Scientific Papers - Vi

344 ON THE STABILITY OF THE SIMPLE SHEARING
and towards that of S9
- 2-24892 - 11-44495 i.
For the other part involving D or D' we get in like manner
- -00523 - "00258 i, and - -00345- '00170 i.
TABLE I.
[3!
•n »i ti 82
0-0 0-1 + i-oooo + i-oooo - -oooo - -0015 + -oooo + -0001
0-2 + i-oooo - -0120 + -0012
0-3 + -9997 - -0405 + '0061
0-4 + '9982 - -0960 + -0192
0-5 + -9930 - -1874 + '0469
0-6 + '9790 - -3234 + -0971
0-7 + -9393 - -5485 + -1969
0-8 + -8825 - -7605 + -3055
0-9 + '7619 - 1-0717 + -4865
1-0 + -554 - 1-444 + '734
1-1 + -215 - 2-007 + 1-057
1-2 - -310 - 2-304 + 1-456
1-3 - 1-083 - 2-707 + 1-923
1-4 - 2-173 - 2-979 + 2-424
1-5 - 3-635 - 2-972 + 2-893
1-6 - 5-493 - 2-466 + 3-212
1-7 - 7-694 - 1-161 + 3-191
1-8 -10-057 + 1-325 + 2-550
1-9 -12-177 + 5-441 + -899
2-0 - 13-330 + 11-628 - 2-252
2-1 -12-34 + 20-19 - 7-46
2-2 - 7-49 + 31-01 -15-24
2-3 + 3-54 +43-20 -25-84
2-4 + 23-55 + 54-54 -38-90
2'5 + 55-20 + 60-44 -52-70

•oooo
•1000
•2000
•3000
•35)97
•45)87
•5955
•OKI 5
•7()(i3
•8234
•<S40
•790
•034
• 1-0(57 2-303 3 •()!)« (5-173
• H-745 •1L-.J47
13-70 •14-50 •lsi-22
• 4T>3
• 11 -55)
It appears that with the values of C, D, C', D' defined by (10), (17) tl calculations from the ascending and descending series lead to the same rosul when <n = 2. What is more, and it is for this reason principally thai- I lw detailed the numbers, the second part involving 22 loses its importance whc •77 exceeds 2. Beyond this point the numbers given in the table- arc calculate from 2j only. Thus (vj > 2)
1.5
1.5.7.11
1.2.144s
.(1.0)
xll--
l 1.
1.5
1.5.7.11
.(20)4664. In calculating, from the descending series the more important part is Si, since