Monantheuil, Henri de
,
Aristotelis Mechanica
,
1599
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[Figure 91]
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[Figure 92]
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[Figure 97]
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[Figure 98]
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antecedentibus, velocius quoque moueri, quod hîc eſt
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<
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ki/neisqai,</
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facilius & plus moueri. </
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<
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lud, quod eſt ab Archimede profectum problema admirabile. </
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<
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tum pondus data potentia mouere, locum habiturum in vecte, ſi tam
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longum dari rerum natura pateretur, vt in eo maioris ſegmenti ad
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minus ratio fieri poſſet paulo maior. </
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<
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">ea, quæ dati ponderis eſſet ad da
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tam potentiam. </
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<
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">Quod in quouis dato pondere cum rèrum natura non
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patiatur, problema alioqui geometricè demonſtratum, in vſu ob ma
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teriæ ſatis longæ & firmæ
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ſuæ rationi reſpondere
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poteſt.
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]
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huius diagrammatis expoſitio ſi non imperfe
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cta eſt, adfertur tantum ad oſtendendum quod pondus
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<
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ab eo cum
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erat in
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per depreßionem
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ad
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tranſlatum eſt ad
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Sed adhuc
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paulo obſcurius. </
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">Apertius igitur ſic. </
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pondus vero
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mouens autem
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preßio
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<
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>Cum ipſum
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quod moueat, ſit vbi
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:
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& pondus
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motum erit vbi
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quod ita ſe habere oſtendit tertia
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proprietas circuli, ex qua cap. 1. huius lib. oſtenſum eſt diametri ex
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tremo vno deorſum moto, alterum eodem tempore ſurſum moueri. </
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autem hic vectis
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vt diameter circuli cuius extremum
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deor
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ſum cum ad
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mouetur, alterum
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ſurſum ſimul moueri vt ad
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ne
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ceſſum eſt. </
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<
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">Et ex his denique contendit Ariſtoteles oſtendere circula
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rem motum omnium machinationum principia in ſe continere, vt
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multis poſtea ſpecialibus exemplis declarabit, in quibus & alijs om
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nibus, qui ſcitè diſtinguet, quid oneri reſpondeat, pro quo ſit vectis,
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quale ſit hypomochlium, vnde vis mouens habeatur, hic habebit
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abundè, quid ſentiendum ſit.
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