Guevara, Giovanni di
,
In Aristotelis mechanicas commentarii
,
1627
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<
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21
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005/01/029.jpg
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portionem quam habet cum mouente, in tanta propinquita
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te vel diſtantia; ac perſæpe fundatur in ipſa figura quantitatis
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mobilis aut mouendæ. </
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<
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N10BE3
">Ergo ratio formalis ſub qua Mecha
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nica facultas circa proprium ſubiectum verſatur, eandem eſ
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ſentialiter rationem ſubiecti Geometriæ participat. </
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<
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<
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">Quod autem Mechanica facultas vtatur principijs. </
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<
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N10BEF
">proba
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tis in Geometria, palam oſtendunt ipſæ demonſtrationes me
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chanicæ, quæ ferè omnes immediatè nituntur propoſitioni
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bus, ac theorematibus demonſtratis in illa, deinde reſoluun
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tur in eadem principia geometrica;
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abbr
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ſiquidẽ
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præcipuè fundan
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tur in proprietatibus, ac paſſionibus circuli quæ ſanè demon
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ſtrantur principijs geometricis, vt pręſertim patet ex tertio ac
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ſexto
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abbr
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elementorũ
">elementorum</
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Euclidis. </
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<
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">Rurſus principia Mechanica, quæ
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traduntur ab Archimede,
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abbr
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alijsq.
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Mechanicis, vel ſunt omninò
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geometrica, vel ſumuntur ex geometricis. </
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">Vt grauia æqua
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lia ex æqualibus diſtantijs æquè ponderare: Aequalia verò
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grauia ex inæqualibus diſtantijs, non æquè ponderare, ſed
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præponderare ad graue ex maiori diſtantia. </
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<
s
id
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N10C1D
">Et æqualibus ſi
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milibusque, figuris planis inter ſe coaptatis, centra quoque
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grauitatum inter ſe coaptari oportere. </
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>
<
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id
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N10C24
">Et ſimilia vt vi
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dere eſt apud ipſum Archimedem, Pappum, & alios
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Auctores. </
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<
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">Ad primum igitur argumentum in contrarium Reſponde
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tur, ſubiectum Mechanicæ facultatis eſſe quidem phyſicum
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in genere entis, non tamen in genere ſcibilis, nempe ſub ra
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tione qua de illo agitur in hac ſcientia. </
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<
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id
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">Quare licet
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abbr
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ſubiectũ
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>
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materiale huius facultatis, quod eſt graue, & leue, ſeu quan
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titas ponderis cuiuſque corporis mobilis ſecundum locum,
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connotet paſſionem quamdam corporis naturalis, quod con
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ſtituitur ſubiectum adæquatum Phyſicæ; cum tamen non
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abbr
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cõ-ſideretur
">con
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ſideretur</
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>
hic per habitudinem ad illud, pertinere non poteſt
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ad ſcientiam phyſicam; ſicut nec ipſa quantitas, quæ conſti
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tuitur ſubiectum adæquatum totius facultatis mathematicæ,
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quamuis in ſe ſit affectio corporis naturalis, & paſſio ſubſtan
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tiæ corporeæ, de
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abbr
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illaq.
">illaque</
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abundè etiam tractetur in Phyſica.
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exemplificari poteſt in Muſica & Perſpectiua, quarum </
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