arnob. Adv. Gent. vi. i; similarly Celsus); and this charge was never denied; on the contrary Origen gloried in it (c. Celsum, bk. 7, p. 386). At a comparatively early date, indeed, we read of various Gnostic sects calling in the fine arts to aid their worship; thus Irenaeus (Haer. i. 25. 6), speaking of the followers of Marcellina, says that " they possess images, some of them painted, and others formed from different kinds of material; and they maintain that a likeness of Christ was made by Pilate at that time when Jesus lived among men. They crown these images, and set them up along with the images of the philosophers of the world; that is to say, with the images of Pythagoras and Plato and Aristotle and the rest. They have also other modes of honouring these images after the same manner as the Gentiles " (cf. Aug. De Haer. c. 7). It is also well known that the emperor Alexander Severus found a place for several Scripture characters and even for Christ in his lararium (Lamprid. Vit. Alex. Sen. c. 29). But there is no evidence that such a use of images extended at that period to orthodox Christian circles. The first unmistakable indication of the public use of the painter's art for directly religious ends does not occur until A.D. 306, when the synod of Elvira, Spain, decreed (can. 36) that " pictures ought not to be in a church, lest that which is worshipped and adored be painted on walls."1 This canon is proof that the use of sacred pictures in public worship was not at the beginning of the 4th century a thing unknown within the church in Spain; and the presumption is that in other places, about the same period, the custom was looked upon with a more tolerant eye. Indications of the existence of allied forms of sacred Christian art prior to this period are not wholly wanting. It seems possible to trace some of the older and better frescos in the catacombs to a very early age; and Bible manu- scripts were often copiously illuminated and illustrated even before the middle of the 4th century. An often-quoted passage from Tertullian (De Pudic. c. 10, cf. c. 7) shows that in his day the communion cup was wont to bear a representation of the Good Shepherd. Clement of Alexandria (Paedag. iii. n) mentions the dove, fish, ship, lyre, anchor, as suitable devices for Christian signet rings. Origen (c. Celsum, bk. 3) repudiates graven images as only fit for demons. During the 4th and following centuries the tendency to enlist the fine arts in the service of the church steadily advanced; not, however, so far as appears, with the formal sanction of any regular ecclesiastical authority, and certainly not without strong protests raised by more than one powerful voice. From a passage in the writings of Gregory of Nyssa (Oral, de Laudibus Theodori Martyris, c. 2) it is easy to see how the stories of recent martyrs would offer themselves as tempting subjects for the painter, and at the same time be considered to have received from him their best and most permanent expression; that this feeling was widespread is shown in many places by Paulinus of Nola (ob. 431), from whom we gather that not only martyr- doms and Bible histories, but also symbols of the Trinity were in his day freely represented pictorially. Augustine (De Cons. Ev. i. 10) speaks less approvingly of those who look for Christ and his apostles " on painted walls " rather than in his written word. How far the Christian feeling of the 4th and sth centuries was from being settled in favour of the employment of the fine arts is shown by such a case as that of Eusebius of Caesarea, who, in reply to a request of Constantia, sister of Constantine, 'or a picture of Christ, wrote that it was unlawful to possess 'mages pretending to represent the Saviour either in his divine or in his human nature, and added that to avoid the reproach of idolatry he had actually taken away from a lady friend the pictures of Paul and of Christ which she had.2 Similarly Epi- shanius in a letter to John, bishop of Jerusalem, tells how in a church at Anablatha near Bethel he had found a curtain sainted with the image " of Christ or of some other saint," which he had torn down and ordered to be used for the burial of a pauper. The passage, however, reveals not only what Epiphanius thought on the subject, but also that such pictures must have been becoming frequent. Nilus, the disciple and defender of Chrysostom, permitted the symbol of the cross n churches and also pictorial delineations of. Old and New Testament history, but deprecated other symbols, pictures of martyrs, and most of all the representation of Christ. In the time of Gregory the Great the Western Church obtained " Placuit picturas in ecclesia esse non debere, ne quod colitur et adoraturin parietibusdepingatur." See Hefele, Conciliengcsch. i. 170. 2 The letter, which is most probably, though not certainly, genuine, appears in the Acta of the second council of Nice. ICONOCLASTS 273 something like an authoritative declaration on the question about images, but in a sense not quite the same as that of the synod of Elvira. Serenus of Marseilles had ordered the destruc- tion of all sacred images within his diocese; this action called forth several letters from Pope Gregory (viii. 2. in; ix. 4. n), in which he disapproved of that course, and, drawing the distinction which has since been authoritative for the Roman Church, pointed out that — " It is one thing to worship a picture and another to learn from the language of a picture what that is which ought to be worshipped. What those who can read learn by means of writing, that do the uneducated learn by looking at a picture. . . . That, therefore, ought not to have been destroyed which had been placed in the churches, not for worship, but solely for instructing the minds of the ignorant." With regard to the symbol of the cross, its public use dates from the time of Constantine, though, according to many Christian archaeologists it had, prior to that date, a very im- portant place in the so-called " disciplina arcani." The intro- duction of the crucifix was later; originally the favourite com- bination was that 'of the figure of a lamb lying at the foot of the cross; the council of Constantinople, called " in Trullo," in 692 enjoined that this symbol should be discontinued, and that where Christ was shown in connexion with his cross he should be represented in his human nature. In the catacombs Christ is never represented hanging on the cross, and the cross itself is only portrayed in a veiled and hesitating manner. In the Egyptian churches the cross was a pagan symbol of life borrowed by the Christians and interpreted in the pagan manner. The cross of the early Christian emperors was a labarum or token of victory in war, a standard for use in battle. Religious feeling in the West recoiled from the crucifix as late as the 6th century, and it was equally abhorrent to the Monophysites of the East who regarded the human nature of Christ as swallowed up in the divine. Nevertheless it seems to have originated in the East, perhaps as a protest against the extreme Monophysites, who even denied the passibility of Christ. Perhaps the Nestorians, who clung to the human aspect of Christ, introduced it about 550. From the East it soon passed to the West. Not until the 8th century were the religious and theological questions which connect themselves with image-worship distinctly raised in the Eastern Church in their entirety. The controversy began with an address which Leo the Isaurian, in the tenth year of his reign (726), delivered in public " in favour of over- throwing the holy and venerable images," as says Theophanes (Chronogr., in Migne Pair. Gr. 108, 816). This emperor had, in the years 717 and 718, hurled back the tide of Arab conquest which threatened to engulf Byzantium, and had also shown himself an able statesman and legislator. Born at Germanicia in Syria, and, before he mounted the throne, captain-general of the Anatolian theme, he had come under the influence of the anti-idolatrous sects, such as the Jews, Montanists, Paulicians and Manicheans, which abounded in Asia Minor, but of which he was otherwise no friend. But his religious reform was un- popular, especially among the women, who killed an official who, by the emperor's command, was destroying an image of Christ in the vestibule of the imperial palace of Chalce. This emeute provoked severe reprisals, and the partisans of the images were mutilated and killed, or beaten and exiled. A rival emperor even, Agallianus, was set up, who perished in his attempt to seize Constantinople. Italy also rose in arms, and Pope Gregory II. wrote to Leo blaming his interference in religious matters, though he dissuaded the rebels in Venetia, the Exarchate and the Pentapolis from electing a new emperor and marching against Leo. In 730 Germanus the patriarch resigned rather than subscribe to a decree condemning images; later he was strangled in exile and replaced by an iconoclast, Anastasius. Meanwhile, inside the Arab empire, John of Damascus wrote his three dogmatic discourses against the traducers of images, arguing that their use was not idolatry but only a relative worship (irpocrKuvijo-ts (rxertKi?). The next pope, Gregory III. convoked a council of ninety-three bishops, which excommuni- cated the iconoclasts, and the fleet which Leo sent to retaliate on the Latin peninsula was lost in a storm in the Adriatic. The most Leo was able to do was to double the tribute of Calabria and Sicily, confiscate the pope's revenues there, and impose on the bishops of south Italy a servitude to Byzantium which lasted for centuries. Leo III. died in June 740, and then his son Constantine V. began a persecution of the image-worshippers in real earnest. In his eagerness to restore the simplicity of the primitive church he even assailed Mariolatry, intercession of saints, relics and perhaps infant baptism, to the scandal even of the iconoclast bishops themselves. His reign began with the seizure for eighteen months of Constantinople by his brother-in-law Artavasdes, who temporarily restored the images. He was captured and beheaded with his accomplices in November 742, and in February 754 Constantine held in the palace of Hieria a council of 388 bishops, mostly of the East; the patriarchs of Rome, Antioch, Alexandria and Jerusalem refused to attend. In it images were condemned, but the other equally conservative leanings of the emperor found no favour. The chief upholders of images, the patriarch Germanus, George of Cyprus and John of Damascus, were anathematized, and Christians forbidden to adore or make images or even to hide them. These decrees were obstinately resisted, especially by the monks, large numbers of whom fled to Italy. In 765 the emperor demanded of his subjects all over his empire an oath on the cross that they detested images, and St Stephen the younger, the chief upholder of them, was murdered in the streets. A regular crusade now began against monks and nuns, and images and relics were destroyed on a great scale. In parts of Asia Minor (Lydia and Caria) the monks were even forced to marry the nuns. In 769 Pope Stephen III. condemned the council of Hieria, and in 775 Constantine V. died. His son Leo IV. died in 780, leaving a widow, Irene, of Athenian birth, who seized the opportunity presented by the minority of her ten-year-old son Constantine VI. to restore the images and dispersed relics. In 784 she invited Pope Adrian I. to come and preside over a fresh council, which was to reverse that of 754 and heal the schism with Rome. In August 786 the council met, but was broken up by the imperial guards, who were Easterns and sturdy iconoclasts. Irene replaced them by a more trustworthy force, and convoked a fresh council of three hundred bishops and monks innumerable in September 787, at Nicaea in the church of St Sophia. The cult of images was now solemnly restored, iconoclast bishops deposed or reconciled, the dogmatic theory of images defined, and church discipline re-established. The order thus imposed lasted twenty-four years, until a military revolution placed a soldier of fortune, half Armenian, half Persian, named Leo, on the throne; he, like his soldiers, was persuaded that the ill-success of the Roman arms against Bulgarians and other invaders was due to the idolatry rampant at court and elsewhere. The soldiers stoned the image of Christ which Irene had set up afresh in the palace of Chalce, and this provoked a counter-demonstration of the clergy. Leo feigned for a while to be on their side, but on the and of February 815, in the sanctuary of St Sophia, publicly refused to prostrate himself before the images, with the approba- tion of the army and of many bishops who were iconoclasts at heart. Irene's patriarch Nicephorus was now deposed and one Theodotus, a kinsman of Constantine Copronymus, consecrated in his place on the ist of April 815. A fresh council was soon convoked, which cursed Irene and re-enacted the decrees of 754. This reaction lasted only for a generation under Leo the Armenian, who died 820, Michael II. 820-829, and Theophilus 829-842; and was frustrated mainly by the exertions of Theodore of Studion and his monks, called the Studitae. Theodore refused to attend or recognize the new council, and was banished first to Bithynia and thence to Smyrna, whence he continued to address his appeals to the pope, to the eastern patriarchs and to his dispersed monks. He died in 826. Theophilus, the last of the iconoclast emperors, was a devoted Mariolater and con- troversialist who invited the monks to discuss the question of images with him, and whipped or branded them when he was out-argued; he at length banished them from the cities, and 274 ICONOCLASTS branded on the hands a painter of holy pictures, Lazarus by name, who declined to secularize his art; he also raised to the patriarchal throne John Hylilas, chief instigator of the reaction of 815. In 842 Theophilus died, leaving his wife Theodora regent; she was, like Irene, addicted to images, and chose as patriarch a monk, Methodius, whom the emperor Michael had imprisoned for laying before him Pope Paschal I.'s letter of protest. John Hylilas was deposed and flogged in turn. A fresh council was now held which re-enacted the decrees of 787, and on the zoth of February 842 the new patriarch, the empress, clergy and court dignitaries assisted in the church of St Sophia at a solemn restoration of images which lasted until the advent of the Turks. The struggle had gone on for 116 years. The iconoclastic movement is perhaps the most dramatic episode in Byzantine history, and the above outline of its external events must be completed by an appreciation of its deeper historical and religious significance and results. We can distinguish three parties among the combatants: — 1. The partisans of image worship. These were chiefly found in the Hellenic portions of the empire, where Greek art had once held sway. The monks were the chief champions of images, because they were illuminators and artists. Their doctors taught that the same grace of the Holy Spirit which imbued the living saint attaches after death to his relics, name, image and picture. The latter are thus no mere representations, but as it were emanations from the archetype, vehicles of the supernatural personality represented, and possessed of an inherent sacramental value and power, such as the name of Jesus had for the earliest believers. Here Christian image- worship borders on the beliefs which underlie sympathetic magic (see IMAGE WORSHIP). 