Borelli, Giovanni Alfonso
,
De motionibus naturalibus a gravitate pendentibus
,
1670
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inæqualibus ponderibus DF, & KM, erit ſumma eiuſ
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dem ponderis AC, & grauioris fluidi DF maior
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quã
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ſumma ponderis AC, & leuioris KM, at differentią,
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ſeu exceſſus ponderis AC ſupra DF minor erit diffe
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rentia ponderum AC, & KM, ergo maior ſumma
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põ-derum
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derum</
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AC, & DF ad minorem ſummam ponderum̨
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AC, & KM maiorem proportionem habebit, quam̨
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minor differentia ponderum AC, DF ad
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differentiã
">differentiam</
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maiorem ponderum AC, & KM; & permutando ſum
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ma ponderum AC, & DF ad eorum differentiam, ſeu
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libræ radius PN ad penduli longitudinem PT maio
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rem proportionem habet, quam ſumma ponderum̨
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AC, & KM ad eorum differentiam, ſeu quam libræ
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radius SQ ad pendulum SV, ſuntque librarum æqua
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lium radij PN, SQ æquales inter ſe, igitur
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pendulũ
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SV maioris longitudinis eſt, quàm PT, & ideò cele
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rius deſcendet AC in rariori fluido KM quam in gra
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uiori DF. </
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Pr. 241.</
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Pr. 238.</
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Cap. 11. gra
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uia in fluido
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velocitati
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bus inæqua
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libus ferri
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debere.</
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Pr. 238.</
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De vi per
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cuſſionis
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Pr. 92.</
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<
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tum
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eiuſdẽ
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ſolidi in duobus fluidis inæqualiter gra
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uibus. </
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PROP. CCXLIII.
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Duo ſolida æqualia, & inæqualiter grauia ſi ſpecie grauiora
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fluidis fuerint, maiori inæqualitate in medio fluido denſio
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ri, quàm in rariori, & minùs graui fluido deſcendunt.
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<
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mus. </
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">Ex tabulis Doctiſſimi Marini Ghetaldi,
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atque accuratiſſimi. </
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<
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grauitatum ſpecificarum plurium metallorum reſpe-</
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