Newton, Isaac
,
Philosophia naturalis principia mathematica
,
1713
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>Velocitas maxima quam Globus, in Medio re
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ſiſtente cadendo, poteſt acquirere II, 38,
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Cor. </
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<
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torum, ubi vires centripetæ ad umbilicum
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tendunt I, 16 </
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>Veneris </
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>diſtantia a Sole 361, 1 </
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>tempus periodicum 370, 23 </
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>Aphelii motus 376, 33 </
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>Virium compoſitio & reſolutio p. </
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>14 </
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>ſphærieorum ex particulis quacunque lege
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trahentibus compoſitorum, expenduntur
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I, Sect. </
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>non ſphærieorum ex particulis quacunque
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lege trahentibus compoſitorum, expendun
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tur I, Sect. </
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>Vis centrifuga corporum in Æquatore Terræ
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quanta ſit 379. 22 </
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>quantitas ejus abſoluta definitur p. </
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>quantitas acceleratrix definitur, p. </
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>quantitas motrix definitur p. </
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<
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>proportio ejus ad vim quamlibet notam, qua
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ratione colligenda ſit, oſtenditur 40, 1 </
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>Virium centripetarum inventio, ubi corpus in
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ſpatio non reſiſtente, circa centrum immo
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bile, in Orbe quocunque revolvitur I, 6: I,
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Sect. </
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<
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>Viribus centripetis datis ad quodcunque pun
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ctum tendentibus, quibus Figura quævis a
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corpore revolvente deſcribi poteſt; dantur
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vires centripetæ ad aliud quodvis punctum
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tendentes, quibus eadem Figura eodem tem
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pore periodico deſcribi poteſt 44, 3 </
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<
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>Viribus centripetis datis quibus Figura qurvis
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deſcribitur a corpore revolvente; dantur vires
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quibus Figura nova deſcribi poteſt, ſi Ordi
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natæ augeantur vel minuantur in ratione qua
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cunQ.E.D.ta, vel angulus Ordinationis utcun
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que mutetur, manente tempore periodico
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47, 28 </
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<
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rum decreſcentibus, quænam Figura deſcribi
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poſſunt, oſtenditur 53, 1: 150, 8 </
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<
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>quæ ſit reciproce ut cubus ordinatim applica
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tæ tendentis ad centrum virium maxime
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longinquum, corpus movebitur in data
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quavis coni ſectione 45, 1 </
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<
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>quæ ſit ut cubus ordinatim applicatæ tenden
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tis ad centrum virium maxime longinquum,
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corpus movebitur in Hyperbola 202, 26 </
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<
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>Umbra Terreſtris in Eclipſibus Lunæ augenda eſt,
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propter Atmoſphæræ refractionem 425, 27 </
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<
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>Umbræ Terreſtris dian etri non ſunt æquales;
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quanta ſit differentia oſtenditur 387, 8 </
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<
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>Undarum in aquæ ſtagtantis ſuperficie propa
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gatarum velocitas invenitur II, 46 </
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<
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>Vorticum natura & conſtitutio ad examen re
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vocatur II, Sect. </
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>9: 481, 21 </
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Ut.
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Hujus voculæ fignificatio Mathematica de
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fiuitur 30, 19. </
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FINIS.
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