Newton, Isaac
,
Philosophia naturalis principia mathematica
,
1713
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61 - 90
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181 - 210
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331 - 360
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421 - 450
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<
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>Cometaram caudr </
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>avertuntur a Sole 408, 39 </
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>maximæ ſunt & ſulgentiſſimæ ſtatim poſt
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tranſitum per vicinam Solis 467, 8 </
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<
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>inſignis earum raritas 470, 32 </
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<
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>origo & natura earundem 442. 19: 467, 13 </
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<
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>quo tempori; ſpatio a capite aſcendunt 471, 1 </
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>Cometæ </
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<
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>Moventur in Sectionibus Conicis umbilicos
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in centro Solis habentibus, & radiis ad So
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lem ductis deſcribunt areas temporibus pro
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portionales. </
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ventur ſi in Orbem redeunt, hæ tamen
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Parabolis erunt maximæ ſinitimæ III, 40 </
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>Trajectoria Paral olica ex datis tribus Obſer
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vationibus invenitur III, 41; Inventa cor
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rigitur III, 42 </
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>Locus in Parabola invenitur ad tempus da
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tum 445, 30: I, 30 </
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tur 445, 17 </
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>Cometa annorum 1664 & 1665 </
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>Huius motus obſervatus expenditur, & cum
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Theoria accurate congruere deprehenditur
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p. </
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<
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>477 </
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>Cometa annorum 1680 & 1681 </
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<
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>Hujus motus obſervatus cum Theoria accu
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rate congruere invenitur p. </
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<
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>455 &
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<
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>Videbatur in Ellipſi revolvi ſpatio annorum
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pluſquam quingentorum 464, 37 </
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<
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>Trajectoria illius & Cauda ſingulis in locis
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delineantur p. </
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<
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>465 </
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>Cometa anni 1682 </
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<
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>Hajus motus accurate teſpondet Theoriæ
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p. </
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<
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>479 </
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>Comparuiſſe viſus eſt anno 1607, iterumque re
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diturus videtur periodo 75 annorum 480, 6 </
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>Cometa anni 1683 </
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<
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>Hujus motus accurate reſpondet Theoriæ
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p. </
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>478 </
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>Curvæ diſtinguuntur in Geometrice rationales &
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Geometrice irrationales 100, 5 </
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>Curvatura figurarum qua ratione æſtimanda ſit
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235, 28: 398, 33 </
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>Cycloidis ſeu Epicycloidis
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rectificatio I, 48, 49: 142, 18 </
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>ëvoluta I, 50: 142, 22 </
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>Cylindri attractio ex particulis trahentibus com
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poſiti quarum vires ſunt reciproce ut qua
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drata diſtantiarum 198, 1 </
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D.
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>Dei Natura p. </
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>482 & 483 </
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>Deſcenſus graviuni in vacuo quantus ſit, ex lon
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gitudine Penduii colligitur 379, 1 </
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>Deſcenſus vel Aſcenſus rectilinci ſpatia deſcri
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pta, tempora deſcriptionum & velocitates ac
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quiſitæ conferuntur, poſita cujuſcunque ge
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neris vi centripeta I, Sect. </
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>7 </
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>Deſcenſus & Aſcenſus corporum in Mediis re
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ſiſtentibus II, 3, 8, 9, 40, 13, 14 </
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E.
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>qua lege vis contripetæ tendentis ad centrum
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figuræ deſcribitur a corpore revolvente
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I, 10, 64 </
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>qua lege vis centripetæ tendentis ad umbili
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cum figuræ deſcribitur a corpore revol
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vente I, 11 </
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F.
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>Fleidi definitio p. </
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>260 </
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>Flaidorum denſitas & compreſſio quas leges ha
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bent, oſtenditur II, Sect. </
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>5 </
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>Fluidorum per foramen in vaſe factum effluen
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tium determinatur motus II, 36 </
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>Fumi in camino aſcenſus obiter explicatur 472, 4 </
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G.
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<
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>Graduum in Meridiano Terreſtri menſura exhi
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betur, & quam ſit exigua inæqualitas oſten
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ditur ex Theoria III, 20 </
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>Gravitas </
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>diverſi eſt generis a vi Magnetica 368, 29 </
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<
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>mutua eſt inter Terram & ejus partes 22, 18 </
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<
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>ejus cauſa non aſſignatur 483, 34 </
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<
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>datur in Planetas univerſos 365, 15; & per
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gendo a ſuperficiebus Planetarum ſurſum
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decreſcit in duplicata ratione diſtantiarum
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a centro III, 8, deorſum decreſcit in ſim
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plici ratione quamproxime III, 9 </
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<
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>datur in corpora omnia, & proportionalis eſt
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quantitati materiæ in ſingulis III, 7 </
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<
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in Orbe III, 4, computo accuratiori com
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probatur 430, 25 </
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<
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& Satellites Jovis & Saturni retinentur in
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Orbibus III, 5 </
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H.
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>Hydroſtaticæ principia traduntur II, Sect. </
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<
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>qua lege vis centrifugæ tendentis a figuræ cen
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tro deſcribitur a corpore revolvente 47, 26 </
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<
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<
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>qua lege vis centrifugæ tendentis ab umbilico
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figuræ deſcribitur a corpore revolvente 51, 6 </
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<
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<
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>qua lege vis centripetæ tendentis ad umbilicum
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figurædeſcribitur a corpore revolvente I, 12 </
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<
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>Hypotheſes cujuſcunque generis rejiciuntur ab
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hac Philoſophia 484, 8. </
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