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I
The following was also received today : Smithsonian telegram Swift telegraphs Lohse's coniet discovered by me October I o identical with
comet third eighteen hundred sixty nine. ) A comparison of the above approximate elements with those computed by Professor Hruhns for Comet 111
18% renders an identity in the highest degree probable, especially as the descriptions of that object accord with what is now visible. Kn/ph C'ol)elnn~f.
3: G. L O h S E .
Lord Lindsay's Observatory, Dun Echt, I 880 November I 3.
Kochester (U.S.); Octbr. 10 j 211130"' .+IS" 'Swift
Nlemente iiiitl El)licineridc des Cometen Swift (e 1880). Von K. ZeIh und Dr. 3: v. Hepperger.
C i r c u l a r d e r K. Alcademie d. W. i n W i e n . Uis zum Sc1i:usse der Kechnuiig waren folgende Ikobachtungen eingelaiifen :
1 O r t , 1880 imittl.Ortsz.1 app. t l & 1 app. d & Heobachter
Swift's Coiuet (el 1880, and its identity wit11 Coinet 111. 1869. I clcsire to communicate elements of the Comet' Helow I place niy elements of Swift's Comet by
discovered by I'rof. Swift on Oct. I Ith, which will i n ;the side of Dr. 13ruhns' elements (.% N. I 788) of Co- all probability prove to be periodic, the resenib1;~ncc of met 111. 1869. the elenients to those of Comet 111. 186g appearing re- markable.
3 29 2349 3 30
i
OCt. 2 j ' T h 1 5'"2ZS 281 s 31 G
Comet 111. 1S69. T z 1869 Xov. 20.85426 Berlin mean time.
$1. r 2 9 2 40 28.S 1870.0. .T = 4I0I7'I2"5
Direct. The argumcnt is striking. if it is considered that
one of the positions used by me (Oct. 2 1 ) was given only to the nearest iiiinute of arc, and the other two (Oct. 25 and Oct. 28) art' not yet definitively reduced.
1 i = G j j 0.0 log q z 0.042416.
Hoston, u. s. x., Nov. I , 1880.
I I -0n11;s78 i - g'4I''Ol 18ll 1 m 2 ~ ~ 0 4 , + i 3 0 3 ~ ~ 26"71 n .--2 15.26 i - I 16.5i 18 g 38.25:+11 26 47.3
Comet Swift (e) 1880. T -1 1880 Nov. 7.714 \Vashington mean time.
-295 25.4 1880.0.
Direct. \Vith regard to Dr. Ikuhns' orbit of Comet 111.
1869, it is worthy of note that he remarked that a comparison with the observations at Leipsic indicated a variation from a parabolic orbit.
1 JT = 41"41'0
i 7 2 1 . 7 log p = 0.04262.
S. C Chandler j r .