Newton, Isaac, Philosophia naturalis principia mathematica, 1713

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1
Motus medii Apogæi
Æquatio annua 421, 21
Æquatio ſemeſtris 422, 37
Eccentricitatis
Æquatio ſemeſtris 422, 37
Motus medii Nodorum
Æquatio annua 421, 21
Æquatio ſemeſtris III, 33
Inclinationis Orbitæ ad Eclipticam
Æquatio ſemeſtris 420, 22
Lunarium motuum Theoria, qua Methodo ſta­
bilienda ſit per Obſervationes 425, 33.
M.
Magnetica vis 22, 13: 271, 25: 368, 29:
431, 23
Maris æſtus a cauſis ſuis derivatur III, 24, 36, 37
Martis
diſtantia a Sole 361, 1
Aphelii motus 376, 33
Materie
quantitas definitur p. 1
vis inſita ſeu vis inertiæ definitur p. 2
vis impreſſa definitur p. 2
extenſio, durities, impenetrabilitas, mobilitas,
vis inertiæ, gravitas, qua ratione innoteſ­
cunt 357, 16: 484, 10
diviſibilitas nondum conſtat 358, 18
Materia ſubtilis Carteſianorumad examen quod­
dam revocatur 292, 12
Materia vel ſubtiiiſſima Gravitate non deſtitui­
tur 368, 1
Mechanicæ, quæ dicuntur, Potentiæ explicantur
& demonſtrantur p.
14 & 15: p. 23
Mercurii
diſtantia a Sole 361, 1
Aphelii motus 376, 33
Methodus
Rationum primarum & ultimarum I, Sect. 1
Tranſmutandi figuras in alias quæ ſunt ejuſ­
dem Ordinis Analytici I, Lem.
22. pag. 79
Fluxionum II, Lem. 2. p. 224
Differentialis III, Lemm. 5 & 6. pagg. 446
& 447
Inveniendi Curvarum omnium quadraturas
proxime veras 447, 8
Serierum convergentium adhibetur ad ſolu­
tionem Problematum difficiliorum p.
127:
128: 202: 235: 414
Motus quantitas definitur p. 1
Motus abſolutus & relativus p. 6: 7: 8: 9 2b
invicem ſecerni poſſunt, exemplo demonſtra­
tur p.
10
Motus Leges p. 12 & ſeqque
Motuum compoſitio & reſolutio p. 14
Motus corporum congredientium poſt reflexio­
nem, quali Experimento recte colligi poſſunt,

oſtenditur 19, 21
Motus corporum
in Conicis ſectionibus eccentricis I, Sect. 3
in Orbibus mobilibus I, Sect. 9
in Superſiciebus datis & Funependulorum
motus reciprocus I, Sect.
10
Motus corporum viribus centripetis ſe mutuo
petentium I, Sect.
11
Motus corporum Minimorum, quæ viribus cen­
tripetis ad ſingulas Magni alicujus corporis
partes tendentibus agitantur I, Sect.
14
Motus corporum quibus reſiſtitur
in ratione velocitatis II, Sect. 1
in duplicata ratione velocitatis II, Sect. 2
partim in ratione velocitatis, partim in ejuſ­
dem ratione duplicata II, Sect.
3
Motus
corporum ſola vi inſita progredientium in
Mediis reſiſtentibus II, 1, 2, 5, 6, 7, 11,
12: 302, 1
corporum recta aſcendentium vel deſcenden­
tium in Mediis reſiſtentibus, agente vi Gra­
vitatis uniformi II, 3, 8, 9, 40, 13, 14
corporum projectorum in Mediis reſiftenti­
bus, agente vi Gravitatis unifor mi II, 4, 10
corporum circumgyrantium in Mediis reſi­
ſtentibus II, Sect.
4
corporum Funependulorum in Mediis reſi­
ſtentibus II, Sect.
6
Motus & reſiſtentia Fluidorum II, Sect. 7
Motus per Fluida propagatus II, Sect. 8
Motus circularis ſeu Vorticoſus Fluidorum II,
Sect.
9
Mundus originem non habet ex cauſis Mecha­
nicis p.
482, 12.
N.
Navium conſtructioni Propoſitio non inutilis
300, 4.
O.
Opticarum ovalium inventio quam Carteſiusce­
laverat I, 97. CarteſianiProblematis genera­
lior ſolutio I, 98
Orbitarum inventio
quas corpora deſcribunt, de loco dato data
cum velocitate, ſecundum datum rectam
egreſſa; ubi vis centripeta eſt reciproce ut
quadratum diſtantiæ & vis illius quantitas
abſoluta cognoſcitur I, 17
quas corpora deſcribunt ubi vires centripetæ
ſunt reciproce ut cubi diſtantiarum 45, 18:
118, 27: 125, 25
quas corpora viribus quibuſcunque centripetis
agitata deſcribunt I, Sect.
8.

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