Monantheuil, Henri de
,
Aristotelis Mechanica
,
1599
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eſſe maior ipſa B E: ſic
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etiam C ſcalmus erit in O,
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æquediſtanter cum C ab
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aqua. </
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artificioſa & proſpera na
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uigatione. </
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ſentiamus aliorum eſto iu
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dicium: ſed in hoc conueni
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mus cum Nonio quod remi
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motus in vna remigatione
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duplex eſt: proprius, & alie
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nus: & ille quidem circularis circa ſcalmum tanquam centrum,
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cuius motus ſcalmus expers eſt: hic vero contingit & ob motum
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ſcalmi delati vna cum nauigio. </
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">Et quod totus motus remi ex his duo
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bus maior eſt motu nauigij. </
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">Sed & cætera quæ in hoc problema
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animaduertit & annotauit Nonius. </
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Primum dicit Ariſtotelis ratiocinationem obſcuram eſſe.
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Deinde Ariſtotelem aſſumere duo quorum alterum eſt.
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Palmulam retrocedere quoties nauis in anteriora progreditur.
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Alterum eſt ſcalmum biſſecare remum.
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Inſuper Nonius aſſerit nauim interdum maius ſpatium percurrere:
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quam caput remi: interdum minus, iuxta
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remigum vires, & provt mari remi pal
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mula immerſa fuerit: Quæ omnia vt con
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ſpicua fiant, demonſtrat quinque
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propoſitiones.
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Remigibus nauim mouere potentibus
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caput remi plus antrorſum mouetur:
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nauis. </
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mus B, qui propter nauis motum percur
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rat ſpatium, quod eſt à B in D, in quo
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loco remus A C ſitum rectitudinis ha
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beat E F: & ſic ſpatium quod A con
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ficit curua ſit linea A E, cui recta linea
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A E reſpondeat in rectam E F perpen
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