Fabri, Honoré
,
Tractatus physicus de motu locali
,
1646
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Corollarium
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7.
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<
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">Septimò reiicies etiam aliquos recentiores, qui volunt fieri hanc pro
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greſſionem ſpatiorum æqualibus temporibus reſpondentium ſecundùm
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progreſſionem Geometricam, duplam, ſcilicet iuxta hos numeros 1. 2. 4.
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8. 16. 32. &c. </
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<
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">quod etiam ex eadem ratione facilè confutatur: </
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etiam alium recentiorem, qui vult hanc progreſſionem ſumi ex linea
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proportionaliter ſectâ, id eſt in mediam & extremam rationem; </
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<
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his omnibus in diſſertatione ſequenti fusè diſputamus; quippe rem hanc
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tanti eſſe putamus, vt nihil omittendum ſit, quod ad eius pleniſſimam
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confirmationem pertineat.
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DISSERTATIO
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De Motu naturaliter accelerato.
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<
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<
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">Prima eſt
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Galilei, & ferè omnium recentiorum, qui poſt Galileum de motu
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ſcripſerunt; </
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<
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Doctus Merſennus, & eruditus Gaſſendus primum locum obtinent; </
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quorum ille hanc ſententiam multis in locis, ſcilicet in ſuis quæſtioni
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bus Phyſicis, in ſua Galilei verſione, in harmonia vniuerſali, & demum
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in ſua Baliſtica paſſim, tùm fusè proponit, & explicat, tùm etiam ſuis ra
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tionibus confirmat; Galileus verò illam habet tùm in gemino ſyſtema
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te, tùm in dialogo tertio de motu locali. </
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<
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">Secunda ſententia noſtra eſt, de qua non ſemel diſputandum fuit à
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Magiſtro, tùm verbis tùm etiam litteris ſcriptis; & ne quid fortè diſſimu
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lem, illa eſt ſententia quam anonimo Philoſophe (quem non ſine laude
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appellat idem Merſennus) tribuit. </
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<
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eſt inquam ſententia, quam hactenus meo iudicio ſatis luculenter de
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monſtrauimus. </
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<
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eſt quæ progreſſionem ſpatiorum
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eſſe vult cum eâ, quæ eſt ſi
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nuum verſorum, centro quadrantis poſito in centro terræ, & altero ex
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tremo ſinus totius in eo punctò, in quo incipit motus. </
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rumdam, qui volunt progreſſionem ſpatiorum, quæ ſingulis temporibus
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reſpondent, eſſe in progreſſione geometrica dupla iuxta hos numeros,
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1.2.4.8.32. Tertia eſt alicuius, qui voluit eſſe iuxta proportionem lineæ
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ſectæ in mediam, & extremam rationem. </
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">Tres vltimæ ſententiæ nullo prorſus nituntur fundamento; igitur vel
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inde maximè confutantur, quòd gratis ſine vllo prorſus vel rationis vel
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experimenti momento excogitatæ ſint. </
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<
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tantùm primæ diſcutiendæ ſunt Sententiæ Galilei ſchema hic habes
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in linea AF, in qua aſſumitur AB, ſpatium ſcilicet, quod dato tempore </
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