Marci of Kronland, Johannes Marcus
,
De proportione motus figurarum recti linearum et circuli quadratura ex motu
,
1648
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levior, ſeu baſis, ſeu qui ſuperiori loco ſitum habet. </
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<
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>At ſi
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magnus ſit exceſſus; ut cùm ligneo metallicum adiungimus,
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gravior in omni ſitu motum ſequitur maioris. </
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<
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>Quòd ſi duo
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orbiculi ſimul iuncti
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inter ſe æquales deficiant à gravitate
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maioris: minùs quidem movetur baſis, magis autem reflectit
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alter orbiculus. E contra ſi gravitas excedit: hic quidem mi
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nùs reflectit, ille verò motum magis producit. </
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<
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>Cuius ratio
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eſt, quòd horum impulſus maiorem rationem habet ad orbi
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culum minùs gravem: igitur cùm à minori plagâ eadem ve
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locitas motûs ſequatur; erit maior impulſus reliquus ad mo
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tum continuandum. </
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<
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>Et quia velociùs à plagâ ſe abducit, erit
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minor reflexio motûs-Cùm verò impulſus minorem habet
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rationem; non niſi à maiori plagâ ad motum æquè velocem
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cietur maior, & non niſi tardè à plagâ ſe abducit: magis proin
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de reflectit motus, minùs autem à reliquo impulſu movetur
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baſis. </
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THEOREMA III.
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Si duos orbiculos ſimul iunctos percutiat maior; adminus inter
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vailum movetur baſis.
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<
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>Nam ſi duo orbiculi ſint æquales; quia ab eadem plagâ
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idem eſt impulſus, conſtat per Theor: 1. ad minus intervallum
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moveri baſim. </
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<
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>Simili modo cùm orbiculi ſunt inæqvales, &
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maiorem gravitatem habet baſis; ab æquali impulſu minùs
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moveri baſim. </
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<
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>At cùm pro baſi eſt orbiculus minùs ponde
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roſus; oportebat quidem hunc ab æquali impulſu velociùs,
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& ad maius intervallum moveri. </
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<
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>Sed quia detinetur ab aliâ
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gravitate; quò magis premitur, eò motum habet magis im
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peditum. </
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<
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>Deinde dicolicet ſimul fiat, eſſe tamen inæqua. </
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