2. The iconoclasts proper, who not only condemned image worship in the sense just explained but rejected all religious art whatever. Fleeting matter to their mind was not worthy to embody or reflect heavenly supersensuous energies denoted by the names of Christ and the saints. For the same reason they rejected relics and, as a rule, the worship of the cross. Statues of Christ, especially of him hanging on the cross, inspired the greatest horror and indignation; and this is why none of the graven images of Christ, common before the outbreak of the movement, survive. More than this — although the synod of 692 specially allowed the crucifix, yet Greek churches have discarded it ever since the 8th century. This idea that material representation involves a profanation of divine personages, while disallowing all religious art which goes beyond scroll-work, spirals, flourishes and geometrical designs, yet admits to the full of secular art; and accordingly the iconoclastic emperors replaced the holy pictures in churches with frescoes of hunting scenes, and covered their palaces with garden scenes where men were plucking fruit and birds singing amid the foliage. Contemporary Mahommedans did the same, for it is an error to suppose that this religion was from the first hostile to profane art. At one time the mosques were covered with mosaics, analogous to those of Ravenna, depicting scenes from the life of Mahomet and the prophets. The Arabs only forbade plastic art in the pth century, nor were their essentially Semitic scruples ever shared by the Persians. The prejudice we are considering is closely connected with the Manichaean view of matter, which in strict consistency rejected the belief that God was really made flesh, or really died on the cross. The Manichaeans were therefore, by reason of their dualism, arch-enemies no less of Christian art than of relics and cross- worship; the Monophysites were equally so by reason of their belief that the divine nature in Christ entirely absorbed and sublated the human; they shaded off into the party of the aphthartodoketes, who held that his human body was incorruptible and made of ethereal fire, and that his divine nature was impassible. Their belief made them, like the Mani- chaeans, hostile to material portraiture of Christ, especially of his sufferings on the cross. All these nearly allied schools of Chris- tian thought could, moreover, address, as against the image- worshippers, a very effective appeal to the Bible and to Christian antiquity. Now Egypt, Asia Minor, Armenia, western Syria and the Hauran were almost wholly given up to these forms of opinion. Accordingly in all the remains of the Christian art of the Hauran one seeks in vain for any delineation of human face or figure. The art of these countries is mainly geometrical, and allows only of monograms crowned with laurels, of peacocks, of animals gambolling amid foliage, of fruit and flowers, of crosses which are either svastikas of Hindu and Mycenaean type, or so lost in enveloping arabesques as to be merely decorative. Such was the only religious art permitted by the Christian sentiment of these countries, and also of the large enclaves of semi-Manichaean belief formed in the Balkans by the transportation thither of Armenians and Paulicians. And it is important to remark that the protagonists of iconoclasm in Byzantium came from these lands where image cult offended the deepest religious instincts of the masses. Leo the Isaurian had all the scruples of a Paulician, even to the rejection of the cult of Virgin and saints; Constantine V. was openly such. Michael Balbus was reared in Phrygia among Montanists. The soldiers and captains of the Byzantine garrisons were equally Armenians and Syrians, in whom the sight of a crucifix or image set up for worship in- spired nothing but horror. The issue of the struggle was not a complete victory even in Byzantium for the partisans of image-worship. The icono- clasts left an indelible impress on the Christian art of the Greek Church, in so far as they put an end to the use of graven images; for the Eastern icon is a flat picture, less easily regarded than would be a statue as a nidus within which a spirit can lurk. Half the realm of creative art, that of statuary, was thus sup- pressed at a blow; and the other half, painting, forfeited all the grace and freedom, all the capacity of new themes, forms and colours, all the development which we see in the Latin Church. The Greeks have produced no Giotto, no Fra Angelico, no Raphael. Their artists have no choice of subjects and no initiative. Colour, dress, attitude, grouping of figures are all dictated by traditional rules, set out in regular manuals. God the Father may not be depicted at all — a restriction intelligible when we remember that the image in theory is fraught with the virtue of the archetype; but everywhere the utmost timidity is shown. What else could an artist do but make a slavish and exact copy of old pictures which worked miracles and perhaps had the reputation as well of having fallen from heaven? 3. Between these extreme parties the Roman Church took the middle way of common sense. The hair-splitting distinction of the Byzantine doctors between veneration due to images (irpocrKvvriaa TI^TJTIK^), and the adoration (irpo i \r\ ~* , Kuiie -Fort tjeinniiiJ, " '• ri" . ( WE, ,.,', l^°fy -^j^^ , ./ • : j V ' bWriri'MiaS r-^.!lndi»i Rest?-, 3 i V IDAHO and MONTANA Scale, 1:3,170,000 English Miles o 10 20 40 60 Indian Reservations National Parks County Seats County Boundaries Railways Mmery Walk« se. IDAHO 277 Snake and on nearly all the important branches of the North Fork, and whose field is 200,000 — 250,000 acres, almost entirely Federal property, in the W. end of Fremont county between Mud Lake and the lower end of Big Lost river. A further step in irrigation is the utilization of underground waters: in the Big Camas Prairie region, Elaine county, water 10 ft. below the surface is tapped and pumped by electricity generated from the only surface water of the region, Camas Creek. In 1899 the value of the crops and other agricultural products of the irrigated region amounted to more than seven-tenths of the total for the state. In 1907, according to the Report of the state commissioner of immigration, l,559.9!5 irrigated acres were under cultivation, and 3,266,386 acres were " covered " by canals 3789 m. long and costing $11,257,023. Up to 1900 the most prosperous period (absolutely) in the agri- cultural development of the state was the last decade of the igth century; the relative increase, however, was greater between 1880 and 1890. The number of farms increased from 1885 in 1880 to 6603 in 1890 and to 17,471 in 1900; the farm acreage from 327,798 in 1880 to 1,302,256 in 1890 and to 3,204,903 acres in 1900; the irrigated area (exclusive of farms on Indian reservations) from 217,005 acres in 1889 to 602,568 acres in 1899; the value of products increased from $1,515,314 in 1879 to $3,848,930 in 1889, and to $18,051,625 in 1899; the value of farm land with improvements (including buildings) from $2,832,890 in 1880 to $17,431,580 in 1890 and $42,318,183 in 1900; the value of implements and machinery from $363,930 in 1880 to $1,172,460 in 1890 and to $3,295,045 in 1900; and that of live-stock from $4,023,800 in 1880 to $7,253,490 in 1890 and to $21,657,974 in 1900. In 1900 the average size of farms was 183-4 acres. Cultivation by owners is the prevailing form of tenure, 91 -3 % of the farms being so operated in 1900 (2-3 % by cash tenants and 6-4% by share tenants). As illustrative of agricultural conditions the contrast of the products of farms operated by Indians, Chinese and whites is of considerable interest, the value of products (not fed to live-stock) per acre of the 563 Indian farms being in 1899 $1-40, that of the 16,876 white farms $4-67, and that of the 23 Chinese farms intensively cultivated and devoted to market vegetables $69-83. The income from agriculture in 1899 was almost equally divided between crops ($8,951,440) and animal products ($8,784,364) — in that year forest products were valued at $315,821. Of the crops, hay and forage were the most valuable ($4,238,993), yielding 47-4 % of the total value of crops, an increase of more than 200 % over that of 1889, and in 1907, according to the Year-book of the Department of Agriculture, the crop was valued at $8,585,000. Wheat, which in 1899 ranked second ($2,131,953), showed an increase of more than 400% in the decade, and the farm value of the crop of 1907, according to the Year-book of the United States Department of Agriculture, was $5,788,000; the value of the barley crop in 1899 ($312,730) also increased more than 400% over that of 1889, and in 1907 the farm value of the product, according to the same authority, was $1,265,000; the value of the oat crop in 1899 ($702,955) showed an increase of more than 300% in the decade, and the value of the product in 1907, according to the United States Department of Agriculture, was $2,397,000. More than one-half of the cereal crop in 1905 was produced in the prairie and plateau region of Nez Perce and Latah counties. The production of orchard fruits (apples, cherries, peaches, pears, plums and prunes) increased greatly from 1889 to 1899; the six counties of Ada, Canyon (probably the leading fruit county of the state), Latah (famous for apples), Washington, Owyhee and Nez Perce had in 1900 89% of the plum and prune trees, 85% of all pear trees, 78 % of all cherry trees, and 74 % of all apple trees in the state, and in 1906 it was estimated by the State Commissioner of Immigra- tion that there were nearly 48,000 acres of land devoted to orchard fruits in Idaho. Viticulture is of importance, particularly in the Lewiston valley. In 1906, 234,000 tons of sugar beets were raised, and fields in the Bois6 valley raised 30 tons per acre. Of the animal products in 1899, the most valuable was live-stock sold during the year ($3,909,454) ; the stock-raising industry was carried on most extensively in the S.E. part of the state. Wool ranked second in value ($2,210,790), and according to the estimate of the National Association of Wool Manufactures for 1907, Idaho ranked fourth among the wool-producing states in number of sheep (2,500,000), third in wool, washed and unwashed (17,250,000 Ib), and fourth in scoured wool (5,692,500 ft). In January 1908, accord- ing to the Year-book of the Department of Agriculture, the number and farm values of live-stock were: milch cows, 69,000, valued at $2,208,000, and other neat cattle, 344,000, valued at $5,848,000; horses, 150,000, $11,250,000; sheep, 3,575,000, $12,691,000; and swine, 130,000, $910,000. According to state reports for 1906, most of the neat cattle were then on ranges in Lemhi, Idaho, Washington, Cassia and Owyhee counties; Nez Perce, Canyon, Fremont, Idaho, and Washington counties had the largest number of horses; Owyhee, Blaine and Canyon counties had the largest numbers of sheep, and Idaho and Nez Perce counties were the principal swine-raising regions. The pasture lands of the state have been greatly decreased by the increase of forest reserves, especially by the large reservations made in 1906-1907. Mining. — The mineral resources of Idaho are second only to the agricultural; indeed it was primarily the discovery of the immense value of the deposits of gold and silver about 1860 that led to the settlement of Idaho Territory. In Idaho, as elsewhere, the first form of mining was a very lucrative working of placer deposits; this gave way to vein mining and a greatly reduced production of gold and silver after 1878, on account of the exhaustion of the placers. Then came an adjustment to new conditions and a gradual increase of the aroduct. The total mineral product in 1906, according to the State Mine Inspector, was valued at $24,138,317. The total gold produc- tion of Idaho from 1860 to 1906 has been estimated at $250,000,000, of which a large part was produced in the Idaho Basin, the region lying between the N. fork of the Bois6 and the S. fork of the Payette rivers. In 1901-1902 rich gold deposits were discovered in the Thunder Mountain district in Idaho county. The counties with the largest production of gold in 1907 (state report) were Owyhee ($362,742), Boise ($282,444), Custer ($210,900) and Idaho; the total for the state was $1,075,618 in 1905; in 1906 it was $1,149,100; and in 1907, according to state reports, $1,373,031. The total of the state for silver in 1905 was $5,242,172; in 1906 it was $6,042.606; in 1907, according to state reports, it was $5,546,554. The richest deposits of silver are those of Wood river and of the Cceur d'Alene district in Shoshone county (opened up in 1886); the county's product in 1906 was valued at $5,322,706, an increase of $917,743 over the preceding year; in 1907 it was $4,780,093, according to state reports. The production of the next richest county, Owyhee, in 1907, was less than one tenth that of Shoshone county, which yields, besides, about one half of the lead mined in the United States, its product of lead being valued at $9,851,076 in 1904, at $14,365,265 in 1906, and at $12,232,233 (state report) in 1907. Idaho was the first of the states in its output of lead from 1896, when it first passed Colorado in rank, to 1906, excepting the year 1899, when Colorado again was first; the value of the lead mined in 1906 was $I4.535>823. and of that mined in 1907 (state report), $12,470,375. High grade copper ores have been produced in the Seven Devils and Washington districts of Washington county ; there are deposits, little developed up to 1906, in Lemhi county (which was almost in- accessible by railway) and in Bannock county; the copper mined in 1905 was valued at $1,134,846, and in 1907, according to state reports, at $2,241,177, of which about two-thirds was the output of the Cceur d'Alene district in Shoshone county. Zinc occurs in the Cceur d'Alene district, at Hailey, Blaine county and elsewhere; according to the state reports, the state's output in 1906 was valued at $91,426 and in 1907 at $534,087. Other minerals of economic value are sandstone, quarried at Bois6, Ada county, at Preston, Oneida county, and at Goshen, Prospect and Idaho Falls; Bingham county, valued at $22,265 in 1905, and at $11,969 in 1906; limestone, valued at $14,105 in 1905 and at $12,600 in 1906, used entirely for the local manufacture of lime, part of which was used in the manu- facture of sugar; and coal, in the Horseshoe Bend and Jerusalem districts in Boisfi county, in Lemhi county near Salmon City, and in E. Bingham and Fremont counties, with an output in 1906 of 5365 tons, valued at $18,538 as compared with 20 and 10 tons respectively in 1899 and 1900. Minerals developed slightly, or not at all, are granite, valued at $1500 in 1905; surface salt, in the arid and semi- arid regions; nickel and cobalt, in Lemhi county; tungsten, near Murray, Shoshone county; monazite and zircon, in certain sands; and some pumice. Manufactures. — The manufactures of Idaho in 1900 were relatively unimportant, the value of all products of establishments under the "factory system" being $3,001,442; in 1905 the value of such manufactured products had increased 192-2 %, to $8,768,743. The manufacturing establishments were limited to the supply of local demands. The principal industries were devoted to lumber and timber products, valued at $908,670 in 1900, and in 1905 at $2,834,506, 211-9% more. In 1906 the Weyerhauser Syndicate built at Potlatch, a town built by the syndicate in Latah county, a lumber mill, supposed to be the largest in the United States, with a daily capacity of 750,000 ft. In Bonner county there are great mills at Sand Point and at Bonner's Ferry. In these and the other 93 saw-mills in the state in 1905 steam generated by the waste wood was the common power. The raw material for these products was secured from the 35,000 sq. m. of timber land in the state (6164 so. m. having been reserved up to 1905, and 31,775-7 sq. m. up to April 1907 by the United States government); four-fifths of the cut in 1900 was yellow pine. Flour and grist mill products ranked second among the manufactures, being valued at $1,584,473 in 1905, an increase of nearly 116% over the product in 1900; and steam-car construction and repairs ranked third, with a value of $913,670 in 1905 and $523,631 in 1900. In 1903-1904 the cultivation of sugar beets and the manufacture of beet sugar were undertaken, and manufacturing establishments for that purpo.se were installed at Idaho Falls and Blackfoot (Bingham county), at Sugar, or Sugar City (Fremont county), a place built up about the sugar refineries, and at Nampa, Canyon county. In 1906 between 57,000,000 and 64,000,000 Ib of beet sugar were refined in the state. Brick-making was of little more than local importance in 1906, the largest kilns being at Boise, Sand Point and Cceur d'Alene City. Lime is made at Orofino, Shoshone county, and at Hope, Bonner county. Communications.— The total railway mileage in January 1909 was 2,022-04 m-> an increase from 206 m. in 1880 and 946 m. in 1890. The Great Northern, the Northern Pacific, and the OregonRailway 278 IDAHO & Navigation lines cross the N. part of the state; _ the Oregon Short Line crosses the S., and the Union Pacific, which owns the Oregon Railway & Navigation and the Oregon Short Line roads crosses the eastern part. The constitution declares that railway are public highways, that the legislature has authority to regulati rates, and that discrimination in tolls shall not be allowed. Population. — The population of Idaho in 1870 was 14,999; i 1880 it was 32,610, an increase of 117-4%; in 1890 it was 88,548 an increase of 158-8%; in 1900 161,772 (82-7% increase); andii 1910325,594(101-3% increase). Of the inhabitants 15-2% were in 1900 foreign-born and 4-5% were coloured, the colourec population consisting of 293 negroes, 1291 Japanese, 1467 Chinese and 4226 Indians. The Indians lived principally in three reservations, the Fort Hall and Lemhi reservations (1350 sq. m. and 100 sq. m. respectively), in S.E. and E. Idaho, being occupied by the Shoshone, Bannock and Sheef-eater tribes and the Cceur d'Alene reservation (632 sq. m.), in the N.W.,by the Coeur d'Alene and Spokane tribes. The former Nez Perce reservation, in the N.W. part of the state, was abolished in 1895, and the Nez Perces were put under the supervision of the superintendent of the Indian School at Fort Lapwai, about 12 m. E. of Lewiston, in Nez Perce county. Of these tribes, the Nez Perce and Cceur d'Alene were self-supporting; the other tribes were in 1900 dependent upon the United States government for 30% of their rations. Of the 24,604 foreign- born inhabitants of the state, 3943 were from England, 2974 were from Germany, 2528 "were Canadian English, 2822 were from Sweden, and 1633 were from Ireland, various other countries being represented by smaller numbers. The urban population of Idaho in 1900 (i.e. the population of places having 4000 or more inhabitants) was 6-2% of the whole. There were thirty- three incorporated cities, towns and villages, but only five had a population exceeding 2000; these were Boise (5957), Pocatello (4046), Lewiston (2425), Moscow (2484) and Wallace (2265). In 1906 it was estimated that the total membership of all religious denominations was 74,578, and that there were 32,425 Latter-Day Saints or Mormons (266 of the Reorganized Church), 18,057 Roman Catholics, 5884 Methodist Episcopalians (5313 of the Northern Church), 3770 Presbyterians (3698 of the Northern Church), 3206 Disciples of Christ, and 2374 Baptists (2331 of the Northern Convention). Government. — The present constitution of Idaho was adopted in 1 889. The government is similar in outline to that of the other states of the United States. The executive officials serve for a term of two years. Besides being citizens of the United States and residents of the state for two years preceding their election the governor, lieutenant-governor and attorney-general must each be at least thirty years of age, and the secretary of state, state auditor, treasurer and superintendent of education must be at least twenty-five years old. The governor's veto may be overridden by a two-thirds vote of the legislature; the governor, secretary of state, and the attorney-general constitute a Board of Pardons and a Board of State Prison Commissioners. The legislature meets biennially; its members, who must be citizens of the United States and electors of the state for one year pre- ceding their election, are chosen biennially; the number of