The Mathematical Principles of Natural Philosophy, Band 3Sherwood, Neely, and Jones, 1819 |
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Seite xv
... centre of the earth , are as the quantities of matter in the bodies . This is collected from the equal acceleration of all bodies that fall from a state of reft by the force ... force with which the body attracts the earth , will be equal to ...
... centre of the earth , are as the quantities of matter in the bodies . This is collected from the equal acceleration of all bodies that fall from a state of reft by the force ... force with which the body attracts the earth , will be equal to ...
Seite xvii
Isaac Newton William Davis. centres of the orbits . This force may , therefore , not impro- perly be called ... centre , the centripetal forces will be reciprocally as the fquares of the distances . Or , if bodies revolve in or- bits that ...
Isaac Newton William Davis. centres of the orbits . This force may , therefore , not impro- perly be called ... centre , the centripetal forces will be reciprocally as the fquares of the distances . Or , if bodies revolve in or- bits that ...
Seite xviii
... force of gravity , we may not by chance find them to be of the fame kind . Now they will be of the fame kind , if we ... centre of the earth are given . The laft fpace is found by experi- ments of pendulums , as Mr. Huygens has fhewn .
... force of gravity , we may not by chance find them to be of the fame kind . Now they will be of the fame kind , if we ... centre of the earth are given . The laft fpace is found by experi- ments of pendulums , as Mr. Huygens has fhewn .
Seite xix
... force near the furface of the earth is equal to the force of gravity . Therefore these are not two different forces ... centre of the fun , and thofe of the fecondary towards the centres of Jupiter and Saturn , in the fame manner as the ...
... force near the furface of the earth is equal to the force of gravity . Therefore these are not two different forces ... centre of the fun , and thofe of the fecondary towards the centres of Jupiter and Saturn , in the fame manner as the ...
Seite xxvii
... centre endeavour to re- cede from it with lefs force ; whence , if their denfity be defi- cient , they must yield to the greater force with which the parts that lie nearer the centre endeavour to afcend . Therefore the denfer parts will ...
... centre endeavour to re- cede from it with lefs force ; whence , if their denfity be defi- cient , they must yield to the greater force with which the parts that lie nearer the centre endeavour to afcend . Therefore the denfer parts will ...
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The Mathematical Principles of Natural Philosophy Sir Isaac Newton,Andrew D 1734 Motte,William 1771-1807 Davis Keine Leseprobe verfügbar - 2021 |
Häufige Begriffe und Wortgruppen
ABFD abfolute accelerative alfo alſo angle VCP apfides apfis arife attracting body axis becauſe bifected body revolving cafe caufes cauſe centre of force centre of gravity centripetal force circle common centre conic fection corpufcle curve line cycloid decreaſe defcend defcribed demonftrated diminiſhed diſtance drawn duplicate ratio ellipfis equal fecond feveral fhall fhould fides figure fimilar fince firft firſt fituate focus folid fome fquare fubduplicate ratio fuch fuperficies fuppofe fyzygies given by pofition given ratio globe greateſt half-fheets hyperbola immoveable increaſed infinitum interfections inverſely laſt latus rectum lefs LEMMA let fall motion move obferved ofcillate orbit paffing parabola parallel parallelogram particles perpendicular plane principal vertex prop proportional PROPOSITION quadratures quantity radius reafon reciprocally rectangle reft right line SCHOLIUM ſpace ſphere tangent thefe themſelves THEOREM theſe thofe thoſe trajectory triangles velocity whofe Widegate