Schott, Gaspar
,
Mechanica hydraulico-pneumatica. Pars I. Mechanicae Hydraulico-pnevmaticae Theoriam continet.
,
1657
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>V. Per tubos æquè altos, & æqualium luminum, non ſemper plenos, fluit eodem
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tempore æqualis aquæ copia; ſed tantò fluit unus diutiùs altero, quantò
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plus aquæ continet unus quàm alter. 115 </
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>VI. Per tubos non ſemper plenos, & non æquè altos, æqualium tamen lumi
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num, eodem vel æquali tempore non fluit æqualis aquæ copia. ibid. </
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>VII. Tubus altitudine quadrupedalis, cui pro baſis diametro pedis Pariſienſis
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uncia, aquâ ſemper, plenus, effundit per lumen lineare in baſi ſitum, aquæ
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libram ſpatio tredecim minutorum ſecundorum temporis. 116 </
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>VIII. Aquæ fluentes ex tubis tam ſemper quàm non ſemper plenis æqualium
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foraminum, ſed inæqualium altitudinum, habent rationem ſubduplicatam
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altitudinum tuborum; habentque dicti tubi duplicatam rationem aqua
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rum, quas fundunt. 117 </
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>IX. Aqua naturali motu deſcendens & effluens per tubos, imitatur leges alio
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rum gravium naturali motu deſcendentium. 120 </
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>X. Velocitates motus aquæ deſcendentis & effluentis per tubos æqualium fo
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raminum, ſed inæqualium altitudinum, habent ſubduplicatam rationem
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altitudinum. 125 </
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>XI. Cauſam aſſignare, cur aquæ fluentes per tubos æqualium luminum, ſed in
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æqualium altitudinum, habeant rationem ſubduplicatam altitudinum tu
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borum. 126 </
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>XII. Tempora quibus æqualis aquæ quantitas è tubis æqualium luminum, ſed
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inæqualium altitudinum effluit, habent ſubduplicatam rationem tubo
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rum. ibid. </
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>XIII. Si tubi, ſive ſemper pleni, ſive non ſemper pleni, ſint ejusdem altitudinis,
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ſed inæqualium foraminum, eſt eadem ratio aquæ ad aquam, quæ foraminis
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ad foramen, phyſicè ſeu ad ſenſum. 127 </
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>XIV. Tubi non ſemper pleni æquè alti, & æqualium foraminum; ſed inæquali
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um baſium, evacuantur inæqualibus temporibus, eſtque eadem ratio tem
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porum, quæ baſium. 129 </
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>XV. Tempora quibus deplentur tubi non ſemper pleni, æquèlati, ſed non æquè
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alti, per æqualia foramina, ſunt in altitudinum ratione ſubduplicata. 131 </
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>XVI. Tempora quibus evacuantur tubi non ſemper pleni ſimiles, & æquales
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quoad altitudines & baſes, per lumina ſimilia inæqualia, ſunt reciprocè, ut
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lumina. ibid. </
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>XVII. Datis altitudine & foramine tubi ſemper pleni, invenire quantitatem
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aquæ quam dato tempore effundat; vel, datis iisdem, invenire magnitudi
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nem ciſternæ quæ dato tempore repleatur. 132 </
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