104 



SECULAR VARIATIONS OF THE ELEMENTS OF 



-0 

 -0 



+0 



-(' 



Computation of Z) 2 . 



(5,5)(7,7)=/+19.2441698.#+12.0495445 

 0(*> 0( 7 ><0-K4' 6 )= + 0.0827715.0+ 1.539238 

 (4,6)= +27.1673827.0+17.603294 

 O><0— + 1.752231 



5 X 5 - 6 )-K 4 .<0= + 0.018327 



= — 0.014281 



0(5,6). 



Sum of terms Z> 2 =0 2 +46.494324O.0+32.948353 



Computation of D 3 . 

 (g , e)(7 , 7)=/+3.4142091.^r+l. 79241220 

 +0.0006746.0+0.00186605 

 +0.0142946.0+0.00926231 

 +0.00118319 

 +0.00092197 

 —0.11312682 

 :/+3.4291782 %9 +1.69251890 



-(6 



6)(4 



7)(7 



0- 



-(* 



o= 



-(' 



7)(4 



.)(. 



0- 



-o 



0= 



+ (4 



7)(7 



6)(6 



0- 



-(* 



0= 



+(4 



6)(« 



7)(7 



0- 



-(4 



0= 



-( 7 



0(« 













Sum of terms 





E>3=< 



Computation of B, B', and B". 



(2, 2)=^+ 13.0721 73 

 _(i,2)(2,3)^-( 1 , 3 )= +19.37798 

 Sum =£-=-&=0+32.45O15 



(3,3)^^+17.5528645 

 — (i,3)(3, 2 )-^(i,2)= + 0.0270293 

 Sum =£'^-5=0+17.5798938 

 (i, 0=0+1 1.314768 

 — (2,00, 0-K 2 ' 3 )= + 1-824148 

 Sum =#+-6=0+13.138916. 



Computation of C, C, C", and C". 



— (2,2)=_^_13.0721730 



(0,2)(2,3)-^(0,3)= — 9.183266 



Sum ^— {0+22.255439 £ 

 log. |(o,3)-s-(i,s) \ = [9.4381189] 

 Therefore C=— {0+22.255439 } X 

 [9.4381189J6'. 



— (3,3)— —0—17.5528645 

 (0,3) (3, 2) -s-(o, 2)= _ 0.0570356 



Sum =—{fl+17.6099001 j 

 log. l(o, 2) -f- (2,1) j = [9. 1138076] 

 Therefore C"=— {0+17.6099001 } X 

 [9.1138076]6\ 



Computation of JB 1} B 2 , and B 3 . 



(e, 6) =0+2.7662522 



— ( 5 , e )(6,7)-f-( 5 ,7)= +1.7539698 



Sum =^-^=0+4.5202220; 



(7,7)=gr+0.6479569 



— ( 5 , 7) (7, 6) _!-(«, 6 ) +0.0644976 



Sum =^^-^=0+0.7124545; 



( 6 , 5 )=^+18.5962129 



— (6,5)(j,7)-l-(6,7)= + 0.2214108 



Sum =#3-^=0+18.8176237. 



Computation of G lt C 2 , C 3 , and C±. 



— (6, 6 )=_^_ 2.7662522 

 (4,e) (e r»)-s- (4, 7)= _ 1.3667356 



Sum =—{0+ 4.1329878 J 

 log. |(4,7)_^( 5 ,7)J=[9.5433087] 

 Therefore Ci=— \g-\- 4.1329878$ X 

 [9.5433087]6 2 . 



— (7,7)=—^— 0.6479569 



(4,7)(7,6)-^-(4,6)= —0.0827715. 



Sum =— 10+ 0.7307284 J 

 log. {(4,6)-j-(«,e) \ =[9.434971 1] 

 Therefore <7 2 =— 10+' 0.7307284 j X 

 [9.434971 1]6 2 . 