senators may never exceed twenty-four, that of representatives sixty; each county is entitled to at least one representative. The judiciary consists of a supreme court of three judges, elected every six years, and circuit and probate courts, the five district judges being elected every four years. Suffrage requirements are citizenship in the United States, registration and residence in the state for six months and in the county for thirty days immediately before election, but mental deficiency, conviction of infamous crimes (without restoration to rights of citizenship), bribery or attempt at bribery, bigamy, living in " what is known as patriarchal, plural or celestial marriage," or teaching its validity or belonging to any organization which teaches poly- gamy,1 are disqualifications. Chinese or persons of Mongolian 1 This disqualification and much other legislation were due to the large Mormon population in Idaho. In 1884-1885 all county and precinct officers were required to take a test oath abjuring bigamy, polygamy, or celestial marriage; and under this law in 1888 three descent not born in the United States are also excluded from suffrage rights. Women, however, since 1897, have had the right to vote and to hold office, and they are subject to jury service. An Australian ballot law was passed in 1891. The constitution forbids the chartering of corporations except according to general laws. In 1909 a direct primary elections law was passed which required a majority of all votes to nominate, and, to make a majority possible, provided for preferential (or second-choice) voting, such votes to be canvassed and added to the first-choice vote for each candidate if there be no majority by the first-choice vote. The right of eminent domain over all corporations is reserved to the state; and no corporation may issue stock except for labour, service rendered, or money paid in. The waters of the state are, by the constitution of the state, devoted to the public use, contrary to the common law theory of riparian rights. By statute (1891) it has been provided that in civil actions three-fourths of a jury may render a verdict, and in misdemeanour cases five-sixths may give a verdict. Life insurance agents not residents of Idaho cannot write policies in the state. Divorces may be obtained after residence of six months on the ground of adultery, cruelty, desertion or neglect for one year, habitual drunkenness for the same period, felony or insanity. There are a state penitentiary at Boise, an Industrial Training School at St Anthony, an Insane Asylum at Blackfoot, and a North Idaho Insane Asylum at Orofino. The care of all defectives was let by contract to other states until 1906, when a state school for the deaf and blind was opened in Boise. No bureau of charities is in existence, but there is a Labor Commission, and a Commissioner of Immigration and a Commissioner of Public Lands to investigate the industrial resources. The offices of State Engineer and Inspector of Mines have been created. Education. — The public schools in 1905-1906 had an enrolment of 62,726, or 81-5% of the population between 5 and 21 years of age. The average length of school term was 6-8 months, the average expenditure (year ending Aug. 31, 1906) for instruction for each child was $19-29, and the expenditure for all school purposes was $1,008,481. There was a compulsory attendance law, which, however, was not enforced. Higher education is provided by the University of Idaho, established in 1899 at Moscow, Latah county, which confers degrees in arts, science, music and engineering, and offers free tuition. In 1907-1908 the institution had 41 instructors and 426 regular and 58 special students. In 1901 the Academy of Idaho, another state institution with industrial and technical courses and a preparatory department, was established at Pocatello, Bannock county, to be a connecting link between the public schools and the university. There are two state normal schools, one at Lewiston and the other at Albion. The only private institution of college rank in 1908 was the College of Caldwell (Presbyterian, opened 1891) at Caldwell, Canyon county, with 65 students in 1906-1907. There are Catholic academies at Boise1 and Cceur d'Alene and a convent, Our Lady of Lourdes, at Wallace, Shoshone county, opened in 1905; Mormon schools at Paris (Bear Lake county), Preston (Oneida county), Rexburg (Fremont county), and Oakley (Cassia county} ; a Methodist Episcopal school (1906) at Weiser (Washington county); and a Protestant Episcopal school at Bois6 (1892). The Idaho Industrial Institute (non-denominational; incorporated in 1899) is at Weiser. Finance. — The finances of Idaho are in excellent condition. The bonded debt on the 3oth of September 1908 was $1,364,000. The revenue system is based on the general property tax and there s a State Board of Equalization. Each year $100,000 is set aside or the sinking fund for the payment of outstanding bonds as fast as they become due. The constitution provides that the rate of :axation shall never exceed 10 mills for each dollar of assessed valua- tion, that when the taxable property amounts to $50,000,000 the members of the territorial legislature were deprived of their seats as nehgible. An act of 1889, when the Mormons constituted over 20% of the population, forbade in the case of any who had since the 1st of January 1888 practised, taught, aided or encouraged polygamy >r bigamy, their registration or voting until two years after they had taken a test oath renouncing such practices, and until they had satisfied the District Court that in the two years preceding they had been guilty of no such practices. The Constitutional Convention which met at Boise in July-August 1889 was strongly anti-Mormon, and the Constitution it framed was approved by a popular vote of 2,398 out of 14,184. The United States Supreme Court decided the inti-Mormon legislation case of Davis v. Beason in favour of the daho legislature. In 1893 the disqualification was made no longer etroactive, the two-year clause was omitted, and the test oath covered only present renunciation of polygamy. IDAR— IDAS 279 rate shall not exceed 5 mills, when it reaches $100,000,000, 3 mills shall be the limit, and when it reaches $300,000,000 the rate shall not exceed ij mills; but a greater rate may be established by a vote of the people. No public debt (exclusive of the debt of the Territory of Idaho at the date of its admission to the Union as a state) may be created that exceeds ij % of the assessed valuation (except in case of war, &c.) ; the state cannot lend its credit to any corpora- tion, municipality or individual; nor can any county, city or town lend its credit or become a stockholder in any company (except for municipal works). History. — The first recorded exploration of Idaho by white men was made by Lewis and Clark, who passed along the Snake river to its junction with the Columbia; in 1805 the site of Fort Lemhi in Lemhi county was a rendezvous for two divisions of the Lewis and Clark expedition; later, the united divisions reached a village of the Nez Perce Indians near the south fork of the Clearwater river, where they found traces of visits by other white men. In 1810 Fort Henry, on the Snake river, was established by the Missouri Fur Company, and in the following year a party under the auspices of the Pacific Fur Company descended the Snake river to the Columbia. In 1834 Fort Hall in E. Idaho (Bingham county) was founded. It acquired prominence as the meeting-point of a number of trails to the extreme western parts of North America. Missions to the Indians were also established, both by the Catholics and by the Protestants. But the permanent settlements date from the revelation of Idaho's mineral resources in 1860, when the Coeur d'Alene, Palouses and Nez Perces were in the North, and the Blackfoots, Bannocks and Shoshones in the South. While trading with these Indians, Capt. Pierce learned in the summer of 1860 that there was gold in Idaho. He found it on Orofino Creek, and a great influx followed — coming to Orofino, Newsome, Elk City, Florence, where the ore was especially rich, and Warren. The news of the discovery of the Boise Basin spread far and wide, and Idaho City, Placerville, Buena Vista, Centreville and Pioneerville grew up. The territory now constituting Idaho was comprised in the Territory of Oregon from 1848 to 1853; from 1853 to 1859 the southern portion of the present state was a part of Oregon, the northern a part of Washington Territory; from 1859 to 1863 the territory was within the bounds of Washington Territory. In 1863 the Territory of Idaho was organized; it included Montana until 1864, and a part of Wyoming until 1868, when the area of the Territory of Idaho was practically the same as that of the present state. Idaho was admitted into the Union as a state in 1890. There have been a few serious Indian outbreaks in Idaho. In 1856 the Coeur d'Alenes, Palouses and Spokanes went on the war-path; in April 1857 they put to flight a small force under Col. Edward Jenner Steptoe; but the punitive expedition led by Col. George Wright (1803-1865) was a success. In 1877 the Nez Perces, led by Chief Joseph, refused to go on the reservation set apart for them, defeated a small body of regulars, were pursued by Major-General O. 0. Howard, reinforced by frontier volunteers, and in September and October were defeated and retreated into Northern Montana, where they were captured by Major-General Nelson A. Miles. Occasional labour troubles have been very severe in the Cceur d'Alene region, where the attempt in 1892 of the Mine Owners' Association to discriminate in wages between miners and surfacemen brought on a union strike. Rioting followed the introduction of non-union men, the Frisco Mill was blown up, and many non-union miners were killed. The militia was called out and regular troops were hurried to Shoshone county from Fort Sherman, Idaho and Fort Missoula, Montana. These soon quieted the district. But the restlessness of the region caused more trouble in 1899. The famous Bunker Hill and Sullivan mines were wrecked, late in April, by union men. Federal troops, called for by Governor Frank Steunenberg, again took charge, and about 800 suspected men in the district were arrested and shut up in a stockade known as the " bull-pen." Ten prisoners, convicted of destroying the property of the mine-owners, were sentenced to twenty-two months in jail. The feeling among the union men was bitter against Steunenberg, who was assassinated on the aoth of December 1905. The trial in 1907 of Charles H. Haywood, secretary of the Western Federation of Miners, who was charged with conspiracy in connexion with the murder, attracted national attention; it resulted in Hay wood's acquittal. Before 1897 the administration of the state was controlled by the Republican party; but in 1896 Democrats, Populists and those Republicans who believed in free coinage of silver united, and until 1902 elected a majority of all candidates for state offices. In 1902, 1904, 1906 and 1908 a Republican state ticket was elected. GOVERNORS Territorial. William H. Wallace 1863 W. B. Daniels, Secretary, Acting Governor . 1863-1864 Caleb Lyon 1864-1865 C. de Witt Smith, Secretary, Acting Governor 1865 Horace C. Gilson ,, ,, 1865-1866 S. R. Howlett „ „ 1866 David W. Ballard 1866-1870 E. J. Curtis, Acting Governor 1870 Thomas W. Bennett 1871-1875 D. P. Thompson 1875-1876 Mason Brayman 1876-1880 John B. Neil 1880-1883 John N. Irwin 1883-1884 William M. Bunn 1884-1885 Edward A. Stevenson 1885-1889 George L. Shoup 1889-1890 STATE GOVERNORS George L. Shoup,1 Republican .... 1890 Norman B. Wiley, Acting Governor . . . 1890-1892 William J. McConnell, Republican . . . 1893-1897 Frank Steunenberg, Democrat Populist . . 1897-1901 Frank W. Hunt, „ „ 1901-1903 John T. Morrison, Republican 1903-1905 Frank R. Gooding, ,, .... 1905—1909 James H. Brady, ,, .... 1909- BIBLIOGRAPHY. — The physical features and economic resources of Idaho are discussed in J. L. Onderdonk's Idaho : Facts and Statistics (San Francisco, 1885), Israel C. Russell's " Geology and Water Resources of the Snake River Plains of Idaho," U.S. Geologi- cal Survey, Bulletin ipp (Washington, 1902), The State of Idaho (a pamphlet issued by the State Commissioner of Immigration), Waldmor Lindgren's " Gold and Silver Veins of Silver City, De Lamar and other Mining Districts of Idaho," U.S. Geological Survey, zoth Annual Report (Washington, 1900), and " The Mining Districts of the Idaho Basin and the Bois6 Ridge, Idaho," U.S. Geological Survey, i8th Annual Report (Washington, 1898). These reports should be supplemented by the information contained elsewhere in the publications of the Geological Survey (see the Indexes of the survey) and in various volumes of the United States Census. W. B. Hepburn's Idaho Laws and Decisions, Annotated and Digested (Bois6, 1900), and H. H. Bancroft's Washington, Idaho, and Montana (San Francisco, 1890) are the principal authorities for administration and history. The reports of the state's various executive officers should be consulted also. IDAR, or EDAR, a native state of India, forming part of the Mahi Kantha agency, within the Gujarat division of Bombay. It has an area of 1669 sq. m., and a population (1901) of 168,557, showing a decrease of 44% in the decade as the result of famine. Estimated gross revenue, £29,000; tribute to the gaekwar of Baroda, £2000. In 1901 the raja and his posthumous son both died, and the succession devolved upon Sir Pertab Singh (q.v.) of Jodhpur. The line of railway from Ahmedabad through Parantij runs mainly through this state. Much of the territory is held by kinsmen of the raja on feudal tenure. The products are grain, oil-seeds and sugar-cane. The town of Idar is 64 m. N.E. of Ahmedabad. Pop. (1901) 7085. It was formerly the capital, but Ahmednagar (pop. 3200) is the present capital. IDAS, in Greek legend, son of Aphareus of the royal house of Messene, brother of Lynceus. He is only mentioned in a single passage in Homer (Iliad, ix. 556 sqq.), where he is called the strongest of men on earth. He carried off Marpessa, daughter of Evenus, as his wife and dared to bend his bow against Apollo, who was also her suitor. Zeus intervened, and left the choice to Marpessa, who declared in favour of Idas, fearing that the god might desert her when she grew old (Apollodorus i. 7). The Apharetidae are best known for their fight with the Dioscuri. 1 Governor Shoup resigned in December to take his seat in the U.S. Senate. 280 IDDESLEIGH, EARL OF— IDEA A quarrel had arisen about the division of a herd of cattle which the four had stolen. Idas claimed the whole of the booty as the victor in a contest of eating, and drove the cattle off to Messene. The Dioscuri overtook him and lay in wait in a hollow oak. But Lynceus, whose keenness of sight was proverbial, saw Castor through the trunk and warned his brother, who thereupon slew the mortal Castor; finally, Pollux slew Lynceus, and Idas was struck by lightning (Apollodorus iii. n; Pindar, Nem., x. 60; Pausanias iv. 3. i). According to others, the Dioscuri had carried off the daughters of Leucippus, who had been betrothed to the Apharetidae (Ovid, Fasti, v. 699; Theocritus xxii. 137). The scene of the combat is placed near the grave of Aphareus at Messene, at Aphidna in Attica, or in Laconia; and there are other variations of detail in the accounts (see also Hyginus, Fab. 80). Idas and Lynceus were originally gods of light, probably the sun and moon, the herd of cattle (for the possession of- which they strove with the Dioscuri) representing the heavenly bodies. The annihilation of the Apharetidae in the legend indicates the subordinate position held by the Messenians after the loss of their independ- ence and subjugation by Sparta, the Dioscuri being distinctly Spartan, as the Apharetidae were Messenian heroes. The grave of Idas and Lynceus was shown at Sparta, according to Pausanias (iii. 13. i), whose own opinion, however, is that they were buried in Messenia. On the chest of Cypselus, Marpessa is repre- sented as following Idas from the temple of Apollo (by whom, according to some, she had been carried off), and there was a painting by Polygnotus of the rape of the Leucippidae in the temple of the Dioscuri at Athens. In the article GREEK ART, fig. 66 (PI. iv.) represents Idas and the Dioscuri driving off cattle. IDDESLEIGH, STAFFORD HENRY NORTHCOTE, IST EARL OF (1818-1887), British statesman, was born in London, on the 27th of October 1818. His ancestors had long been settled in Devonshire, their pedigree, according to Burke, being traceable to the beginning of the i2th century. After a successful career at Balliol College, Oxford, he became in 1843 private secretary to Mr Gladstone at the board of trade. He was afterwards legal secretary to the board; and after acting as one of the secretaries to the Great Exhibition of 1851, co-operated with Sir Charles Trevelyan in framing the report which revolutionized the conditions of appointment to the Civil Service. He succeeded his grandfather, Sir Stafford Henry Northcote, as 8th baronet in 1851. He entered Parliament in 1855 as Conservative M.P. for Dudley, and was elected for Stamford in 1858, a seat which he exchanged in 1866 for North Devon. Steadily supporting his party, he became president of the board of trade in 1866, secretary of state for India in 1867, and chancellor of the exchequer in 1874. In the interval between these last two appointments he had been one of the commissioners for the settlement of the " Alabama " difficulty with the United States, and on Mr Disraeli's elevation to the House of Lords in 1876 he became leader of the Conservative party in the Commons. As a finance minister he was largely dominated by the lines of policy laid down by Mr Gladstone; but he distinguished himself by his dealings with the Debt, especially his introduction of the New Sinking Fund (1876), by which he fixed the annual charge for the Debt in such a way as to provide for a regular series of