UNDERSÖKNING AF PLANETEN PANDORAS RÖRELSE. 



11 



15° 



30° 



45° 



60' 



75° 



90° 



105° 



120° 



135° 



150° 



165° 



TJsIul 



■\— i 



(D—f) ■ ii 7 ; 

 ci> + 2(fl<;>+/;«>+..)!'7. 



55138 i7."5^79 ; 



1 >iff. 



1 + 



55123 

 il 



52782. 



i7,"5i592!i7 > "53954. ! i7 > "625o2ii7,"79248ji8,"o4922|i8,"38468 i8,"7683i i9,"i5o47 

 17, 51584(17, 53939I17, 62492 17, 79232'i8, 04905I18, 38451 18, 7680419, 15010 



i9>"46985 

 19, 46937 



+ 



'1+ 



'Sl+ 



iOi+ 16+ 171 + 17I+ 27,+ 37,+ 



48 



i 9 ,"6673o 

 19, 66672 



+ si 



180° 



195° 



210° 



225° 240° 



I 



255° 



270° 



285° 



300° 



315° 



330° 



345° 



I 



I9>"7°397|I9>"5749° i9,"3io55 i8,"96497'i8."5983°' 



/S < J'+2C5 ( }'+^<|'+..) ll 9> 7°340|i9' 57437,19. 31012J18, 9646 i|i 8. 59814 



ram 1+ 57'+ 53+ 43I+ 3°!+ "!+ 



18, "26194 i7,"gSgjj I7,"796io 



18, 26174J17, 98960 17, 79596 



20!+ 17+ 14 



I7,"6773z 

 17, 67723 

 + 9 



I7,"6i623 , i7,"58869!i7,"57i70 

 17, 61610^7, 58860 17, 57163 

 + 13+ 9i+ 7 



8. 

 För utvecklingen af {B — f cos («' — -F)} - ^ användas likaledes de i paragrafen 6 

 beräknade värdena för P'f. Man erhåller nemligen medelst equationerna (1.157 och 192): 



«"' + -\ « "' 



D-f 



a 



(51 

 



+ 



(5) 



a 



5) 

 



— 



a'f 



a 



51 

 i 



= 



a l V- 



" +f 



.*£=*> *<« 



¥ 



«i-i 



„4 ,,/ o(3) _l_ 1 o(3> 



/»(g) - w =A g; («(ö) _ «(5i) = « 2 



sinl' 



(5 , _ j k 4 w' , 5) 

 P * ~ T? sin!" U l 



{?& 



x> 



— / 



/S",'- 



-WT 



D 



+/ 



4(2 



-i) 



3/ 



# : 



>. i 



följande koefficienter i utvecklingen af: 

 \g • ~ ■ \b — /■ cos («' — F)} - * = W + 2#?3 cos ( £ ' — _F)'+ 2/8(85 cos 2( £ '— J) + 2/S^ cos 3(Y — F) ■ 



Jupiter och Pandora. 



i 

 re 



•3»' log;/?' log/J»> log/3»' log/3»' log/3») log/9'»' los/S»' log/3»' log/?»' log/S»' log/3»' log <!»] log/S»,' 



15 

 30 



45 

 60 



75 



90 



105 



120 



'35 

 150 

 165 

 180 



195 

 210 

 225 



240 



2 55 

 270 

 285 

 300 



3i5 

 330 



J±5_ 



1.648758 

 1.646463 

 1.64493 1 

 1.646349 

 1. 653081 

 1. 666901 

 1.688355 

 1. 716356 



1.748 101 



1.779338 



1.805097 



1.820811 



1. 823601 



1.813143 

 1.791755 

 1.763598 

 1,733480 



1. 705681 



1.683197 



1.667375 

 1.657961 

 1.653435 

 1. 651634 



1.650489 



589364 



586909 



585389 



587201 



594932 



6 1 0464 

 634297 

 665127 

 699805 



733703 

 761516 

 778441 

 781472 

 770278 

 747274' 

