Monantheuil, Henri de
,
Aristotelis Mechanica
,
1599
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partem H D impellat. </
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<
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">Atque hæc eſt ſententia Ariſtotelis de du
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plici vecte in cuneo. </
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">Aliam habet Guidus Vbaldus, quam exiſtimat
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meliorem. </
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">Eſt autem eiuſmodi, vt figuræ iam poſitæ vectis A B
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habeat hypomochlium B, & pondus mouendum H, ſicut vectis
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C B, habeat item hypomochlium B & pondus mouendum ſit K: it a
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vt pars H D moueatur à vecte A B, & pars k G à vecte C B.
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">Ratio eſt, quia inſtrumenta mouent per contactum: vectis autem A
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B tangit partem H D motam in H, non ſimiliter tangit in B.
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<
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">Id ipſum inſuper comprobat ex cuneo inter duas moles ſeparatas in
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terpoſito: ſed quod pace tanti viri dixerim certum eſt, quod niſi B
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vertex cunei tangeret molem in B, & ipſam impelleret atque diui
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deret, partes H D, K G non vtrinque cederent in O & N. </
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">Quod
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igitur cedant motus is ſecundarius eſt, & priorem qui eſt in B con
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ſequens. </
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<
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">Quod autem ad moles ſeparatas attinet, in his aër pondus eſt
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mouendum, quem ſi nequaquam cedere fingamus, non vltra ingre
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diente cuneo, partes molium inter quas erit cuneus conſiſtent. </
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<
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">Cæte
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rum vt cuneus vectis eſt multiplicatus: ita cochlea, cuius nullam
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<
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abbr
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mentionẽ
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feciſſe
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Ariſtotelẽ
">Ariſtotelem</
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totis his mechanicis miror,
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cū
">cum</
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ſit cuneus
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multiplicatus, vel vnus continuatus. </
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<
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id.002070
">Eſt enim cochlea ( vt de hac
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pauca quæ ex Pappo, Vbaldo, Munſtero ſelegimus, dicamus ) cuneus
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cylindro circumuolutus helicis inſtar, percußionis quidem expers,
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ſed per vectem cylindri axi annexum verſus, faciens motionem ma
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gnorum ponderum. </
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<
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">Sit cuneus A B C circa
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cylindrum D E, qui ſine
<
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impedimẽto
">impedimento</
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verti poßit per vectem K F
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