Biancani, Giuseppe
,
Aristotelis loca mathematica
,
1615
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159
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propoſitione 6. & 7. de æqueponderantibus: & noſtra
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alio quam
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uis modo, & vnica demonſtratione à Guido Vbaldo in ſuis Mechanicis pro
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poſitione 1. de Vecte, quæ eſt huiuſmodi; Potentia ſuſtinens pondus vecti
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appenſum, eandem ad ipſum pondus proportionem habet, quam vectis di
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ſtantia inter fulcimentum, ac ponderis ſuſpenſionem, ad diſtantiam, à fulci
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mento ad potentiam interiectam. </
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">quod de omni vecte ab eo demonſtratur,
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cuius propoſitionis ſenſus eſt hic; in ſuperiori prima figura ſi pars vectis
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E B, fuerit, v.g. quadrupla partis A E; etiam pondus C, erit quadruplo ma
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ius pondere, ſeu vi in D, quæ ip ſum C, ope vectis ſuſtinet. </
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ferre debes ad ſecundam figuram.</
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QVÆSTIO QVARTA
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De Remo.
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245</
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">EI, qui ſuperiora intellexerit ſatis clara videtur. </
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">Illud tamen non
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omittendum, ſcilicet dicendum potius Remum eſſe vectem ſecundi
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generis, quàm primi, quod fortè Ariſt. non animaduertit, nec Pic
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colomineus, nam mare eſt hypomoclion, reſpectu enim nauis non
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mouetur, ſed manet, ſcalmus autem ſimul cum tota naui eſt pondus motum;
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verè enim nauis ipſa mouetur. </
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ſunt clara.</
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QVÆSTIO QVINTA
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De Temone Nauis.
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246</
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">Qvemadmodum in præcedenti quæſtione Ariſt. vectem ſecundi ge
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neris ad ſolutionem non adhibuit, vt par erat, & propterea obſcu
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rior euaſit, ita etiam in præſenti, quęſtionem ad vectem primi ge
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neris reducit, quæ ad alterum reducendà erat:
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hinc obſcuri
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tas, atque prolixitas ſolutionis manauit. </
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">Eſt enim propriè Temo, ſiue gu
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bernaculum nauis, vectis ſecundi generis, vt mox explicabo, eſt enim temo
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inſtrumentum in extrema nanis par
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te, ſeu puppi affixum, vt in figura pre
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ſenti vides tabellam, in qua B C D,
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cuius manubrium A B, intra nauim
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recipitur, quæ tabella, ſeu temo in
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duobus cardinibus, vbi C, & D, cir
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cumuertitur à Nauis gubernatore,
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manubrium vbi A, tractante; ex qua
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conuerſione nauigium, quò vult ipſe
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gubernator facilè dirigit, ipſumque
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nauigium huc illuc quamuis adeò magnum ipſe ſolus impellit, & agitat. </
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<
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enim temo vectis, cuius auxilio vires mirum in modum augentur, nam to
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ta A B, eſt ipſa Vectis longitudo, cuius hypomoclion eſt mare, cui </
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