Borelli, Giovanni Alfonso
,
De motionibus naturalibus a gravitate pendentibus
,
1670
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idem oſtendetur. </
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<
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æqualia, ſed diuerſimodè figurata continent parti
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culas homogeneas inter ſe æquales, & æquè veloces
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ex ſui natura, ergo ſi ob figuras diuerſas inæqualibus
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velocitatibus deſcendunt integra corpora æqualią
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inter ſe, hoc ab aliquo impedimento procùl dubio
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dependet, ſcilicèt ab externo corpore fluido in quo
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moueatur, vel ipſæmet particulæ figuras varias
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ponentes</
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mutuò ſe impediunt in eorum deſcenſu, ſed
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neutro modo tranſitus impediri poſſunt, nam in va
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cuo non adeſt fluidum impediens, & particulæ vni
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uerſam maſſam componentes, cùm æquè veloces ex
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ſui natura ſint, non poſſunt ſeſe mutuò retardare, ne
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que accelerare, & proinde aggregata ipſa vnà, &
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dem</
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velocitate deorsùm ferentur in vacuo, quòd fue
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rat
<
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abbr
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oftẽdendum
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>
. </
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<
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<
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propoſitionẽ
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. </
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Cap. 10. de
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æquitempo
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ranea natu
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rali veloci
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tate
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.</
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Cap. 10. de
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æquitempo
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ranea natu
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rali veloci
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tate
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expan
abbr
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grauiũ
">grauium</
expan
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.</
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PROP. CCXI.
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Si duo corpora æquè grauia abſolutè moles inæquales habue
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rint, in vacuo æquè velocitèr deſcendent.
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<
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id
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">SInt duo corpora A, & B æquè grauia abſolutè, &
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moles ipſius B maior ſit mole alterius A, ſcili
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cèt ſit maſſa plumbea A vnius libræ, B verò ſit lignea
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eiuſdem
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põderis
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, & proindè moles B maior erit,
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quã
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A; dico, quod huiuſmodi corpora A, & B in vacuo ea
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dem velocitate deſcendent. </
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<
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">Sumatur moles corpo
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rea E, quæ æquè grauis, & homogenea ſit ipſi A, ſcili
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cèt ſit quoque plumbea, & ex ea fiat figura vnifor-</
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