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MR. LUBBOCK’S RESEARCHES 
— o|: v { 2 a 4 e 2 4- 5 a 2 a 2 (e 2 4- e 2 ) 4- 2 a 4 e ; 2 | & 5>2 
4- o ’ 4 a } (« 2 e 2 4-« / 2 e / 2 )& s .s j cos(2w^— 2w/4-2e-2g j ) 
[ 2 ] 
f .. ^1.3, gg / f^ in 9 »/ ,_ g 9 + <7 1 z , 3(aV + a ; V-) 
| a, + ‘2 a ( 3 t Sin 2 + 2 J &3 > 2 + 2.2a/ bs ' s 
L . 3 . 3 araHe 2 + e,° ) , 1.3.2 (a 2 e 2 + a?e?) , 
+ 270 ^ ^>+u 55T“ aa '^ 2 
— <T 7 ^ { 2a 4 e 2 4- 5a 2 a 2 (e 2 +e 2 ) -\-2a/e/) J b 5>3 J cos(3nt—3n/+3e - 3sJ [3] 
f _ *m ■ <*<*/ r • « </ ,_ g2 + g * l h , 1.3.3 « a g»(g»+g») 
j o 1 +2fl | *X Sm 2+ 2 / ^ 3 ’ 3 4“ 2 . 4 . 2 a/ bs ’ 2 
+ ~ ap 6 ‘ ^ aa iK 3 1 cos (Ant— An/ 4- 4s - 4£,) 
~ ^^4“ ^ cos (5w^-— 5w^ 4~ ‘^0 
{ - — ^5 *3,1 — 27^5 *3,2 | ^COS 0/ 4- £,- or) 
^ — ^3 *3,0 4“ 2^ *3,1 j - ecos 4-g — Tjj) 
C 1 a a a, , a 2 3 a a. 7 1 
{ 2" S* “ 27/ ® 3 * 0 - 2^ + 0“^ * 3 > 2 j ecos (Znt-n/ 4-26—6, 
f a a, , a* . . 3 a a. , 4 
j ~ 2 . 2 a ; 3 " 3>1 ~ 2a/ * 3 -2 + 272 7^“ *3, 3 f e C0S ( 3w * — 2w/ 4" 3s ~ 2e, 
f a a. , a 2 . 
| 2 ^77 ^ 3 ’ 2 o a s * 3,3 /■£C0s(4w£ — 3/2^ 4- 4g — 3 e / — cr) 
2 “2 a* ^ 3,3 e cos (hnt— An/ -\-hz- Az—ts) 
( 3 aa, . a* a a. V 
{ 272 a/ ■' 3 - 1 ” 2a/ ^ 3 > 2 2 ~ . 2 a * ^ 3 » 3 f ecos(n/ — 2w/4- £ - 2£, 4- w) 
f 3 a a, . a® . 4 
I o 2 o -i * 3 >2 2a J * 3 > 3 j f cos (2 /?£ — 3n/ 4“ 2£ — 3 ^4“ m) 
— w 
— Tfi 
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3 a a 
2.2 a] 
.3 * 3,3 £ cos (3nt — 4?? / ^4~3£ — 4e / 4~ ®”) 
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