Monantheuil, Henri de
,
Aristotelis Mechanica
,
1599
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<
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">COMMENTARIVS. </
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">Cvr commotum.]
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Commotum hîc ita capi debet, vt eò, quò
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moueatur, impellatur: non contra, quod ex reſponſione colligere
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facilè erit. </
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<
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">Quæſtio igitur eſt, cur commotum facilius moueatur:
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quam quieſcens. </
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<
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id
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">quæ illuſtratur exemplo curruum, quos iam commo
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tos facilius eſt continuare in motu, quam quieſcentibus motionis ini
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tium dare. </
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<
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">Illuſtrari etiam poſſet exemplo nauium.
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<
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">An quia quod mouetur.]
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Reſponſio ad quæſtionem ſic con
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cludi poteſt.
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Motoris vim & celeritatem augens pondus, facilius impellitur:
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contrà diminuens tardius.
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Pondus motum eò, quò impellitur, motoris vim & celerita
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tem auget, & ſimile quid ſuo impulſori iam facit.
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Contrà quieſcens, quia aliò nititur, & motu occulto in contra
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rium: quam quò impellitur tendit, diminuit.
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Commotum igitur facilius mouetur: quam quieſcens.
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Quod autem quieſcens vim motoris diminuat, patet. </
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">quia ſi ſineretur
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nec impelleretur, exempli gratia, ſurſum, vel lateraliter, natura ſua
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ſublato impedimento rectà deorſum ferretur. </
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<
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">Ergò qua vi eò moue
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retur, eadem reſiſtit, ne ſurſum vel lateraliter impellatur. </
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<
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">Reſistere
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autem motori, diminuere eſt eius vim in mouendo. </
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<
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">Imò vera eſt illa
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propoſitio. </
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<
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">Ab æquali aut minore vi quam ſit impedimentum non
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fit motus. </
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<
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">Sit enim A B C D
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quod reſistat per decem ne ſurſum
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trahatur. </
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trahetur, neque per 10. neque per 9.
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&c. </
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<
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">Nam ſubſtracto impedimento,
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quod impedit ne A deorſum fera
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tur, eo ferretur vt 10. Quod ſi eo
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dem tempore ſurſum trahatur à vi
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quæ ſit etiam vt 10. tunc tantum
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mouebitur deorſum: quantum ſur
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ſum, quieſcet igitur. </
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<
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">Si verò ſurſum trahatur à vi minore, vt nouem,
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quia à maiore vi deorſum fertur, non ſurſum: ſed deorſum ſimpliciter
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