Schott, Gaspar
,
Mechanica hydraulico-pneumatica. Pars I. Mechanicae Hydraulico-pnevmaticae Theoriam continet.
,
1657
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dinum, effluere poteſt eodem, vel æquali tempore, æqualis,
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& inæqualis aquæ copia, hoc eſt, æqualis per aliquos, inæqualis
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per alios. </
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>Ratio eſt, quia defectus luminis in vno poteſt ſup
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pleri per altitudinem; & defectus altitudinis in altero poteſt ſup
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pleri per lumen, vt experientia etiam docet. </
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Propoſitio V. Phænomenon. V.
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Per tubos æquè altos, & æqualium luminum, non ſem
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per plenos, fluit eodem tempore æqualis aquæ copia; ſed tantò
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fluit vnus diutiùs altero, quantò plùs aquæ continet
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vnus quàm alter.
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>PAtet ex hactenus dictis, & experientiâ, nec indiget alia pro
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batione. </
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>Ille autem plùs aquæ continet, qui amplior eſt:
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loquimur enim hîc de ijs tubis, quorum orificia ſunt æqualia,
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etiamſi ipſi tubi ſint inæqualis amplitudinis. </
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Corollarium.
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>ERgo & per æqualia foramina baſis eiusdem tubi, æqualis eo
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dem tempore effluit aqua. </
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>Vide cap. 5. Propoſ. 1. </
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Propoſitio VI. Phænomenon VI.
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Per tubos non ſemper plenos, & non æquè altos, æqua
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lium tamen luminum, eodem vel æquali tempore
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non fluit æqualis aquæ copia.
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<
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>EAdem eſt ratio de quibuſcunque vaſis. </
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>Patet experientiâ, </
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quæ monſtrat, ex altiori tubo ſeu vaſe fluere maiorem aquæ,
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copiam tempore eodem, vel æquali, quàm ex tubo vel vaſe mi
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nùs alto habente lumen æquale. </
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>Et ratio eſt, quia in altiori
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magis preinitur aqua ſupra lumen, quàm in minùs alto. </
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<
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>Vide
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Propoſit. III. </
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Vas magis
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plenum plus
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aquæ effun
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dit per fora
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men, quàm
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minus ple
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num.
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Poriſma I.
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<
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>SEquitur hinc, ex eodem tubo, aut vaſe, non ſemper pleno,
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æqualibus temporibus, non æqualem effluere aquam ex eo
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dem foramine, ſed in ſecundo tempore minorem, quàm in pri
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mo, & in tertio minorem, quàm in ſecundo, & ſic deinceps. </
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Vide Propoſit. 24. </
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