Fabri, Honoré
,
Tractatus physicus de motu locali
,
1646
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LIBER SEPTIMVS,
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DE MOTV CIRCVLARI.
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<
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">CVM in natura minimè deſideretur motus cir
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cularis, eius affectiones breuiter in hoc libro
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demonſtrantur.
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DEFINITIO 1.
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MOtus circularis eſt, cuius linea æqualiter in omnibus ſuis punctis à com
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muni centro distat.
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v. g. ſi punctum in periphæria circuli moue
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retur. </
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Definitio
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2.
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Radius motus eſt linea recta ducta ab illo communi centro ad periphæ
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riam.
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Definitio
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3.
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Arcus eſt pars periphæria maior, vel minor.
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Definitio
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4.
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Tangens eſt linea, quæ tangit periphæriam in vnico puncto, quam tamen
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non ſecat
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; hæc omnia clara ſunt, immò vulgaria. </
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Hypotheſis
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1.
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Si dum rota vertitur imponatur eius ſumma ſuperficiei aliquod mobile,
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proijcitur à rota, ſeu potiùs amouetur
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; res clara eſt in molari lapide, in
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funda, &c. </
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Axioma
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1.
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Illa mouentur æqualiter, quæ temporibus æqualibus aqualia ſpatia percur
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runt; inæqualiter verò qua inæqualia; qua maiora, celeriùs; tardiùs, qua
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minora.
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Axioma
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2.
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Qua ſimul incipiunt moueri, & deſinunt, aquali tempore mouentur.
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