Gassendi, Pierre
,
De proportione qua gravia decidentia accelerantur
,
1646
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4
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tem aliquam primam, quæ ſcilicet ſit acquiſita in fine
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eiuſdem primi temporis, & cui per conſequentem
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motum æquales aliæ ſuper-addantur, vt ſolent gra
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dus gradibus in capacibus intenſionis qualitatibus ſu
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per-addi; adeò vt, quæ velocitas in fine motus eſt ac
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quiſita, ac intenſiſſima eſt, eſſe coalita cenſeatur ex om
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nibus velocitatibus, ſiue gradibus, qui perſeuerante
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motu acquiſiti fuerint, ijque interſe, &
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cũ
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primo illo
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æquales. </
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<
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ris æquales, quæ primæ ſuccedunt, pauciores ſunt nu
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mero, quàm quæ ſpatij partes æquales decurruntur
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poſt primam; & qui velocitatis gradus acquiruntur
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poſt primum, ac ſunt veluti incrementa ſupperaddita,
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comparari poſſunt, vt iam dictum eſt, aut cum parti
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bus æqualibus temporis, aut cum partibus æqualibus
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ſpatij; ideò difficultas, ſeu quæſtionis ſtatus is videtur
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potiſſimùm,
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Vtrum gradus velocitatis primo æquales tot
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acquirantur; quot ſtuunt partes temporis: an potiùs, quot spa
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tij partes percurruntur?
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Nempe non alio reſpicitur, cùm
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requiritur,
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an velocitates ſi ut tempora, an ſicut spatia ſeſe
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habeant?
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<
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Cæterũ
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ea eſt tua opinio, vt velocitates habeant
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ſe quemadmodum ſpatia; ſeu, vt tot gradus velocitatis
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æquales primo acquirantur, quot ſunt partes æquales
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ſpatij, quæ poſt primum, primoque gradu ſuperatum
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decurruntur. </
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<
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">Siquidem toto ſpatio diuiſo in decem
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v. c. orgyias; qualis, quantuſque eſt velocitatis gra
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dus in fine primæ orgviæ acquiſitus, taleis, tantoſque
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vis acquiſitos in fine ſecundæ duos, in fine tertiæ treis,
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in fine quartæ quatuor, & ita deinceps, quovſque in </
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