Gassendi, Pierre
,
De proportione qua gravia decidentia accelerantur
,
1646
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id pleniùs, de quo dubitas, vbi legeris earum proba
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tiones. </
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<
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me coniectando, non vlla ratione
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demonſtrando tarditatem motus ſpatij longitudine compenſari
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dixiſſe:
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adiicere debes, nihil fuiſſe neceſſe præter ipſam,
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non coniect
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, ſed
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proponere: cùm te con
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tendente
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globum per plana æque-alta, ſed inæqualiter in
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clinata pareis velocitatis gradus in fine decenſus non acquirere;
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ac non demonſtrante, ſed dumtaxat notum dicente,
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tantò minoribus momentis deſcendere globum per planum,
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quantò minus accliue fuerit:
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excepi,
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non videre me, quomodo
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id concluderes, quatenùs non aſſumeres planum, quantò mi
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nùs accliue eſt, tantò eſſe quoque prolixius. </
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quidem eſſe acquiri minores velocitatis gradus in minùs de
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cliui, quod ſit decliutori æquale: at ſi, vt minus decliue, ita
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etiam prolixius ſit, notum quoque eſſe velocitatem in fine illius
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quæſitam eſſe poſſe æqualem velocitati in fine decliuioris ac
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quiſitæ, prolixitate nempe deſcenſus paruitatem incremento
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rum velocitatis compenſante Proſequeris.
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Multa etiam totis numeris xv. </
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<
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experimentum
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G
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alilei de
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P
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endulorum vibratione, & ad
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æqualem altitudinem aſcenſu defenda
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, ſed fateris tamen, quod
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contendo, pendula eiuſmodi neque ad eandem, vnde ipſa demiſ
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ſa ſunt, altitudinem aſcendere, neque ad æqualem ſemper, ſi
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ex punctis ad lineam horizontalem diuerſimodè comparatis,
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ſuspendantur; huiuſque etiam rei, ac diuerſitatis cauſſas, at
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que impedimenta inquiris, quæ ſi abeſſent, tum eadem pendu
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la ad æqualem perpetuò altitudinem præcisè conſcenſura
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diuinas, non autem demonſtras.
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<
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nih lrefragetur, veriſimili ratione, diuinem. </
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