payments off the capital. His temper as leader was, however, too gentle to satisfy the more ardent spirits among his own followers, and party cabals (in which Lord Randolph Churchill — who had made a dead set at the " old gang," and especially Sir Stafford Northcote — took a leading part) led to Sir Stafford's transfer to the Lords in 1885, when Lord Salisbury became prime minister. Taking the titles of earl of Iddesleigh and Viscount St Cyres, he was included in the cabinet as first lord of the treasury. In Lord Salisbury's 1886 ministry he became secretary of state for foreign affairs, but the arrange- ment was not a comfortable one, and his resignation had just been decided upon when on the izth of January 1887 he died very suddenly at Lord Salisbury's official residence in Downing Street. Lord Iddesleigh was elected lord rector of Edinburgh University in 1883, in which capacity he addressed the students, on the subject of " Desultory Reading." He had little leisure for letters, but amongst his works were Twenty Years of Financial Policy (1862), a valuable study of Gladstonian finance, and Lectures and Essays (1887). His Life by Andrew Lang appeared in 1890. Lord Iddesleigh married in 1843 Cecilia Frances Farrer (d. 1910) (sister of Thomas, ist Lord Farrer), by whom he had seven sons and three daughters. He was succeeded as 2nd earl by his eldest son, WALTER STAFFORD NORTHCOTE (1845- )> wn° for some years was his father's private secretary. He was chairman of the Inland Revenue Board from 1877 to 1892; and is also known as a novelist. His eldest son STAFFORD HENRY NORTHCOTE, Viscount St Cyres (1869- ), was educated at Eton and Merton College Oxford. After taking a ist class in History, he was elected a senior student of Christ Church, where he resided for a while as tutor and lecturer. His interest in the development of religious thought led him to devote himself specially to the history of the Roman Catholic Church in the i7th century, the first-fruits of which was his Francois de Fenelon (London, 1901); eight years later he published his Pascal (ib. 1909). The second son of the ist earl of Iddesleigh, STAFFORD HENRY NORTHCOTE, ist Baron Northcote (b. 1846), was educated at Eton and at Merton College, Oxford. He became a clerk in the foreign office in 1868, acted as private secretary to Lord Salisbury, and was attached to the embassy at Constantinople from 1876 to 1877. From 1877 to 1880 he was secretary to the chancellor of the exchequer, was financial secretary to the war office from 1885 to 1886, surveyor-general of ordnance, 1886 to 1887, and charity commissioner, 1891 to 1892. In 1887 he was created a baronet. In 1880 he was elected M.P. for Exeter as a Conservative, and retained the seat until 1899, when he was appointed governor of Bombay (1899-1903), being created a peer in 1900. Lord Northcote was appointed governor-general of the Commonwealth of Australia in 1903, and held this post till 1908. He married in 1873 Alice, adopted daughter of the ist Lord Mount Stephen. IDEA (Gr. tita, connected with Idtiv, to see; cf. Lat. species from specere, to look at), a term used both popularly and in philosophical terminology with the general sense of " mental picture." To have no idea how a thing happened is to be without a mental picture of an occurrence. In this general sense it is synonymous with concept (q.v.) in its popular usage. In philosophy the term " idea " is common to all languages and periods, but there is scarcely any term which has been used with so many different shades of meaning. Plato used it in the sphere of metaphysics for the eternally existing reality, the archetype, of which the objects of sense are more or less imperfect copies. Chairs may be of different forms, sizes, colours and so forth, but " laid up in the mind of God " there is the one per- manent idea or type, of which the many physical chairs are derived with various degrees of imperfection. From this doctrine it follows that these ideas are the sole reality (see further IDEALISM) ; in opposition to it are the empirical thinkers of all time who find reality in particular physical objects (see HYLOZOISM, EMPIRICISM, &c.). In striking contrast to Plato's use is that of John Locke, who defines " idea " as " whatever is the object of understanding when a man thinks " (Essay on the Human Understanding (I.), vi. 8). Here the term is applied not to the mental process, but to anything whether physical or intellectual which is the object of it. Hume differs from Locke by limiting " idea " to the more or less vague mental reconstructions of perceptions, the perceptual process being described as an " impression." Wundt widens the term to include " conscious representation of some object or process of the external world." In so doing he includes not only ideas of memory and imagination, but also perceptual processes, whereas other psychologists confine the term to the first two groups. G. F. Stout and J. M. Baldwin, in the Dictionary of Philosophy and Psychology, i. 498, define " idea " as " the repro- duction with a more or less adequate image, of an object not actually present to the senses." They point out that an idea IDEALISM 281 .and a perception are by various authorities contrasted in various ways. " Difference in degree of intensity," " comparative absence of bodily movement on the part of the subject," " com- parative dependence on mental activity," are suggested by psychologists as characteristic of an idea as compared with a perception. It should be observed that an idea, in the narrower and generally accepted sense of a mental reproduction, is frequently composite. That is, as in the example given above of the idea of chair, a great many objects, differing materially in detail, all call a single idea. When a man, for example, has obtained an idea of chairs in general by comparison with which 'he can say " This is a chair, that is a stool," he has what is known as an " abstract idea " distinct from the reproduction in his mind of any particular chair (see ABSTRACTION). Furthermore a. complex idea may not have any corresponding physical object, though its particular constituent elements may severally be the reproductions of actual perceptions. Thus the idea of a centaur is a complex mental picture composed of the ideas of man and horse, that of a mermaid of a woman and a fish. See PSYCHOLOGY. IDEALISM (from Gr. ISea, archetype or model, through Fr. idealisme), a term generally used for the attitude of mind which is prone to represent things in an imaginative light and to lay emphasis exclusively or primarily on abstract perfection (i.e. in " ideals "). With this meaning the philosophical use of the term has little in common. To understand the philosophical theory that has come to be known under this title, we may ask (i) what in general it is and how it is differentiated from other theories of knowledge and reality, (2) how it has risen in the history of philosophy, (3) what position it occupies at present in the world of speculation. i. General Definition of Idealism. — Idealism as a philosophical doctrine -conceives of knowledge or experience as a process in which the two factors of subject and object stand in a relation of entire interdependence on each other as warp and woof. Apart from the activity of the self or subject in sensory reaction, memory and association, imagination, judgment and inference, there can be no world of objects. A thing-in-itself which is not a thing to some consciousness is an entirely unrealizable, because self-contradictory, conception. But this is only one side of the truth. It is equally true that a subject apart from an object is unintelligible. As the object exists through the constructive activity of the subject, so the subject lives in the construction of the object. To seek for the true self in any region into which its opposite in the form of a not-self does not enter is to grasp a shadow. It is in seeking to realize its own ideas in the world of knowledge, feeling and action that the mind comes into possession of itself; it is in becoming permeated and transformed by the mind's ideas that the world develops the fullness of its reality as object. Thus defined, idealism is opposed to ordinary common-sense dualism, which regards knowledge or experience as the result of the more or less accidental relation between two separate and independent entities — the mind and its ideas on one side, the thing with its attributes on the other — that serve to limit and condition each other from without. It is equally opposed to the doctrine which represents the subject itself and its state and judgments as the single immediate datum of consciousness, and all else, whether the objects of an external world or person other than the individual subject whose states are known to itself, as having a merely problematic existence resting upon analogy or other process of indirect inference. This theory is sometimes known as idealism. But it falls short of idealism as above defined in that it recognizes only one side of the anti- thesis of subject and object, and so falls short of the doctrine which takes its stand on the complete correlativity of the two factors in experience. It is for this reason that it is sometimes known as subjective or incomplete idealism. Finally the theory defined is opposed to all forms of realism, whether in the older form which sought to reduce mind to a function of matter, or in any of the newer forms which seek for the ultimate essence of both mind and matter in some unknown force or energy which, while in itself it is neither, yet contains the potentiality of both. It is true that in some modern developments of idealism the ultimate reality is conceived of in an impersonal way, but it is usually added that this ultimate or absolute being is not some- thing lower but higher than self-conscious personality, including it as a more fully developed form may be said to include a more elementary. 2. Origin and Development of Idealism. — In its self-conscious form idealism is a modern doctrine. In it the self or subject may be said to have come to its rights. This was possible in any complete sense only after the introspective movement represented by the middle ages had done its work, and the thought of the individual mind and will as possessed of relative independence had worked itself out into some degree of clearness. In this respect Descartes' dictum — cogito ergo sum — may be said to have struck the keynote of modern philosophy, and all subsequent speculation to have been merely a prolonged com- mentary upon it. While in its completer form it is thus a doctrine distinctive of modern times, idealism has its roots far back in the history of thought. One of the chief proofs that has been urged of the truth of its point of view is the persistency with which it has always asserted itself at a certain stage in philosophical reflection and as the solution of certain recurrent speculative difficulties. All thought starts from the ordinary dualism or pluralism which conceives of the world as consisting of the juxtaposition of mutually independent things and persons. The first movement is in the direction of dispelling this appear- ance of independence. They are seen to be united under the relation of cause and effect, determining and determined, which turns out to mean that they are merely passing manifestations of some single entity or energy which constitutes the real un- known essence of the things that come before our knowledge. In the pantheism that thus takes the place of the old dualism there seems no place left for the individual. Mind and will in their individual manifestations fade into the general background of appearance without significance except as a link in a fated chain. Deliverance from the pantheistic conception of the universe comes through the recognition of the central place occupied by thought and purpose in the actual world, and, as a consequence of this, of the illegitimacy of the abstraction whereby material energy is taken for the ultimate reality. The first illustration of this movement on a large scale was given in the Socratic reaction against the pantheistic conclusions of early Greek philosophy (see IONIAN SCHOOL). The whole movement of which Socrates was a part may be ^"^w"m- said to have been in the direction of the assertion of Socrates. the rights of the subject. Its keynote is to be found in the Protagorean " man is the measure." This seems to have been interpreted by its author and by the Sophists in general in a subjective sense, with the result that it became the motto of a sceptical and individualistic movement in contemporary philosophy and ethics. It was not less against this form of idealism than against the determinism of the early physicists that Socrates protested. Along two lines the thought of Socrates led to idealistic conclusions which may be said to have formed the basis of all subsequent advance, (i) He perceived the im- portance of the universal or conceptual element in knowledge, and thus at a single stroke broke through the hard realism of ordinary common sense, disproved all forms of naturalism that were founded on the denial of the reality of thought, and cut away the ground from a merely sensational and subjective idealism. This is what Aristotle means by claiming for Socrates that he was the founder of definition. (2) He taught that life was explicable only as a system of ends. Goodness consists in the knowledge of what these are. It is by his hold upon them that the individual is able to give unity and reality to his will. In expounding these ideas Socrates limited himself to the sphere of practice. Moreover, the end or ideal of the practical life was conceived of in too vague a way to be of much practical use. His principle, however, was essentially sound, and led directly 282 IDEALISM to the Platonic Idealism. Plato extended the Socratic discovery to the whole of reality and while seeking to see the pre-Socratics with the eyes of Socrates sought " to see Socrates with the eyes of the pre-Socratics." Not only were the virtues to be explained by their relation to a common or universal good which only intelligence could apprehend, but there was nothing in all the furniture of heaven or earth which in like manner did not receive reality from the share it had in such an intelligible idea or essence. But these ideas are them- selves intelligible only in relation to one another and to the whole. Accordingly Plato conceived of them as forming a system and finding their reality in the degree in which they embody the one all-embracing idea and conceived of not under the form of an efficient but of a final cause, an inner principle of action or tendency in things to realize the fullness of their own nature which in the last resort was identical with the nature of the whole. This Plato expressed in the myth of the Sun, but the garment of mythology in which Plato clothed his idealism, beautiful as it is in itself and full of suggestion, covered an essential weakness. The more Plato dwelt upon his world of ideas, the more they seemed to recede from the world of reality, standing over against it as principles of condemnation instead of revealing themselves in it. In this way the Good was made to appear as an end imposed upon things from without by a creative intelligence instead of as an inner principle of adaptation. On one side of his thought Aristotle represents a reaction against idealism and a return to the position of common-sense dualism, but on another, and this the deeper side, he represents the attempt to restore the theory in a more satisfactory form. His account of the process of know- ledge in his logical treatises exhibits the idealistic bent in its clearest form. This is as far removed as possible either from dualism or from empiricism. The universal is the real; it is that which gives coherence and individuality to the particulars of sense which apart from it are like the routed or disbanded units of an army. Still more manifestly in his Ethics and Politics Aristotle makes it clear that it is the common or universal will that gives substance and reality to the individual. In spite of these and other anticipations of a fuller idealism, the idea remains as a form imposed from without on a reality otherwise conceived of as independent of it. As we advance from the logic to the metaphysics and from that to his ontology, it becomes clear that the concepts are only " categories " or predicates of a reality lying outside of them, and there is an ultimate division between the world as the object or matter of thought and the thinking or moving principle which gives its life. It is this that gives the Aristotelian doctrine in its more abstract state- ments an air of uncertainty. Yet besides the particular contri- bution that Aristotle made to idealistic philosophy in his logical and ethical interpretations, he advanced the case in two direc- tions, (a) He made it clear that no explanation of the world could be satisfactory that was not based on the notion of con- tinuity in the sense of an order of existence in which the reality of the lower was to be sought for in the extent to which it gave expression to the potentialities of its own nature — which were also the potentialities of the whole of which it was a part. (6) From this it followed that difficult as we might find it to explain the relation of terms so remote from each other as sense and thought, the particular and the universal, matter and mind, these oppositions cannot in their nature be absolute. These truths, however, were hidden from Aristotle's successors, who for the most part lost the thread which Socrates had put into their hand. When the authority of Aristotle was again invoked, it was its dualistic and formal, not its idealistic and metaphysical, side that was in harmony with the spirit of the age. Apart from one or two of the greatest minds, notably Dante, what appealed to the thinkers of the middle ages was not the idea of reality as a progressive self-revelation of an inner principle