36 
MR, LUBBOCK’S RESEARCHES 
- 11 - 2m j 'z 147 + ~ + x w = 0 
A= + 2r 0 )i + 2 - + — sin# 
a 4 L J c 
+ { 2ri + 4(1 ^—m)pa ?} 2 (1 —~m) Sin 2 4 
+ { 2r s + r i — {2~(TT!r^) 2~(2^»i) } }(T^2"m) S * n ^ — x) 
+ {2 ^4 + r i — { g ( 3 — m) ” 2 (2 - m) } (3 - m) S1 " (2 * + *' 
. 2 r s e. ■ 
4-—' sin z 
m 
+ { 2 r » + ?r raV v I (ra sin (2 ' ~ 
+ { 2 r - - 4( - 2 3 _;)W } (f^j sin (2 ‘ +2) 
The values of the constants assumed by M. Damoiseau are 
e =-0548442 e, = -0167927 y =-0900684 m = -0748013 
Mem. Theor. Lun. p. 502. 
Taking m = ^o ~' 075 
4.37 2 3.77 » 2 ,a 3 ^ _ _ 600.77 m, a 3 
40 4 r ' 2.37 pa? ' r ' ~ 17 . 57.37 p a? 
3 i!(r 3 
40°-l 3 
l r l_. , 9 • 74 m, a 3 
2 l J 3+ 2.34p,a, 3 
0 
_ o nn / 17 .77 2 \m,a 3 _ 300.133813m ( a 3 
rj 137 2 .57 17/^a; 3 1326561 p a, 3 
40® .3 m, a 3 _ 2400 m, a 5 
r ' ~ _ 37.43 .2 pa? ~ ~ 1591 pa? 
3.40°- r, 
* 147 “ 2.4.37.3 
*1 
3. 40m,a 3 "l 20 
4.37 p a? J 37 
*3 
{ 
2 r 3 + r, 
f 9.20 
l 37 
3.20 f m, a 3 "[ 20 
"77~ J 17 
