Newton, Isaac
,
Philosophia naturalis principia mathematica
,
1713
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Agatur recta
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ABC,
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cujus partes
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AB, BC
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rectis
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QA
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&
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QB,
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QB
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&
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QC
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interjectæ, ſint ad invicem ut tempora inter obſer
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vationes tres primas. </
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<
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>Producatur
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AC
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ad
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G,
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ut ſit
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AG
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ad
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AB
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ut tempus inter obſervationem primam & ultimam, ad tempus
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inter obſervationem primam & ſecundam, & jungatur
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QG.
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Et
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ſi Cometa moveretur uniformiter in linea recta, atque Terra vel
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quieſceret, vel etiam in linea recta, uniformi cum motu, progre
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deretur; foret angulus
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r QG
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longitudo Cometæ tempore Ob
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ſervationis ultimæ. </
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<
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>Angulus igitur
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FQG,
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qui longitudinum dif
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ferentia eſt, oritur ab inæqualitate motuum Cometæ ac Terræ. </
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Hic autem angulus, ſi Terra & Cometa in contrarias partes mo
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ventur, additur angulo
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rQG,
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& ſic motum apparentem Co
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metæ velociorem reddit: Sin Cometa pergit in eaſdem partes
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cum Terra, eidem ſubducitur, motumque Cometæ vel tardiorem
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reddit, vel forte retrogradum; uti modo expoſui. </
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<
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>Oritur igitur
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hic angulus præcipue ex motu Terræ, & idcirco pro parallaxi Co
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metæ merito habendus eſt, neglecto videlicet ejus incremento vel
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decremento nonnullo, quod a Cometæ motu inæquabili in Orbe
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proprio oriri poſſit. </
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<
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>Diſtantia vero Cometæ ex hac parallaxi ſic
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colligitur. </
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<
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S
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Solem,
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acT
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Orbem magnum,
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a
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locum
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Terræ in obſervatione prima,
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c
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locum
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Terræ in obſervatione tertia,
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T
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locum
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Terræ in obſervatione ultima, &
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Tr
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li
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neam rectam verſus principium Arietis
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ductam. </
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rTV
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æqua
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lis angulo
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rQF,
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hoc eſt, æqualis lon
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gitudini Cometæ ubi Terra verſatur in
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T.
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Jungatur
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ac,
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& producatur ea ad
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g,
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ut ſit
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ag
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ad
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ac
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ut
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AG
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ad
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AC,
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&
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erit
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g
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locus quem Terra tempore obſer
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vationis ultimæ, motu in recta
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ac
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uNI
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formiter continuato, attingeret. </
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<
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que ſi ducatur
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g r
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ipſi
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Tr
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parallela,
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& capiatur angulus
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rgV
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angulo
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rQG
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æqualis, erit hic angulus
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rgV
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æqualis
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longitudini Cometæ e loco
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g
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ſpectati;
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& angulus
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TVg
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parallaxis erit, quæ oritur a tranſlatione Terræ
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de loco
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g
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in locum
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T
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: ac proinde
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V
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locus erit Cometæ in plano
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Eclipticæ. </
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<
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>Hic autem locus
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V
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Orbe Jovis inferior eſſe ſolet. </
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