Guevara, Giovanni di
,
In Aristotelis mechanicas commentarii
,
1627
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ram æmulando, vel eam comitando magnopere elucear,
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nec minus ad ipſam vim præternaturaliter inferendam con
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ducat. </
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<
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<
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">Ad hanc igitur motionem artificioſam, ac præternatura
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lem vniuerſa facultas Mechaniça ordinatur, vt ſupra expli
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cuimus: quatenus mirabili ſuo magisterio rationabiliter per
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cauſas procedendo, docet quo pacto grauia cuncta, aut le
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uia poſſint ſecundum omnem poſitionem moueri, & cuius
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virtute, quauè proportione illius ad pondus; in qua diſtan
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tia,
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quibusq.
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adminiculis, machinis, & inſtrumentis, & id ge
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nus alia; quæ non parua ex parte conſtabunt ex is, quæ
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Ariſtoteles vltra ſuperius allata, & à nobis expoſita, in ſe
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quentibus quæſtionibus tradit. </
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<
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">Cum alias exacta, & pe
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culiaris vniuſcuiuſque grauis, aut leuis prout artificiosè mo
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ueri debeat conſideratio, ad diſtinctas Mechanicæ facul
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tatis partes iam enumeratas, quas ipſe Philoſophus non eſt
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aggreſſus; quippe qui vniuerſalia duntaxat principia huius
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admirabilis diſciplinę in hac prima parte afferre ſtatuerit,
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cauſas poſtea in ſecunda parte allaturus eorum, quæ in ſe
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quentibus quæſtionibus proponuntur ad maiorem explica
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tionem, & applicationem eorundem principiorum, ex qui
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bus aliæ infinitæ penè concluſiones poſſunt deduci. </
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<
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">Sed illud hic ſummopere animaduertendum putauimus
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Archimedẽ
">Archimedem</
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, quem iure inter huius diſciplinæ parentes opti
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mos literæ omnes maxima cum laude commemorant, non
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diuerſa ab ijs, quę Ariſtoteles tradidit principia aſſumpſiſſe,
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ac in ſuis de æqueponderantibus libris protuliſſe, vt falsò
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nonnulli comminiſcuntur; quin imò tradita ab ipſo Philoſo
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pho ſuppoſuiſſe, & amplius, ad particularia deſcendendo,
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extendiſſe, ac planiora reddidiſſe, vt ingenuè fatetur Guidus
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Vbaldus in Præfatione primi de æqueponderantibus libri
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<
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eiuſdẽ
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Archimedis. </
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<
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">Ariſtoteles enim (vt vel vno vtar exem
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plo) loquendo de motione circulati, ad quam reducuntur
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penè omnes motiones, quæ mechanicis inſtrumentis, atque
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artibus fiunt, præſtantiſsimum illud conſtituit principium,
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quæ ſunt in maiori à centro diſtantia, maiorem quoque ha</
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