Gassendi, Pierre
,
De proportione qua gravia decidentia accelerantur
,
1646
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ſimè determinet.
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<
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id
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Aio igitur, ita eſſe à natura conſtitutum, vt globus quilibet,
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tuiuſcumque materiæ, ex vnius diametri altitudine cadens,
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duplum ſui ponderis, hoc eſt, præter pondus quod ſine im
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petu in æquilibrio retineret, aliud ſibi æquale attollat; &
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ex altitudine duarum diametrorum, triplum; ex tribus dia
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metris, quadruplum; & ita deinceps: adeo vt ex quauis
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altitudine cadens, ſemper (vltra æquilibrium) toties pro
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prium pondus multiplieatum attollat, quot in tota, vnde
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cadit, altitudine diametri continentur.
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<
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id
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gerando,
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Mirum ſanè quòd globus, cuius figuram, vt
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pote ſimplicißimam, capacißimàmque, natura ſingulariter
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amare videtur, menſuram, ac modum, tam velocitatis
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motus in deſcenſu grauium, quàm virtutis eius motricis,
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quæ in eadem velocitate continetur, ſuâ nobis diametro exhi
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beat: adeo vt ex decem, aut centum diametrorum altitudine
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decidens, eum acquirat impetum, qui attollendis decem, aut
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centum ſimilibus globis, in altera lance impoſitis, ſufficere
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poßit, ſi materiæ conditio id patiatur.
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<
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ipſe obſeruaueris.
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Expertus ſum ego,
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inquis,
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globum plum
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beum vnius vnciæ, ex altitudine ſex pedum, ſiue dia
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metrorum centum quatuordecim cadentem, vncias toti
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dem vltra æquilibrium, hoc est, libras ſeptem, &
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vncias tres in altera lance impoſitas, ſuo impetu eleuaſſe,
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non ſine ingenti eorum qui præſentes aderant admiratione,
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ac stupore.
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<
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"> Tum & hæc habes.
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Porrò ſi id in paucis
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diametris experiri placuerit, non admodùm magna opus
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erit diligentia: at ſi è maiore altitudine idem tentare pla
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cuerit, tum in hac, vt in cæteris Phyſicis experientiis,
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