Gassendi, Pierre
,
De proportione qua gravia decidentia accelerantur
,
1646
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prehenſum eſt. </
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<
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">Si planum, vt minùs decliue, ita etiam prolixius
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ſit, potest profectò prolixitas paruitatem incrementorum
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velocitatis ſic compenſare, vt acquiſita in fine motus veloci
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tas ſitnihilo minor. </
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">Quod eſt allatum de pendulis exemplum
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ſemper congruit: & ex quatuor pendulis, quæ prolixitate
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ſint, primum vnius præcisè pedis, ſecundum quatuor, tertium
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nouem, quartum ſedecim: peragit reuerâ, conſtanterque pri
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mum vibrationes quatuor, eodem tempore, quo ſecundum
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peragit treis, & tertium duas, & quartum vnam: ſi modò
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quidem
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ſemper longitudine perſeuerent.
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A p. </
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uium cadentium, ad explorandum, impetuſ
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ne, vt ſpatium increſcat. </
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Meritò fuere vno plura requiſita Experimenta, vbi
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fuit iactatum peragi ea poſſe in grauibus quibuſlibet; tametſi
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ne in vno quidem peragere fuerit conceſſum. </
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<
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">Allata tria ex
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perimenta quaſi ſupparia ad ſuadendum non increſcere impe
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tum, velocitatemve ſicut spatia, ſed ſicut spatiorum radices,
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attinent omninô ad rem; ac illud speciatim de Aqua ef
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fluente ex vaſe cylindrico, quatenus ſumma aqua in foramen
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decidens, non magis à ſibi ſubiecta, præeunteque impeditur,
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quàm ſi per aërem caderet; quòd illa ſemper pari cum ipſa
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velocitate ſeſe ſubducat, antecedenſque nihil officiat.
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A. p. </
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<
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XXVIII. </
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