ASTEROID SUPPLEMENT. 



21 



1 

 HEBE AND MERCURY. 



The inclination of Hebe is 14° 47', and its eccentricity is 0.202. Both of 

 these elements are so large that the coefficients for this Planet need not be 

 given. They may, however, if needed, be readily found from the corre- 

 sponding ones for Lutetia and Mercury, Lutetia and Venus, &c, by means 

 of the variation formulas, as the values of Sa are all less than 0.0025. 



IRIS AND MERCURY. 



i 



log if 



log a D a if 



log <?r>l if 



log « 3 £ 3 if 



log a 4 D\ if 







l 



2 

 3 



0.30392 

 99.21448 

 98.30016 

 97.43136 



98.43330 

 99.2-2316 

 98.60604 

 97.91189 



98.45892 

 98.00673 

 98.62525 

 98.21143 



97.70999 

 98.05306 

 97.75359 

 98.25470 



97.78437 

 97.55858 

 97.82437 

 97.62131 



i 



log a i ( ? 



log a 2 D, if 



log« 3 Z> 2 if 



log a 2 if 









l 



2 



99.53719 

 98.91913 

 98.22474 



98.62084 

 98.96111 



98.54588 



98.68857 

 98.42489 

 98.62063 



98.79207 

 97.82604 



IRIS AND VENUS. 



i 







l 



2 

 3 



log if 



log a Z>„ if 



log a D\ if 



log a 3 2) 3 if 



log a 4 D* if 



0.31143 

 99.49726 



98.85573 

 98.25909 



99.01032 

 99.52866 

 99.17452 



98.74873 



99.09909 

 98.88428 

 99.24302 

 99.08115 



98.90007 

 99.03683 

 98.93854 

 99.19698 



99.12828 

 99.06699 

 99.15843 

 99.12013 



i 



log a if 



log « 2 D x if 



log a 3 2) 2 if 



log a 2 if 









l 



2 



99.87634 

 99.51909 

 99.09249 



99.52979 

 99.65928 

 99.46472 



99.74200 

 99.65528 

 99.69294 



99.51386 

 98.02609 



IRIS AND THE EARTH. 



i 



log if 



log a D a if 



log « 2 Dl if 



log a 3 O 3 if 



log«*Z)^f 







l 



2 

 3 



0.32175 

 99.65339 

 99. 15429 

 98.69922 



99.33863 

 99.71631 

 99.49153 

 99.20208 



99.50760 

 99.39355 

 99.62640 

 99.56765 



99.60519 

 99.66871 

 99.63757 

 99.78900 



99.99164 



99.97383 



0.01386 



0.01640 



i 



log a if 



log a 2 D a if 



log « 3 2)2 if 



log « 2 if 









l 



2 



0.10999 

 99.87969 

 99.58867 



0.08236 

 0.13619 

 0.02875 



0.44623 

 0.41372 

 0.41375 



0.02720 

 99.74765 



