KONGL. SV. VET. AKADEMIENS HANDLINGAR. 



BAND 



28. 



n:o 



21 



is — i'é 



a 



"W 



cos sin 



cos 



sin 



4-11 

 5-11 



6 — 11 



7 — 11 



8 — 11 

 9-11 



10—11 



11 — 11 



12 — 11 



13-11 

 14-11 

 15-11 



16 — 11 



0".0000 



— .0009 



+ .0027 

 + .0030 



— .0291 



+ .04 7!i 



— .0173 



— .0016 



+ .0008 

 I) .0000 



— 0".0003 

 + .0001 



+ .0030 



— .0132 

 + .0156 



+ .0146 

 -0 .0308 

 + .0007 



+ .0006 

 -0 .0001 



+ 0".010 

 .000 



— .054 



+ .142 

 + .087 



— 1 .077 



+ 1 .706 



— .61 1 

 -0 .078 



+ .(»39 



— .005 



— .002 



+ .006 



+ 0".001 



— .014 

 + .018 



+ .126 

 -0 .553 

 + .621 



+ .521 



— 1 .111 

 + .090 



+ .025 



— .006 

 .000 



.000 



5 — 12 



6 — 12 



7 — 12 



8 — 12 



9 — 12 



10 — 12 



11 — 12 



12 — 12 



13 — 12 



14 — 12 



15 — 12 



— .0002 

 + .0004 



+ .0015 



— .0090 



+ o .oi4<; 



— .001(1 



— .0120 

 + .0007 



+ .0002 



.0000 



+ .0007 



— .0024 

 + .0009 

 + .0135 



— .0275 

 + .0133 

 + .0008 



-0 .0005 



+ .001 



— .011 

 + .02 1 



+ .061 



— .390 

 + .607 



— .039 



— .473 

 + .064 



+ .007 



— .003 



-0 .002 

 + .001 



+ .035 



-0 .131 

 + .066 



+ .531 



- 1 .067 

 + ..Ms 

 + .033 



-0 .026 



+ .001 



§5. 



Die so erhaltene Entwickelung soll min in eine solche transformirt werden, wo die 

 niittlere Anomalie des störenden Planeten </' statt «' vorkommt. Setzt man (H. I § 69): 



uct 



n — \ 



/ 



- K(o . o . c)) + ^T ^ ((z ' ' (i) ' c)) cos ( * € — {l ' )g,) (25) 



+ V V ((* • (O ■ 8)) sin (is — (%') 



so erhält man tur die Berechnung der Coeff. in (25) aus denen in (24) die Formeln: 



Fur (i!) - : 

 ((0.0. c)) - (0 . . c ) — e (0 . 1 . c) 



((i . . c)) = (i . . c) — \é [(* . 1 . c) + (— i . 1 . c)] J (26a) 



((i . . &•)) = (i • . s) — \e [(i . 1 . s) — (— / . 1 . s)] 