working through nature and human life, but the formal principles of classification which it seemed to offer for a material of thought and action given from another source. Modern like ancient idealism came into being as a correction of the view that threatened to resolve the world of matter and mind alike into the changing manifestations of some single non-spiritual force or substance. While, however, ancient philosophy may be said to have been unilinear, modern philosophy had a twofold origin, and till the time of Kant may be said to have pursued two independent courses. All philosophy is the search for reality and rational certainty as opposed to mere formalism on the one hand, to authority and dogmatism on the other. In this sense modern philosophy had a common root in revolt against medievalism. In England this revolt sought for the certainty and clearness that reason requires in the assurance of an outer world given to immediate sense experience; on the continent of Europe, in the assurance of an inner world given immediately in thought. Though starting from apparently opposite poles and following widely different courses the two movements led more or less directly to the same results. It is easy to understand how English empiricism issued at once in the trenchant naturalism of Hobbes. It is less comprehensible how the Cartesian philosophy from the starting-point of thought allied itself with a similar point of view. This can be understood only by a study of the details of Descartes' philosophy (see CARTESIANISM). Suffice it to say that in spite of its spiritualistic starting-point its general result was to give a stimulus to the prevailing scientific tendency as represented by Galileo, Kepler and Harvey to the principle of mechanical explanations of the phenomena of the universe. True it was precisely against this that Descartes' immediate successors struggled. But the time-spirit was too strong for them. Determinism had other forms besides that of a crude materialism, and the direction that Malebranche succeeded in giving to speculation led only to the more complete denial of freedom and individuality in the all-devouring pantheism of Spinoza. The foundations of idealism in the modern sense were laid by the thinkers who sought breathing room for mind and will in a deeper analysis of the relations of the subject to the world that it knows. From the outset English philosophy had a leaning to the psychological point of view, and Locke was only carrying on the tradition of his predecessors and particularly of Hobbes in definitely accepting it as the basis of his Essay. It was, however, Berkeley who first sought to utilize the conclusions that were implicit in Locke's starting-point to disprove " the systems of impious and profane persons which exclude all freeedom, intelligence, and design from the formation of things, and instead thereof make a self- existent, stupid, unthinking substance the root and origin of all beings." Berkeley's statement of the view that all knowledge is relative to the subject — that no object can be known except under the form which our powers of sense-perception, our memory and imagination, our notions and inference, give it — is still the most striking and convincing that we possess. To have established this position was a great step in speculation. Henceforth ordinary dogmatic dualism was excluded from philosophy; any attempt to revive it, whether with Dr Johnson by an appeal to common prejudice, or in the more reflective Johnsonianism of the 18th-century Scottish philosophers, must be an anachronism. Equally impossible was it thenceforth to assert the mediate or immediate certainty of material substance as the cause either of events in nature or of sensations in our- selves. But with these advances came the danger of falling into error from which common-sense dualism and naturalistic monism were free. From the point of view which Berkeley had inherited from Locke it seemed to follow that not only material substance, but the whole conception of a world of objects, is at most an inference from subjective modifications which are the only immediately certain objects of knowledge. The implications of such a view were first clearly apparent when Hume showed that on the basis of it there seemed to be nothing that we could confidently affirm except the order of our own impressions and ideas. This being so, not only were physics and mathematics impossible as sciences of necessary Berkeley. IDEALISM 283 t.cibaiu. objective truth, but our apparent consciousness of a permanent self and object alike must be delusive. It was these paradoxes that Kant sought to rebut by a more thoroughgoing criticism of the basis of knowledge the sub- „ . stance of which is summed up in his celebrated Refuta- tion of Idealism,1 wherein he sought to undermine Hume's scepticism by carrying it one step further and demon- strating that not only is all knowledge of self or object excluded, but the consciousness of any series of impressions and ideas is itself impossible except in relation to some external per- manent and universally accepted world of objects. But Kant's refutation of subjective idealism and his vindica- tion of the place of the object can be fully understood only when we take into account the other defect in the teaching of his predecessors that he sought in his Critique to correct. In continental philosophy the reaction against mechanical and pantheistic explanations of the universe found even more definite utterance than in English psychological empiricism in the metaphysical system of Leibnitz, whose theory of self-determined monads can be understood only when taken in the light of the assertion of the rights of the subject against the substance of Spinoza and the atoms of the materialist. But Leibnitz also anticipated Kant in seeking to correct the empirical point of view of the English philosophers. True, sense-given material is necessary in order that we may have thought. " But by what means," he asks, " can experience and the senses give ideas ? Has the soul windows ? Is it like a writing tablet? Is it like wax? It is plain that all those who think thus of the soul make it at bottom corporeal. True, nothing is in the intellect which has not been in the senses, but we must add except the intellect itself. The soul contains the notions of being, substance, unity, identity, cause, perception, reasoning and many others which the senses cannot give " (Nouveaux essais, ii. i). But Leibnitz's conception of the priority of spirit had too little foundation, and the different elements he sought to combine were too loosely related to one another to stand the strain of the two forces of empiricism and material- ism that were opposed to his idealism. More particularly by the confusion in which he left the relation between the two logical principles of identity and of sufficient reason underlying respectively analytic and synthetic, deductive and inductive thought, he may be said to have undermined in another way the idealism he strove to establish. It was in seeking to close up the fissure in his system represented by this dualism that his successors succeeded only in adding weakness to weakness by reducing the principle of sufficient reason to that of formal identity (see WOLFF) and representing all thought as in essence analytic. From this it immediately followed that, so far as the connexion of our experiences of the external world does not show itself irreducible to that of formal identity, it must remain un- intelligible. As empiricism had foundered on the difficulty of showing how our thoughts could be an object of sense experience, so Leibnitzian formalism foundered on that of understanding how the material of sense could be an object of thought. On one view as on the other scientific demonstration was impossible. The extremity to which philosophy had been brought by empiricism on the one hand and formalism on the other was K ni Kant's opportunity. Leibnitz's principle of the " nisi intellectus ipse " was expanded by him into a demon- stration the completest yet effected by philosophy of the part played by the subject not merely in the manipulation of the material of experience but in the actual constitution of the object that is known. On the other hand he insisted on the synthetic character of this activity without which it was im- possible to get beyond the circle of our own thoughts. The parts of the Critique of Pure Reason, more particularly the " Deduction of the Categories " in which this theory is worked out, may be said to have laid the foundation of modern idealism — " articulum stantis aut cadentis doctrinae." In spite of the defects of Kant's statement — to which it is necessary to return — the place of the concepts and ideals of the mind and the synthetic organizing 1 Kritik d. reinen Vernunft, p. 197 (ed. Hartenstein). activity which these involve was established with a trenchancy which has been acknowledged by all schools alike. The " Copernican revolution " which he claimed to have effected may be said to have become the starting-point of all modern philosophy. Yet the divergent uses that have been made of it witness to the ambiguity of his statement which is traceable to the fact that Kant was himself too deeply rooted in the thought of his predecessors and carried with him too much of their spirit to be able entirely to free himself from their assump- tions and abstractions. His philosophy was more like Michael- angelo's famous sculpture of the Dawn, a spirit yet encumbered with the stubble of the material from which it was hewn, than a clear cut figure with unmistakable outlines. Chief among these encumbering presuppositions was that of a fundamental distinction between perception and conception and consequent upon it between the synthetic and the analytic use of thought. It is upon this in the last resort that the distinction between the phenomenal world of our experience and a noumenal world beyond it is founded. Kant perceives that " perception without conception is blind, conception without perception is empty," but if he goes so far ought he not to have gone still further and inquired whether there can be any perception at all without a concept, any concept which does not presuppose a precept, and, if this is impossible, whether the distinction between a world of appearance which is known and a world of things-in-themselves which is not, is not illusory ? It was by asking precisely these questions that Hegel gave the finishing strokes to the Kantian philosophy. The starting- point of all valid philosophy must be the perception that the essence of all conscious apprehension is the union of opposites — of which that of subject and object is the most fundamental and all-pervasive. True, before differences can be united they must have been separated, but this merely proves that differentiation or analysis is only one factor in a single process. Equally fundamental is the element of synthesis. Nor is it possible at any point in knowledge to prove the existence of a merely given in whose construction the thinking subject has played no part nor a merely thinking subject in whose structure the object is not an organic factor. In coming, as at a certain point in its development it does, to the consciousness of an object, the mind does not find itself in the presence of an opponent, or of anything essentially alien to itself but of that which gives content and stability to its own existence. True, the stability it seems to find in it is incomplete. The object cannot rest in the form of its immediate appearance without involving us in contradiction. The sun does not " rise," the dew does not " fall." But this only means that the unity between subject and object to which the gift of consciousness commits us is incompletely realized in that appearance: the apparent truth has to submit to correction and supplementation before it can be accepted as real truth. It does not mean that there is anywhere a mere fact which is not also an interpretation nor an interpreting mind whose ideas have no hold upon fact. From this it follows that ultimate or absolute reality is to be sought not beyond the region of experience, but in the fullest and most harmonious statement of the facts of our experience. True a completely harmonious world whether of theory or of practice remains an ideal. But the fact that we have already in part realized the ideal and that the degree in which we have realized it is the degree in which we may regard our experience as trust- worthy, is proof that the ideal is no mere idea as Kant taught, but the very substance of reality. Intelligible as this development of Kantian idealism seems in the light of subsequent philosophy, the first statement of it in Hegel was not free from obscurity. The unity of opposites translated into its most abstract terms as the " identity of being and not-being," the principle la that the " real is the rational," the apparent sub- Hegelian stitution of " bloodless " categories for the substance J^^Jte of concrete reality gave it an air of paradox in the eyes of metaphysicians while physicists were scandalized by the premature attempts at a complete philosophy of nature and 284 IDEALISM history. For this Hegel was doubtless partly to blame. But philosophical critics of his own and a later day are not hereby absolved from a certain perversity in interpreting these doctrines in a sense precisely opposite to that in which they were intended. The doctrine of the unity of contraries so far from being the denial of the law of non-contradiction is founded on an absolute reliance upon it. Freed from paradox it means that in every object of thought there are different aspects or elements each of which if brought separately into consciousness may be so emphasized as to appear to contradict another. Unity may be made to contradict diversity, permanence change, the particular the universal, individuality relatedness. Ordinary conscious- ness ignores these " latent fires "; ordinary discussion brings them to light and divides men into factions and parties over them; philosophy not because it denies but because it acknow- ledges the law of non-contradiction as supreme is pledged to seek a point of view from which they may be seen to be in essential harmony with one another as different sides of the same truth. The " rationality of the real " has in like manner been interpreted as intended to sanctify the existing order. Hegel undoubtedly meant to affirm that the actual was rational in the face of the philosophy which set up subjective feeling and reason against it. But idealism has insisted from the time of Plato on the distinction between what is actual in time and space and the reality that can only partially be revealed in it. Hegel carried this principle further than had yet been done. His phrase does not therefore sanctify the established fact but, on the contrary, declares that it partakes of reality only so far as it embodies the ideal of a coherent and stable system which it is not. As little is idealism responsible for any attempt to pass off logical abstractions for concrete reality. The " Logic " of Hegel is merely the continuation of Kant's " Deduction " of the categories and ideas of the reason which has generally been recognized as the soberest of attempts to set forth the presup- positions which underlie all experience. " What Hegel attempts to show is just that the categories by which thought must determine its object are stages in a process that, beginning with the idea of ' Being,' the simplest of all determinations is driven on by its own dialectic till it reaches the idea of self-consciousness. In other words the intelligence when it once begins to define an object for itself, finds itself launched on a movement of self- asserting synthesis in which it cannot stop until it had recognized that the unity of the object with itself involves its unity with all other objects and with the mind that knows it. Hence, whatever we begin by saying, we must ultimately say ' mind ' ' (Caird, Kant, i. 443). While the form in which these doctrines were stated proved fatal to them in the country of their birth, they took deep root in the next generation in English philosophy. Here the stone that the builders rejected was made the head of the corner. The influences which led to this result were manifold. From the side of literature the way was prepared for it by the genius of Coleridge, Wordsworth and Carlyle; from the side of morals and politics by the profound dis- content of the constructive spirit of the century with the disintegra- ting conceptions inherited from utilitarianism. In taking root in England idealism had to contend against the traditional empiricism represented by Mill on the one hand and the pseudo-Kantianism which was rendered current by Mansel and Hamilton on the other. As contrasted with the first it stood for the necessity of recognizing a universal or ideal element as a constitutive factor in all experience whether cognitive or volitional; as contrasted with the latter for the ultimate unity of subject and object, knowledge and reality, and therefore for the denial of the existence of any thing-in-itself for ever outside the range of experience. Its polemic against the philosophy of experience has exposed it to general misunderstanding, as though it claimed some a priori path to truth. In reality it stands for a more thoroughgoing and consistent application of the test of experience. The defect of English empiricism from the outset had been the uncritical acceptance of the metaphysical dogma of a pure unadulterated sense-experience as the criterion of truth. This assumption idealism examines and rejects in the name of experience itself. Similarly it only carried the doctrine of relativity to its logical conclusion in denying that there could be any absolute relativity. Object stands in essential relation to subject, subject to object. This being so, it is wholly illogical to seek for any test of the truth and reality of either except in the form which that relation itself takes. In its subsequent development idealism in England has passed through several clearly marked stages which may be distinguished as (a) that of exploration and tentative exposition in the writings of J. F. Ferrier,1 J. Hutchison Stirling,2 Benjamin Jowett,3 W. T. Harris;4 (6) of confident application to the central problems of logic, ethics and politics, fine art and religion, and as a principle of constructive criticism and interpretation chiefly in T. H. Green,5 E. Caird,6 B. Bosanquet;7 (c) of vigorous effort to develop on fresh lines its underlying metaphysics in F. H. Bradley,8 J. M. E. McTaggart," A. E. Taylor,10 Josiah Royce11 and others. Under the influence of these writers idealism, as above expounded though with difference of interpretation in individual writers, may be said towards the end of the igth century to have been on its way to becoming the leading philosophy in the British Isles and America. 