Comets and Meteors: Their phenomena in all ages; their mutual relations; and the theory of their origin. — John Shaqi
Comets and Meteors: Their phenomena in all ages; their mutual relations; and the theory of their origin.Kirkwood, Daniel
Science
Comets and Meteors: Their phenomena in all ages; their mutual relations; and the theory of their origin.
Kirkwood, Daniel
Comets; Meteors
Since the commencement of the present century five comets have been
discovered, which form, with Halley's, an interesting and remarkable
group. The first of these was detected by Pons, on the 20th of July,
1812; the second by Olbers, on the 6th of March, 1815; the third by De
Vico, on the 28th of February, 1846; the fourth by Brorsen, on the 20th
of July, 1847; and the last by Westphal, on the 27th of June, 1852. The
periods of these bodies are all nearly equal, ranging from 68 to 76
years; their eccentricities are not greatly different; the motions of
all, except that of Halley's, are direct; and the distances of their
aphelia are somewhat greater than Neptune's distance from the sun. Of
this group, the comets of 1812 and 1846 seem worthy of special notice.
The former became visible to the naked eye shortly after its discovery,
and each continued visible about ten weeks. Their elements are as
follows:
Perihelion Passage. 1812, Sept. 1846, Mar.
15_d._ 7_h._ 5_d._ 12_h._
Long. of Perih'n. 92° 51´ 90° 31´
Long. of A. Node. 253° 33´ 77° 37´
Incl. 73° 57´ 85° 6´
Peri'n Dist. 0.7771 0.6637
Eccentricity. 0.94454 0.96224
Period. 70.68_y_ 73.715
Direction. D D
Computer. Encke. Peirce.
The wonderful similarity of these elements, except in the longitude of
the ascending node, is at once apparent. It will also be noticed that
the longitude of the _descending_ node of the latter is very nearly
coincident with that of the _ascending_ node of the former. These
remarkable coincidences are presented to the eye in the following
diagram, where the dotted ellipse represents the orbit of the comet of
1812, and the continuous curve that of the comet of 1846.
[Illustration: Fig. 3.]
It is infinitely improbable that these coincidences should be
accidental; they point undoubtedly to a common origin of the two bodies.
Public-domain text, read in full here on John Shaqi.
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