Monantheuil, Henri de
,
Aristotelis Mechanica
,
1599
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53
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Contra in alte
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ro diagrammate
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eiuſmodi ſectio
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fiet, vt in O, &
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ſic pars O P ac
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creſcet ad P H:
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ſicque tota O P
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H vt longior, ita
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grauior O G.
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<
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id
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">Manebit igitur
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( præſuppoſito hoc
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quod ab H
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appẽſa
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type
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<
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<
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type
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lanx inſideat ter
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ræ vel alicui ful
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cro. </
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<
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id
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">Sed & in li
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brilibus huius ge
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neris reditus &
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non reditus alia
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<
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abbr
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etiã
">etiam</
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cauſa eſt, ſci
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/>
licet quia
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nullũ
">nullum</
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<
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abbr
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cẽtrũ
">cen
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trum</
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grauitatis ma
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net niſi ſuſtinea
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tur à linea
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abbr
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perpẽdiculari
">per
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pendiculari</
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ad pla
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num horizontis. </
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<
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id
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">quod eſt demonſtratum ab Vbaldo prop. 1. lib. de lib.
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</
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<
s
id
="
id.000892
">Atque P eſt centrum grauitatis magnitudinis compoſitæ è duobus
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brachijs librilis G H, & lancibus ponderibuſque vtrimque æqui
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ponderantibus, ſi intelligantur admota, vt patet ex prop. 4. lib. 1.
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Archimed. de æquipond. </
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<
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id
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">L K vero linea eſt perpendicularis ad pla
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num horizontis. </
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<
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id
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">Non igitur P liberum relictum manebit ita vt eſt
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G P M H: Sed & redibit ex natura grauium quouſque occupet
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punctum k in perpendiculari horizontis, à qua quia per extre
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mum L fixa eſt, ſuſtinebitur. </
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<
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id
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id.000895
">At G O P H manebit ſic, nec
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redibit ad G k H, quia, quod eſſet contra naturam, aſcenderet.
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</
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<
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id
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">Vbiautem centrum librilis eſt exquiſitè medium, vt C ipſius A B
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cum trutina C D mobili, ſeu ſupra, ſeu infra poſita ſit, quocunque
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