3. Reaction against Traditional Idealism. — But it was not to be expected that the position idealism had thus won for itself would remain long unchallenged. It had its roots in New a literature and in forms of thought remote from the Dualism common track; it had been formulated before the anttPrag- great advances in psychology which marked the course matjsal- of the century; its latest word seemed to involve conse- quences that brought it into conflict with the vital interest the human mind has in freedom and the possibility of real initiation. It is not, therefore, surprising that there should have been a vigorous reaction. This has taken mainly two opposite forms. On the one hand the attack has come from the old ground of the danger that is threatened to the reality of the external world and may be said to be in the interest of the object. On the other hand the theory has been attacked in the interest of the subject on the ground that in the statuesque world of ideas into which it introduces us it leaves no room for the element of movement and process which recent psychology and metaphysic alike have taught us underlies all life. The conflict of idealism with these two lines of criticism — the accusa- tion of subjectivism on the one side of intellectualism and rigid objectivism on the other — may be said to have constituted the history of Anglo-Saxon philosophy during the first decade of the 2oth century. I. Whatever is to be said of ancient Idealism, the modern doctrine may be said notably in Kant to have been in the main a vindication of the subjective factor in knowledge. But that space and time, matter and cause should owe their origin to the action of the mind has always seemed paradoxical to common sense. Nor is the impression which its enunciation in Kant made, likely to have been lightened in this country by the connexion that was sure to be traced between Berkeleyanism and the new teaching or by the form which the doctrine received at the hands of T. H. Green, its leading English representative between 1870 and 1880. If what is real in things is ultimately nothing but their relations, and if relations are inconceivable apart from the relating mind, what is this but the dissolution of the solid ground of external reality which my consciousness seems to assure me underlies and eludes all the conceptual network by which I try to bring one part of my experience into connexion with another ? It is quite true that modern idealists like Berkeley himself have sought to save themselves from the gulf of sub- jectivism by calling in the aid of a universal or infinite mind or by an appeal to a total or absolute experience to which our own is relative. But the former device is too obviously a deus ex machina, the purpose of which would be equally well served by supposing with Fichte the individual self to be endowed with the power of subconsciously extraditing a world which returns to it in consciousness under the form of a foreign creation. The appeal to an Absolute on the other hand is only to sub- stitute one difficulty for another. For granting that it places the centre of reality outside the individual self it does so only at the price of reducing the reality of the latter to an appearance; 1 Institutes of Metaphysics (1854) ; Works (1866). 2 Secret of Hegel (1865). 3 Dialogues of Plato (1871). 4 Journal of Spec. Phil. (1867). 5 Hume's Phil. Works (1875). • Critical account of the Phil, of Kant (1877). ' Knowledge and Reality (1885); Logic (1888). 8 Appearance and Reality (1893). * Studies in Hegelian Cosmology (1901). 10 Elements of Metaphysics (1903). " The World and the Individual (1901). IDEALISM 285 and if only one thing is real what becomes of the many different things which again my consciousness assures me are the one world with which I can have any practical concern? To meet these difficulties and give back to us the assurance of the sub- stantiality of the world without us it has therefore been thought necessary to maintain two propositions which are taken to be the refutation of idealism, (i) There is given to us immediately in knowledge a world entirely independent of and different from our own impressions on the one hand and the conceptions by which we seek to establish relations between them upon the other. The relation of these impressions (and for the matter of that of their inter-relations among themselves) to our minds is only one out of many. As a leading writer puts it: "There is such a thing as greenness having various relations, among others that of being perceived."1 (2) Things may be, and may be known to be simply different. They may exclude one another, exist so to speak in a condition of armed neutrality to one another, without being positively thereby related to one another or altered by any change taking place in any of them. As the same writer puts it: " There is such a thing as numerical difference, different from conceptual difference,"2 or expressing the same thing in other words " there are relations not grounded in the nature of the related terms." In this double-barrelled criticism it is important to distinguish what is really relevant. Whatever the shortcomings of individual writers may be, modern idealism differs, as we have seen, from the arrested idealism of Berkeley precisely in the point on which dualism insists. In all knowledge we are in touch not merely with the self and its passing states, but with a real object which is different from them. On this head there is no difference, and idealism need have no difficulty in accepting all that its opponents here contend. The difference between the two theories does not consist in any difference of emphasis on the objective side of knowledge, but in the standard by which the nature of the object is to be tested — the difference is logical not metaphysical — it concerns the definition of truth or falsity in the knowledge of the reality which both admit. To idealism there can be no ultimate test, but the possibility of giving any fact which claims to be true its place in a coherent system of mutually related truths. To this dualism opposes the doctrine that truth and falsehood are a matter of mere immediate intuition: " There is no problem at all in truth and falsehood, some propositions are true and some false just as some roses are red and some white."3 The issue between the two theories under this head may here be left with the remark that it is a curious comment on the logic of dualism that setting out to vindicate the reality of an objective standard of truth it should end in the most subjective of all the way a thing appears to the individual. The criticism that applies to the first of the above contentions applies mutatis mutandis to the second. As idealism differs from Berkeleyanism in asserting the reality of an " ex- ternal " world so it differs from Spinozism in asserting the reality of difference within it. Determination is not merely negation. On this head there need be no quarrel between it and dualism. Ours is a many-sided, a many-coloured world. The point of conflict again lies in the nature and ground of the assigned differences. Dualism meets the assertion of absolute unity by the counter assertion of mere difference. But if it is an error to treat the unity of the world as its only real aspect, it is equally an error to treat its differences as something ulti- mately irreducible. No philosophy founded on this assumption is likely to maintain itself against the twofold evidence of modern psychology and modern logic. According to the first the world, whether looked at from the side of our perception or from the side of the object perceived, can be made intelligible only when we accept it for what it is as a real continuity. Differ- ences, of course, there are; and, if we like to say so, every differ- ence is unique, but this does not mean that they are given in absolute independence of everything else, " fired at us out of 1 See Mind, New Series, xii. p. 433 sqq. 2 Proceedings of the Aristotelian Society (1900-1901), p. HO. 8 Mind, New Series, xiii. p. 523; cf. 204, 350. a cannon." They bear a definite relation to the structure of our physical and psychical nature, and correspond to definite needs of the subject that manifests itself therein. Similarly from the side of logic. It is not the teaching of idealism alone but of the facts which logical analysis has brought home to us that all difference in the last resort finds its ground in the quality or content of the things differentiated, and that this difference of content shows in turn a double strand, the strand of sameness and the strand of otherness — that in which and that by which they differ from one another. Idealism has, of course, no quarrel with numerical difference. All difference has its numerical aspect: two different things are always two both in knowledge and in reality. What it cannot accept is the doctrine that there are two things which are two in themselves apart from that which makes them two — which are not two of something. So far from establishing the truth for which dualism is itself con- cerned— the reality of all differences — such a theory can end only in a scepticism as to the reality of any difference. It is difficult to see what real difference there can be between things which are differences of nothing. II. More widespread and of more serious import is the attack from the other side to which since the publication of A. Seth's Hegelianism and Personality (1887) and W. James's Will to Believe (1903) idealism has been subjected. Here also it is important to distinguish what is relevant from what is irrelevant in the line of criticism represented by these writers. There need be no contradiction between idealism and a reasonable pragmatism. In so far as the older doctrine is open to the charge of neglecting the conative and Ideological side of experience it can afford to be grateful to its critics for recalling it to its own eponymous principle of the priority of the "ideal" to the "idea," of needs to the conception of their object. The real issue comes into view in the attempt, under- taken in the interest of freedom, to substitute for the notion of the world as a cosmos pervaded by no discernible principle and in its essence indifferent to the form impressed upon it by its active parts. To the older idealism as to the new the essence of mind or spirit is freedom. But the guarantee of freedom is to be sought for not in the denial of law, but in the whole nature ot mind and its relation to the structure of experience. Without mind no orderly world : only through the action of the subject and its " ideas " are the con- fused and incoherent data of sense-perception (themselves shot through with both strands) built up into that system of things we call Nature, and which stands out against the subject as the body stands out against the soul whose functioning may be said to have created it. On the other hand, without the world_ no mind: only through the. action of the environment upon the subject is the idealizing activity in which it finds its being called into exist- ence. Herein lies the paradox which is also the deepest truth of our spiritual life. In interpreting its environment first as a world ot things that seem to stand in a relation of exclusion to one another and to itselt, then as a natural system governed by rigid mechanical necessity, the mind can yet feel that in its very opposition the world is akin to it, bone of its bone and flesh of its flesh. What is true ot mind is true of will. Idealism starts from the relativity of the world to purposive consciousness. But this again may be so stated as to represent only one side of the truth. It is equally true that the will is relative to the world of objects and interests to which it is attached through instincts and feelings, habits and sentiments. In isolation from its object the will is as much an abstraction as thought apart from the world of percepts, memories and associations which give it content and stability. And just as mind does not lose but gain in individuality in proportion as it parts with any claim to the capricious determination of what its world shall be, and becomes dominated by the conception of an order which is immutable so the will becomes tree and " personal " in proportion as it identifies itself with objects and interests, and subordinates itself to laws and requirements which involve the suppression of all that is merely arbitrary and subjective. Here, too, subject and object grow together. The power and vitality of the one is the power and vitality of the other, and this is so because they are not two things with separate roots but are both rooted in a common reality which, while it includes, is more than either. Passing by these contentions as unmeaning or irrelevant and seeing nothing but irreconcilable contradiction between the conceptions of the world as immutable law and a self-determining subject pragmatism (q.v.) seeks other means of vindicating the reality of freedom. It agrees with older forms of libertarianism in taking its stand on the fact of spontaneity as primary and self-evidencing, 286 IDEALISM but it is not content to assert its existence side by side with rigidly determined sequence. It carries the war into the camp of the enemy by seeking to demonstrate that the completely determined action which is set over against freedom as the basis of explanation m the material world is merely a hypothesis which, while it serves suffi- ciently well the limited purpose for which it is devised, is incapable of verification in the ultimate constituents of physical nature. There seems in fact nothing to prevent us from holding that while natural laws express the average tendencies of multitudes they give no clue to the movement of individuals. Some have gone farther and argued that from the nature of the case no causal explanation of any real change in the world of things is possible. A cause is that which contains the effect (" causa aequat effectum "), but this is precisely what can never be proved with respect to anything that is claimed as a real cause in the concrete world. Everywhere the effect reveals an element which is indiscoverable in the cause with the result that the identity we seek for ever eludes us. Even the resultant of mechanical forces refuses to resolve itself into its con- stituents. In the " resultant " there is a new direction, and with it a new quality the component forces of which no analysis can discover.1 It is not here possible to do more than indicate what appear to be the valid elements in these two conflicting interpretations of the requirements of a true idealism. On behalf of the older it may be confidently affirmed that no solution is likely to find general acceptance which involves the rejection of the conception of unity and intelligible order as the primary principle of our world. The assertion of this principle by Kant was, we have seen, the corner-stone of idealistic philosophy in general, under- lying as it does the conception of a permanent subject not less than that of a permanent object. As little from the side of knowledge is it likely that any theory will find acceptance which reduces all thought to a process of analysis and the discovery of abstract identity. There is no logical principle which requires that we should derive qualitative change by logical analysis from quantitative difference. Everywhere experience is synthetic: it gives us multiplicity in unity. Explanation of it does not require the annihilation of all differences but the apprehension of them in organic relation to one another and to the whole to which they belong. It was, as we have seen, this conception of thought as essentially synthetic for which Kant paved the way in his polemic against the formalism of his continental predecessors. The revival as in the above argument of the idea that the function of thought is the elimination of difference, and that rational connexion must fail where absolute identity is indiscoverable merely shows how imperfectly Kant's lesson has been learned by some of those who prophesy in his name. Finally, apart from these more academic arguments there is an undoubted paradox in a theory which, at a moment when in whatever direction we look the best inspiration in poetry, sociology and physical science comes from the idea of the unity of the world, gives in its adhesion to pluralism on the ground of its preponderating practical value. On the other hand, idealism would be false to itself if it inter- preted the unity which it thus seeks to establish in any sense that is incompatible with the validity of moral distinctions and human responsibility in the fullest sense of the term. It would on its side be, indeed, a paradox if at a time when the validity of human ideals and the responsibility of nations and individuals to realize them is more universally recognized than ever before on our planet, the philosophical theory which hitherto has been chiefly identified with their vindication should be turned against them. Yet the depth and extent of the dissatisfaction are