Newton, Isaac
,
Philosophia naturalis principia mathematica
,
1713
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<
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>In hunc finem computandæ ſunt igitur Cometarum plurium
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Traiectoriæ, ex hypotheſi quod ſint Parabolicæ. </
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<
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modi Trajectoriæ cum Phænomenis ſemper congruent quam
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proxime. </
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<
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>Id liquet, non tantum ex Trajectoria Parabolica Co
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metæ anni 1680, quam cum obſervationibus ſupra contuli, ſed
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etiam ex ea Cometæ illius inſignis, qui annis 1664 & 1665 appa
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ruit, & ab
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Hevelio
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obſervatus fuit. </
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<
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>Is ex obſervationibus ſuis
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longitudines & latitudines hujus Cometæ computavit, ſed minus
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accurate. </
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<
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Halleius
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noſter loca Co
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metæ hujus denuo computavit, & tum demum ex locis ſic inven
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tis Trajectoriam Cometæ determinavit. </
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<
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>Invenit autem ejus No
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dum aſcendentem in II 21
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gr.
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13′. </
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>55″, Inclinationem Orbitæ ad
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planum Eclipticæ 21
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gr.
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18′. </
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>40″, diſtantiam Perihelii a Nodo in
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Orbita 49
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gr.
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27′. </
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>30″. </
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<
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gr.
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40′. </
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>30′ cum Lati
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tudine auſtrina heliocentrica 16
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gr.
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1′. </
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<
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>45″. </
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<
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>Cometam in Perihelio
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Novemb.
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24
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d
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. </
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h
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<
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>52′. </
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<
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>P. M. tempore æquato
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Londini,
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vel 13
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h
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Gedani,
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ſtylo veteri, & Latus rectum Parabolæ 410286, exiſtente
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mediocri Terræ a Sole diſtantia 100000. Quam probe loca
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Cometæ in hoc Orbe computata, congruunt cum obſervationibus,
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patebit ex Tabula ſequente ab
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Halleio
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ſupputata.
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