 716833 

 684053 



653553 

 628654 

 610929 

 60021 1 



5949 '3 

 592695 

 591302 



467896 

 465174 

 463674 

 466146 



4755*5 

 493913 

 521756 

 557406 



597154 

 635720 

 667186 

 686282 

 689748 

 677227 

 651344 

 616866 



579443 

 544295 



515286 

 494363 

 481472 

 474888 

 471980 

 47°i7i 



1.309529 

 1.306497 

 1. 305021 

 1.308256 

 1. 319572 

 1. 341308 

 1.373867 

 1.415219 

 1.460998 

 1.505147J 

 1.541001 

 1. 562718 

 1.566708 

 1.552587, 

 1.523229 

 1.483909 

 1.440947 

 1.400284 

 1.366428 

 1.341741 

 1.326297 

 1.318210 

 1. 314492 

 1.312203 



126896 

 123530 

 122679 

 126144 

 139528 

 164866 

 202512 

 250020 

 302330 



35 2 548 

 393191 

 417768 

 422333 

 406460 

 373318 

 328727 

 279750' 

 233116 

 194020 

 165280 

 147096 

 137388 

 132806 

 129992 



0.927141 

 0.923429 

 0.922007 

 0.926918 

 0.942472 



o-97'554l 

 1. 014492 

 1.068430 

 1. 127569 

 1.184140 

 1.229798] 

 1.257384; 

 1.262549 

 1.244840 

 1. 207716 

 1. 157598 

 1.102332 

 1.049463 

 1. 00491 3, 

 0.971950I 

 0.950907! 

 0.939520 

 0.934028] 

 0.930683 



0.714673 

 0.710606 

 0.709210 

 0.715014 

 0.732758 

 0.765681 

 0.814057 

 0.874582 

 0.940729 

 1.003839 

 1.054675 

 1.085354 

 1.091143' 

 1.071535 

 1.030324J 

 0.974519 

 0.912781, 

 0.853506 

 0.803344 

 0.766055 

 0.742098 

 0.728979 

 0.722571 

 0.718659! 



0.49240 

 0.48800 

 0.48663 

 0.49329 

 0.51330 

 0.55011 

 0.60399 

 0.67124 

 0.74454 

 0.81431 

 0.87040 

 0.90424 

 0.91066 

 0.88913 

 0.84374 

 0.78213 

 0.71379 

 0.64800 

 0.59216 

 0.55048 

 0.52355 

 0.50867 

 0.50131 

 0.4968; 



0.26232 

 0.25757 

 0.25622 

 0.26382 

 0.28606 

 0.32681 

 0.38632 

 0.46032 

 0.54083 

 0.61735 

 0-67879 

 0.71584 

 0.72291 

 0.69939 

 0.64978 

 0.58231 

 0.50731 

 0.43492 

 0.37327 

 0.32713 

 0.29724 

 0.28059 

 0.27227 

 0.26725 



0.02594 

 0.02088 

 0.01957 

 0.02798 

 0.05256 

 0.09725 

 0.16233 

 0.24323 

 0.33106 

 0.41440 

 0.48121 

 0.52149 

 0.52920 

 0.50374 

 0.44985 

 0.37641 

 0.29463 

 0.21559 

 0.14821 

 0.09760 

 0.06467 

 0.04619 

 0.03690 

 0.03131 



9.78423 

 9.77884 



9-77753 

 9.78700 

 9.81376 

 9.86244 

 9.93330 



0.02I0I 

 O.I1613 

 O.20633 

 O.27859 

 0-32216 

 O.33052 

 O.30299 

 O.24485 

 O.16547 

 O.O7694 

 9.99II9 

 9.91783 

 9.86268 

 9.82684 

 9.80655 

 9.79626 



9-79Q'3 



9.53818 

 9.53261 

 9.53138 

 9.54145 

 9.57068 

 9.62327 

 9.69966 

 9.79446 

 9.89701 

 9.99414 

 0.07180 

 0.11863 

 0.12764 

 0.09821 

 0.03572 

 9.95022 

 9.85476 

 9.76229 

 9.6S327 

 9.62364 

 9.58471 

 9.56247 

 9-55II7 

 9-54447 



9.28S12 

 9.28230 

 9.28102 

 9.29247 

 9.32363 

 9.38023 

 9.46270 

 9.56421 

 9.67403 

 9.77810 

 9.86130 

 9.91150 

 9.92115 

 9.88951 

 9.82284 

 9.73138 

 9.62916 

 9.52988 

 9.44460 

 9.38031 



9-33873 

 9.31464 

 9.30224 



9.29,0- 



9.03505 

 9.02948 

 9.02838 

 9.03974 

 9.07374 

 9.13406 

 9.2217S 

 9.33076 

 9.44816 

 9.55926 

 9.64779 

 9.70126 

 9.71156 

 9.67816 

 9.60709 

 9.50928 



9-399S5 

 9.29382 

 9.20325 



9-13457 

 9.089S4 

 9.06344 

 9.04994 

 9.04222 