sufficient evidence that the most recent developments are not free from ambiguity on this vital issue. What is thus suggested is not a rash departure from the general point of view of idealism (by its achievements in every field to which it has been applied, " stat mole sua ") but a cautious inquiry into the possibility of reaching a conception of the world 1 The most striking statement of this argument is to be found in Boutroux's treatise De la contingence des lots de la nature, first published in 1874 ar|d reprinted without alteration in 1905. The same general line of thought underlies James Ward's Naturalism and Agnosticism (2nd ed., 1903), and A. I. Balfour's Foundations of ZJe/i«/(8thed., 1901). H. Bergson's works on the other hand contain the elements of a reconstruction similar in spirit to the suggestions of the present article. in which a place can be found at once for the idea of unity and determination and of movement and freedom. Any attempt here to anticipate what the course of an idealism inspired by such a spirit of caution and comprehension is likely to be cannot but appear dogmatic. Yet it may be permitted to make a suggestion. Taking for granted the unity of the world idealism is committed to interpret it as spiritual as a unity of spirits. This is implied in the phrase by which it has sought to signalize its break with Spinozism: " from substance to subject." The universal or infinite is one that realizes itself in finite particular minds and wills, not as accidents or imperfec- tions of it, but as its essential form. These on their side, to be subject in the true sense must be conceived of as possessing a life which is truly their own, the expression of their own nature as self-deter- minant. In saying subject we say self, in saying self we say free creator. No conception of the infinite can therefore be true which does not leave room for movement, process, free creation. Oldness, sameness, permanence of principle and direction, these must be, otherwise there is nothing; but newness of embodiment, existence, realization also, otherwise nothing is. Now it is just to these implications in the idea of spirit that some of the prominent recent expositions of Idealism seem to have failed to do justice. They have failed particularly when they have left the idea of " determination " unpurged of the suggestion of time succession. The very word lends itself to this mistake. Idealists have gone beyond others in asserting that the subject in the sense of a being which merely repeats what has gone before is timeless. This involves that its activity cannot be truly conceived of as included in an antecedent, as an effect in a cause or one term of an equation in the other. As the activity of a subject or spirit it is essentially a new birth. It is this failure that has led to the present revolt against a " block universe." But the difficulty is not to be met by running to the opposite extreme in the assertion or a loose and ramshackle one. This is merely another way of perpetuating the mistake of allowing the notion of determination by an other or a preceding to continue to dominate us in a region where we have in reality passed from it to the notion of determination by self or by self-acknowledged ideals. As the correction from the one side consists in a more whole-hearted acceptance of the conception of determination by an ideal as the essence of mind, so from the other side it must consist in the recognition of the valuelessness of a freedom which does not mean submission to a self-chosen, though not self- created, law. The solution here suggested is probably more likely to meet with opposition from the side of Idealism than of Pragmatism. It involves, it will be said, the reality of time, the dependence of the Infinite in the finite, and therewith a departure from the whole line of Hegelian thought. (l) It does surely involve the reality of time in the sense that it involves the reality of existence, which it is agreed is process. Withoutprocesstheeternalis not completeor, if eternity means completeness, is not truly eternal. Our mistake lies in abstrac- tion of the one from the other, which, as always, ends in confusion of the one with the other. Truth lies in giving each its place. Not only does eternity assert the conception of the hour but the hour asserts the conception of eternity — with what adequacy is another question. (2) The second of the above objections takes its point from the contradiction to religious consciousness which seems to be involved. This is certainly a mistake. Religious consciousness asserts, no doubt, that God is necessary to the soul: from Him as its inspiration, to Him as its ideal are all things. But it asserts with equal emphasis that the soul is necessary to God. To declare itself an unnecessary creation is surely on the part of the individual soul the height of impiety. God lives in the soul as it in Him. He also might say, from it as His offspring, to it as the object of His outgoing love are all things. (3) It is a mistake to attribute to Hegel the doctrine that time is an illusion. If in a well-known passage (Logic § 212) he seems to countenance the Spinoxistic view he immediately corrects it by assigning an " actualizing force " to this illusion and making it a " necessary dynamic element of truth." Consistently with this we have the conclusion stated in the succeeding section on the Will. " Good, the final end of the world, has being only while it constantly produces itself. And the world of the spirit and the world of nature continue to have this distinction, that the latter moves only in a recurring cycle while the former certainly also makes progress." The mistake is not Hegel's but ours. It is to be remedied not by giving up the idea of the Infinite but by ceasing to think of the Infinite as of a being endowed with a static perfection which the finite will merely reproduces, and definitely recognizing the forward effort of the finite as an essential element in Its self-expression. If there be any truth in this suggestion it seems likely that the last word of idealism, like the first, will prove to be that the type of the highest reality is to be sought for not in any fixed Parmenidean circle of achieved being but in an ideal of good which while never fully expressed under the form of time can never become actual and so fulfil itself under any other. BIBLIOGRAPHY. — (A) General works besides those of the writers mentioned above: W. Wallace, Prolegomena to the Study of Hegel (1894), and Hegel's Philosophy of Mind (1894); A. Seth and R. B. IDELER— IDENTIFICATION 287 Haldane, Essays in Phil. Criticism (1883) ; John Watson, Kant and his English Critics (1881); J. B. Baillie, Idealistic Construction of Experience (1906) ; J. S. Mackenzie, Outlines of Metaphysics (1902) ; A. E. Taylor, Elements of Metaphysics (1903); R. L. Nettleship, Lectures and Remains (1897) ; D. G. Ritchie, Philosophical Studies (1905). (B) Works on particular branches of philosophy: (a) Logic — F. H. Bradley, Principles of Logic (1883); B. Bosanquet, Logic (1888) and Essentials of Logic (1895). (ft) Psychology—]. Dewey, Psychology (1886); G. F. Stout, Analytic Psychology (1896); B. Bosanquet, Psychology of the Moral Self (1897). (c) Ethics — F. H. Bradley, Ethical Studies (1876); J. Dewey, Ethics (1891); W. R. Sorley, Ethics of Naturalism (2nd ed., 1904) ; J. S. Mackenzie, Manual of Ethics (4th ed., 1900) ; J. H. Muirhead, Elements of Ethics (yd ed., 1910). (d) Politics and Economics — B. Bosanquet, Philosophical Theory of the State (1899), and Aspects of the Social Problem (1895) ; B. Bonar, Philosophy and Political Economy in their historical Relations (1873); D. G. Ritchie, Natural Rights (1895); J. S. Mackenzie, An Introd. to Social Phil. (1890); J. MacCunn, Six Radical Thinkers (1907). (e) Aesthetic — B. Bosanquet, History of Aesthetic (1892), and Introd. to Hegel's Phil, of the Fine Arts (1886); W. Hastie, Phil, of Art by Hegel and Michelet (1886). (/) Religion— J. Royce, Religious Aspect of Philosophy (1885), and The Conception of God (1897); R. B. Haldane, The Pathway to Reality (1903); E. Caird, Evolution of Religion (1893) ; J. Caird, Introd. to the Phil, of Religion (1880) ; H. Jones, Idealism as a Practical Creed (1909). (C) Recent Criticism. Besides works mentioned in the text : W. James, Pragmatism (1907), A Pluralistic Universe (1909), The Meaning of Truth (1909); H. Sturt, Personal Idealism (1902); F. C. S. Schiller, Humanism (1903) ; G. E. Moore, Principia Ethica; H. Rashdall, The Theory of Good and EM (1907). See also ETHICS and METAPHYSICS. (J. H. Mu.) IDELER, CHRISTIAN LUDWIG (1766-1846), German chrono- logist and astronomer, was born near Perleberg on the 2ist of September 1766. After holding various official posts under the Prussian government he became professor at the university of Berlin in 1821, and eighteen years later foreign member of the Institute of France. From 1816 to 1822 he was tutor to the young princes William Frederick and Charles. He died in Berlin on the loth of August 1846. He devoted his life chiefly to the examination of ancient systems of chronology. In 1825-1826 he published his great work, Handbuch der mathematischen und technischen Chronologic (2 vols.; 2nd ed., 1883), re-edited as Lehrbuch der Chronologic (1831); a supplementary volume, Die Zeilrechnung der Chinesen, appeared in 1839. Beside these important works he wrote also Untersuchungen uber d. Ursprung und d. Bedeutungd. Sternnamen (1809) and Uber d. Ursprung d. Thierkreises (1838). With Nolle he published handbooks on English and French language and literature. His son, JULIUS LUDWIG IDELER (1809-1842), wrote Meteorologia velerum Graecorum et Romanorum (1832). IDENTIFICATION (Lat. idem, the same), the process of proving any one's identity, i.e. that he is the man he purports to be, or — if he is pretending to be some one else — the man he really is; or in case of dispute, that he is the man he is alleged to be. As more strenuous efforts have been made for the pursuit of criminals, and more and more severe penalties are inflicted on old offenders, means of identification have become essential, and various processes have been tried to secure that desirable end. For a long time they continued to be most im- perfect; nothing better was devised than rough and ready methods of recognition depending upon the memories of officers of the law or the personal impressions of witnesses concerned in the case, supplemented in more recent years by photographs, not always a safe and unerring guide. The machinery employed was cumbrous, wasteful of time and costly. Detective policemen were marched in a body to inspect arrested prisoners in the exercising yards of the prison. Accused persons were placed in the midst of a number of others of approximately like figure and appearance, and the prosecutor and witnesses were called in one by one to pick out the offender. Inquiries, with a detailed description of distinctive marks, and photographs were circu- lated far and wide to local police forces. Officers, police and prison wardens were despatched in person to give evidence of identity at distant courts. Mis-identification was by no means rare. Many remarkable cases may be quoted. One of the most notable was that of the Frenchman Lesurques, in the days of the Directory, who was positively identified as having robbed the Lyons mail and suffered death, protesting his innocence of the crime, which was afterwards brought home to another man, Duboscq, and this terrible judicial error proved to be the result of the extraordinary likeness between the two men. Another curious case is to be found in American records, when a man was indicted for bigamy as James Hoag, who averred that he was really Thomas Parker. There was a marvellous conflict of testimony, even wives and families and personal friends being misled, and there was a narrow escape of mis-identification. The leading modern case in England is that of Adolf Beck (1905). Beck (who eventually died at the end of 1909) was arrested on the complaint of a number of women who positively swore to his identity as Smith, a man who had defrauded them. An ex-policeman who had originally arrested Smith also swore that Beck was the same man. There was a grave miscarriage of justice. Beck was sentenced to penal servitude, and although a closer examination of the personal marks showed that Beck could not possibly be Smith, it was only after a scandalous delay, due to the obstinacy of responsible officials, that relief was afforded. It has to be admitted that evidence as to identity based on personal impressions is perhaps of all classes of evidence the least to be relied upon. Such elements of uncertainty cannot easily be eliminated from any system of jurisprudence, but some improvements in the methods of identification have been introduced in recent years. The first was in the adoption of anthropometry (?.».), which was invented by the French savant, A. Bertillon. The reasons that led to its general supersession may be summed up in its costliness, the demand for superior skill in subordinate agents and the liability to errors not easy to trace and correct. A still more potent reason remained, the comparative failure of results. It was found in the first four years of its use in England and Wales that an almost inappreciable number of identifications were effected by the anthropometric system; namely, 152 in 1898, 243 in 1899, 462 in 1900, and 503 in 1901, the year in which it was supplemented by the use of " finger prints " (q.v.). The figures soon increased by leaps and bounds. In 1902 the total number of searches among the records were 6826 and the identifications 1722 for. London and the provinces; in 1903 the searches were 11,919, the identifications 3642; for the first half of 1904 the searches were 6697 and the identifications 2335. In India and some of the colonies the results were still more remarkable; the recognitions in 1903 were 9512, and 17,289 in 1904. Were returns available from other countries very similar figures would no doubt be shown. Among these countries are Ireland, Australasia, Ceylon, South Africa, and many great cities of the United States; and the system is extending to Germany, Austria-Hungary and other parts of Europe. The record of finger prints in England and Wales is kept by the Metropolitan police at New Scotland Yard. They were at first limited to persons convicted at courts at quarter sessions and assizes and to all persons sentenced at minor courts to more than a month without option of fine for serious offences. The finger prints when taken by prison warders are forwarded to London for registration and reference on demand. The total number of finger-print slips was 70,000 in 1904, and weekly additions were being made at the rate of 350 slips. The advantages of the record system need not be emphasized. By its means identification is prompt, inevitable and absolutely accurate. By forwarding the finger prints of all remanded prisoners to New Scotland Yard, their antecedents are established beyond all hesitation. In past times identification of criminals who had passed through the hands of the law was compassed by branding, imprinting by a hot iron, or tattooing with an indelible sign, such as a crown, fleur de lys or initials upon the shoulder or other part of the body. This practice, long since abandoned, was in a measure continued in the British army, when offenders against military law were ordered by sentence of court-martial to be marked with " D " for deserter and " B.C." bad character; this ensured their recognition and prevented re-enlistment; but all such penalties have now disappeared. (A. G.) 288 IDEOGRAPH— IDOMENEUS IDEOGRAPH (Gr. lota, idea, and ypactxtv, to write), a symbol or character painted, written or inscribed, representing ideas and not sounds; such a form of writing is found in Chinese and in most of the Egyptian hieroglyphs (see WRITING). IDIOBLAST (Gr. Kios, peculiar, and /3XcKrr6s, a shoot), a botanical term for an individual cell which is distinguished by its shape, size or contents, such as the stone-cells in the soft tissue of a pear. , something peculiar and personal; Mios, IDIOM (Gr. one's own, personal), a form of expression whether in words, grammatical construction, phraseology, &c., which is peculiar to a language; sometimes also a special variety of a particular language, a dialect, IDIOSYNCRASY (Gr. IdioavyKpao-'ta, peculiar habit of body or temperament; Ktos, one's own, and avyKpacns, blending, tempering, from (TvyKtpa.vvva6ai, to put together, compound, mix), a physical or mental condition peculiar to an individual usually taking the form of a special susceptibility to particular stimuli; thus it is an idiosyncrasy of one individual that abnormal sensations of discomfort should be excited by certain odours or colours, by the presence in the room of a cat, &c.; similarly certain persons are found to be peculiarly responsive or irresponsive to the action of particular drugs. The word is also used, generally, of any eccentricity or peculiarity of character, appearance, &c. IDOLATRY, the worship (Gr. \arptia) of idols (Gr. tKuXov), i.e. images or other objects, believed to represent or be the abode of a superhuman personality. The term is often used generically to include such varied forms as litholatry, dendrolatry, pyrolatry, zoolatry and even necrolatry. In an age when the study of religion was practically confined to Judaism and Christianity, idolatry was regarded as a degeneration from an uncorrupt primeval faith, but the comparative and historical investigation of religion has shown it to be rather a stage of an upward movement, and that by no means the earliest. It is not found, for instance, among Bushmen, Fuegians, Eskimos, while it reached a high development among the great civiliza- tions of the ancient world in both hemispheres.1 Its earliest stages are to be sought in naturism and animism. To give concreteness to the vague ideas thus worshipped the idol, at first rough and crude, comes to the help of the savage, and in course of time through inability to distinguish subjective and objective, comes to be identified with the idea it originally symbolized. The degraded form of animism known as fetichism is usually the direct antecedent of idolatry. A fetich is adored, not for itself, but for the spirit who dwells in it and works through it. Fetiches of stone or wood were at a very early age shaped and polished or coloured and ornamented. A new step was taken when the top of the log or stone was shaped like a human head; the rest of the body soon followed. The process can be followed with some distinctness in Greece. Sometimes, as in Babylonia and India, the representation combined human and animal forms, but the human figure is the predominant model; man makes God after his own image. Idols may be private and personal like the teraphim of the Hebrews or the little figures found in early Egyptian tombs, or — a late development, public and tribal or national. Some, like the ancestral images among the Maoris, are the intermittent abodes of the spirits of the dead. As the earlier stages in the development of the religious con- sciousness persist and are often manifest in idolatry, so in the higher stages, when men have attained loftier spiritual ideas, idolatry itself survives and is abundantly visible as a reactionary 1 According to Varro the Romans had no animal or human image of a god for 170 years after the founding of the city; Herodotus (i. I3i)says the Persians had no temples or idols before Artaxerxesl.; Lucian (De sacrif. 