Guevara, Giovanni di
,
In Aristotelis mechanicas commentarii
,
1627
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ſolutè ac totaliter non ſubalternari Philoſophiæ naturali, ſed
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Mathematicæ; Ita ſenſit expreſsè Ariſtoteles in principio iam
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explicato huius opuſculi, cum ait, ſubiectum quidem huius
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facultatis eſſe Phyſicum, conſiderationem verò eſſe mathe
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maticam. </
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<
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id
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">Quod poſtea omnes Philoſophi, ac Mathematici
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vniuerſaliter ſupponunt in diſtributione, ac ſub alternatione
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Mathematicarum diſciplinarum, ſubordinando hanc ſcien
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tiam Geometricæ. </
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<
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type
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<
s
id
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">Ratione verò probatur, nam quælibet ſcientia ſubalterna,
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illi ſcicntiæ dicitur ſubalternari, cuius idem ſubiectum ſecun
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dum aliquam rationem formalem conſiderat, cuiuſque con
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cluſionibus vtitur tanquam principijs ad conficiendas pro
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prias demonſtrationes; ſed ſcientia Mechanica circa idem
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ſubiectum ſecundum aliquam rationem formalem verſatur
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ac Geometria, ex
<
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abbr
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eaq.
">eaque</
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>
vt plurimum ſumit ſua principia ad
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demonſtrandas mechanicas concluſiones. </
s
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<
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id
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">Ergo Mechanica
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facultas ſubalternatur Geometriæ & non alteri ſcientiæ. </
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<
s
id
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N10BA4
">Ma
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ior pater ex ſupra notatis. </
s
>
<
s
id
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N10BA9
">Minor in qua eſt difficultas, pro
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batur quoad priorem partem, ex eo; Nam cettum eſt, ipſum
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corpus mobile graue, aut leue, quod conſtituitur ſubiectum
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huius ſcientiæ, non conſiderari niſi ſecundum quantitatem,
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ponderis quam habet, & prout moueri aut detineri poteſt
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tanta vel tanta virtute, ac mediante aliquo artificio. </
s
>
<
s
id
="
N10BB6
">Quo
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fit vt proxima ratio ſecundum quam de illo agitur, ſit tum
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quantitas ponderis illius, abſtrahendo à materia ponderante,
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tùm quantitas virtutis mouentis aut detinentis, prout ſcilicet
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vtraque quantitas coaptari, ac proportionari debet in ordine
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ad motionem aut quietem artificioſam: ſeu prout quantitas
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ponderis ſubſtat motioni, aut quieti artificioſæ, quam pro
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pterea diximus, vltimò complere, &
<
expan
abbr
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cõſtituere
">conſtituere</
expan
>
obiectum for
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male huius ſcientiæ. </
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>
<
s
id
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N10BCD
">At huiuſmodi ratio formalis ſic expli
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cata, manifeſtè inuoluit quantitatem abſtractam à materia,
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ac ſpecialiter paſſionem quandam quantitatis continuæ ac
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permanentis, quæ eſt obiectum Geometriæ; nempe artifi
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/>
cioſam mobilitatem & quietem; imò talis mobilitas attendi
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/>
tur iuxta dimenſionem quantitatiuam ipſius mobilis, ac pro-</
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