1 1) bears similar testimony for Greece and as to idols (Dea Syr. 3) for Egypt. Eusebius (Praep. Evang. i. 9) sums up the theory of antiquity in his statement "the oldest peoples had no idols." Images of the gods indeed presuppose a denniteness of conception and powers of discrimination that could only be the result of history and reflection. The iconic age everywhere succeeded to an era in which the objects of worship were aniconic, e.g. wooden posts, stone steles, cones. tendency. The history of the Jewish people whom the prophets sought, for long in vain, to wean from worshipping images is an illustration: so too the vulgarities of modern popular Hinduism contrasted with the lofty teaching of the Indian sacred books. In the New Testament the word «5coXoXarp«ta (idololalria, afterwards shortened occasionally to eldo\a.Tptia, idolatria) occurs in all four times, viz. in i Cor. x. 14; Gal. v. 20; i Peter iv. 3; Col. iii. 5. In the last of these passages it is used to describe the sin of covetousness or " mammon-worship." In the other places it indicates with the utmost generality all the rites and practices of those special forms of paganism with which Christianity first came into collision. It can only be understood by reference to the LXX., where aKcoXoy (like the word " idol " in A.V.) occasionally translates indifferently no fewer than sixteen words by which in the Old Testament the objects of what the later Jews called " strange worship " (171 nyiy) are denoted (see Encyclopaedia Biblica). In the widest acceptation of the word, idolatry in any form is absolutely forbidden in the second commandment, which runs " Thou shall not make unto thee a graven image; [and] to no visible shape in heaven above, or in the earth beneath, or in the water under the earth, shall thou bow down or render service " (see DECA- LOGUE). For some accounl of Ihe queslions connecled with the breaches of Ihis law which are recorded in the history of the Israelites see the article JEWS ; those differences as to Ihe inlerprelation of the prohibilion which have so seriously divided Christendom are discussed under the head of ICONOCLASTS. • In the ancient church, idolatry was naturally reckoned among Ihose magna crimina or greal crimes againsl Ihe firsl and second commandmenls which involved the highesl ecclesiastical censures. Not only were those who had gone openly to heathen temples and partaken in the sacrifices (sacrificati) or burnt incense (thurificatf) held guilty of this crime; the same charge, in various degrees, was incurred by those whose renunciation of idolatry had been private merely, or who otherwise had used unworthy means to evade persecution, by those also who had feigned themselves mad lo avoid sacrificing, by all promolers and encouragers of idolatrous rites, and by idol makers, incense sellers and architects or builders of struclures connected wilh idol worship. Idolatry was made a crime against Ihe slale by the laws of Constanlius (Cod. Theod. xvi. 10. 4, 6), forbidding all sacrifices on pain of death, and still more by the stalutes of Theodosius (Cod. Theod. xvi. 10. 12) enacled in 392, in which sacrifice and divinalion were declared Ireasonable and punish- able wilh dealh; the use of lights, incense, garlands and libations was lo involve Ihe forfeilure of house and land where they were used; and all who entered heathen temples were to be fined. See Bingham, Antiqq. bk. xvi. c. 4. See also IMAGE-WORSHIP; and on the whole question, RELIGION. IDOMENEUS, in Greek legend, son of Deucalion, grandson of Minos and Pasiphae, and king of Crete. As a descendant of Zeus and famous for his beauty, he was one of the suilors of Helen; hence, afler her abduction by Paris, he took part in the Trojan War, in which he distinguished himself by his bravery. He is mentioned as a special favourite of Agamemnon (Iliad, iv. 257). According to Homer (Odyssey, iii. 191), he returned home safely with all his counlrymen who had survived Ihe war, bul later legend connects him with an incidenl similar lo lhat of Jephlha's daughler. Having been overtaken by a violent storm, to ensure his safety he vowed to sacrifice to Poseidon the first living thing thai mel him when he landed on his nalive shore. This proved lo be his son, whom he slew in accordance with his vow; whereupon a plague broke out in the island, and Idomeneus was driven out. He fled to Ihe dislrict of Sal- lenlum in Calabria, and subsequenlly to Colophon in Asia Minor, where he setlled near Ihe lemple of Ihe Clarian Apollo and was buried on Mount Cercaphus (Virgil, Aeneid, iii. 121, 400, 531, and Servius on Ihose passages). Bul Ihe Cretans showed his grave at Cnossus, where he was worshipped as a hero wilh Meriones (Died. Sic. v. 79). IDRIA— IDRISI 289 IDRIA, a mining town in Carniola, Austria, 25 m. W. of Laibach. Pop. (1900) 5772. It is situated in a narrow Alpine valley, on the river Idria, an affluent of the Isonzo, and owes its prosperity to the rich mines of quicksilver which were accidentally discovered in 1497. Since 1580 they have been under the management of the government. The mercurial ore lies in a bed of clay slate, and is found both mingled with schist and in the form of cinnabar. A special excellence of the ore is the greatness of the yield of pure metal compared with the amount of the refuse. As regards the quantity annually ex- tracted, the mines of Idria rank second to those of Almaden in Spain, which are the richest in the world. IDRIALIN, a mineral wax accompanying the mercury ore in Idria. According to Goldschmidt it can be extracted by means of xylol, amyl alcohol or turpentine; also without decomposi- tion, by distillation in a current of hydrogen, or carbon dioxide. It is a white crystalline body, very difficultly fusible, boiling above 440° C. (824° F.), of the composition C^oH^O. Its solution in glacial acetic acid, by oxidation with chromic acid, yielded a red powdery solid and a fatty acid fusing at 62° C., and exhibiting all the characters of a mixture of palmitic and stearic acids. IDRISI, or EDRISI [Abu Abdallah Mahommed Ibn Mahommed Ibn Abdallah Ibn Idrisi, c. A.D. 1090-1154], Arabic geographer. Very little is known of his life. Having left Islamic lands and become the courtier and panegyrist of a Christian prince, though himself a descendant of the Prophet, he was probably regarded by strict Moslems as a scandal, whose name should not, if possible, be mentioned. His great-grandfather, Idrisi II., " Biamrillah," a member of the great princely house which had reigned for a time as caliphs in north-west Africa, was prince of Malaga, and likewise laid claim to the supreme title (Com- mander of the Faithful). After his death in 1055, Malaga was seized by Granada (1057), and the Idrisi family then probably migrated to Ceuta, where a freedman of theirs held power. Here the geographer appeals to have been born in A.H. 493 (A.D. 1099). He is said to have studied at Cordova, and this tradition is con- firmed by his elaborate and enthusiastic description of that city in his geography. From this work we know that he had visited, at some period of his life before A.D. 1154, both Lisbon and the mines of Andalusia. He had also once resided near Morocco city, and once was at (Algerian) Constantine. More precisely, he tells us that in A.D. 1117 he went to see the cave of the Seven Sleepers at Ephesus; he probably travelled ex- tensively in Asia Minor. From doubtful readings in his text some have inferred that he had seen part of the coasts of France and England. We do not know when Roger II. of Sicily (noi- 1154) invited him to his court, but it must have been between 1125 and 1150. Idrisi made for the Norman king a celestial sphere and a disk representing the known world of his day — both in silver. These only absorbed one-third of the metal that had been given him for the work, but Roger bestowed on him the remaining two-thirds as a present, adding to this 100,000 pieces of money and the cargo of a richly-laden ship from Barcelona. Roger next enlisted Idrisi's services in the compila- tion of a fresh description of the " inhabited earth " from observation, and not merely from books. The king and his geographer chose emissaries whom they sent out into various countries to observe, record and design; as they returned, Idrisi . inserted in the new geography the information they brought. Thus was gradually completed (by the month of Shawwal, A.H. 548 = mid- January, A.D. 1154), the famous work, best known, from its patron and originator, as Al Rojari, but whose fullest title seems to have been, The going out of a Curious Man to explore the Regions of the Globe, its Provinces, Islands, Cities and their Dimensions and Situation. This has been abbreviated to The Amusement of him who desires to traverse the Earth, or The Relaxation of a Curious Mind. The title of Nubian Geography, based upon Sionita and Hezronita's mis- reading of a passage relating to Nubia and the Nile, is entirely unwarranted and misleading. The Rogerian Treatise contains a full description of the world as far as_it was known to the XIV. 10 author. The " inhabited earth "is divided into seven " climates," beginning at the equinoctial line, and extending northwards to the limit at which the earth was supposed to be rendered uninhabitable by cold. Each climate is then divided by per- pendicular lines into eleven equal parts, beginning with the western coast of Africa and ending with the eastern coast of Asia. The whole world is thus formed into seventy-seven equal square compartments. The geographer begins with the first part of the first climate, including the westernmost part of the Sahara and a small (north-westerly) section of the Sudan (of which a vague knowledge had now been acquired by the Moslems of Barbary), and thence proceeds eastward through the different divisions of this climate till he finds its termination in the Sea of China. He then returns to the first part of the second climate, and so proceeds till he reaches the eleventh part of the seventh climate, which terminates in north-east Asia, as he conceives that continent. The inconveniences of the arrangement (ignoring all divisions, physical, political, linguistic or religious, which did not coincide with those of his "climates") are obvious. Though Idrisi was in such close relations with one of the most civilized of Christian courts and states, we find few traces of his influence on European thought and knowledge. The chief exception is perhaps in the delineation of Africa in the world- maps of Marino Sanuto (q.v.) and Pietro Vesconte. His account of the voyage of the Maghrurin or " Deceived Men " of Lisbon in the Atlantic (a voyage on which they seem to have visited Madeira and one of the Canaries) may have had some effect in stimulating the later ocean enterprise of Christian mariners; but we have no direct evidence of this. Idrisi's Ptolemaic leanings give a distinctly retrograde character to certain parts of his work, such as east Africa and south Asia; and, in spite of the record of the Lisbon Wanderers, he fully shares the common Moslem dread of the black, viscous, stormy and wind-swept waters of the western ocean, whose limits no one knew, and over which thick and perpetual darkness brooded. At the same time his breadth of view, his clear recognition of scientific truths (such as the roundness of the world) and his wide knowledge and intelligent application of preceding work (such as that of Ptolemy, Masudi and Al Jayhani) must not be forgotten. He also preserves and embodies a considerable amount of private and special information — especially as to Scandinavia (in whose delineation he far surpasses his predecessors), portions of the African coast, the river Niger (whose name is perhaps first to be found, after Ptolemy's doubtful Nigeir, in Idrisi), portions of the African coast, Egypt, Syria, Italy, France, the Adriatic shore-lands, Germany and the Atlantic islands. No other Arabic work contains a larger assortment of valuable geographical facts; unfortunately the place-names are often illegible or hope- lessly corrupted in the manuscripts. Idrisi's world-map, with all its shortcomings, is perhaps the best product of that strangely feeble thing — the Mahommedan cartography of the middle ages. Besides the Rojari, Idrisi wrote another work, largely geo- graphical, cited by Abulfida as The Book of Kingdoms, but apparently entitled by its author The Gardens of Humanity arid the Amusement of the Soul. This was composed for William the Bad (1154-1166), son and successor of Roger II., but is now lost. He likewise wrote, according to Ibn Said, on Medica- ments, and composed verses, which are referred to by the Sicilian Mahommedan poet Ibn Bashrun. Two manuscripts of Idrisi exist in the BibliothSque Nationale, Paris, and other two in the Bodleian Library, Oxford. One of the English MSS.,broughtfrom Egypt byGreaves, is illustrated by a map of the known world, and by thirty-three sectional maps (for each part of the first three climates). The second manuscript, brought by Pococke from Syria, bears the date of A.H. 906, or A.D. 1500. It consists of 320 leaves, and is illustrated by one general and seventy- seven particular maps, the latter consequently including all the parts of every climate. The general map was published by Dr Vincent in his Periplus of the Erythraean Sea. A copy of Idrisi's work in the Escorial was destroyed by the fire of 1671. An epitome of Idrisi's geography, in the original Arabic, was printed, with many errors, in 1592 at the Medicean press in Rome, from a MS. preserved in the Grand Ducal library at Florence (De geo$raphia universali. Hortulus cultissimus . . . ). Even the description of Mecca is here omitted. Pococke supplied it from 290 IDUMAEA his MS. In many bibliographical works this impression has been wrongly characterized as one of the rarest of books. In 1619 two Maronite scholars, Gabriel Sionita and Joannes Hezronita, published at Paris a Latin translation of this epitome (Geographic, Nubiensis, id est, accuratissima totius orbis in VII. climata divisi descriptio). Besides its many inaccuracies of detail, this edition, by its unlucky title of Nubian Geography, started a fresh and fundamental error as to Idrisi's origin ; this was founded on a misreading of a passage where Idrisi describes the Nile passing into Egypt through Nubia— not " terram nostrum" as this version gives, but " terrain illius " is here the true translation. George Hieronymus Velschius, a German scholar, had prepared a copy of the Arabic original, with a Latin translation, which he purposed to have illustrated with notes ; but death interrupted this design, and his manuscript remains in the university library of Jena. Casiri (Bib. Ar. Hisp. ii. 13) mentions that he had determined to re-edit this work, but he appears never to have executed his intention. The part relating to Africa was ably edited by Johann Melchior Hartmann (Commentatio de geo- graphia Africae Edrisiana, Gottingen, 1791, and Edrisii Africa, Gottingen, 1796). Here are collected the notices of each region in other Moslem writers, so as to form, for the time, a fairly complete ' body of Arabic geography as to Africa. Hartmann afterwards published Idrisi's Spain (Hispania, Marburg, 3 vols., 1802-1818). An (indifferent) French translation of the whole of Idrisi's geography (the only complete version which has yet appeared), based on one of the MSS. of the Bibliotheque Nationale, Paris, was published by Amedee Jaubert in 1836-1840, and forms volumes v. and vi. of the Recueil de voyages issued by the Paris Societd de Geographic; but a good and complete edition of the original text is still a desideratum. A number of Oriental scholars at Leiden deter- mined in 1861 to undertake the task. Spain and western Europe were assigned to Dozy; eastern Europe and western Asia to Engel- mann; central and eastern Asia to Defremery; and Africa to de Goeje. The first portion of the work appeared in 1866, under the title of Description de I'Afrique et de VEspagne par Edrisi, texte arabe, publie avec une traduction, des notes et un glossaire par R. Dozy et M. J. de Goeje (Leiden, E. J. Brill, 1866); but the other collaborators did not furnish their quota. Other parts of Idrisi's work have been separately edited; e.g. "Spain" (Descripcion de Espana de . . . Aledris), by J. A. Cond6, in Arabic and Spanish (Madrid, 1799); " Sicily " (Descrizione della Sicilia . . . di Elidris), by P. D. Magri and F. Tardia (Palermo, 1764); " Italy " (Italia descritta net " libra delReRuggero," c0mpitood