Schott, Gaspar
,
Mechanica hydraulico-pneumatica. Pars I. Mechanicae Hydraulico-pnevmaticae Theoriam continet.
,
1657
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§. III.
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Experimenta quibus vacuum nullum eſſe
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probatur
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>HIs tamen non obſtantibus, communior & ſanior Philoſo</
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phorum Veterum ac Recentiorum ſenſus eſt, nullum in re
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rum natura vacuum eſſe, neque coacervatum in vnum, neque
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diſſeminatum inter partes corporum diſciſſas; & neque ſpontè
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ortum, neque productum violenter; adeoque corporum tra
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ctionem, quæ in allatis Experimentis elucet, non fieri ad replen
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dum vacuum, quod nullibi ſt, neque eſſe poteſt; ſed ad impe
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diendam, quam Natura tantopere abhorret, inanitatem. </
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<
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dent hæc tum experientia Philoſophiæ Magiſtra, tum rationes. </
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Experientias adducam paucas ex multis; rationes apud alios
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leges. </
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Argumen
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ta contra
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vacuum.
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>Primò, Latera follium, ſi arctè conſtricta ſint, & inter ſe
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contigua, nulla vi diduci poſſunt, etiam Angelica, ſi obturetur
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orificium, per quod aër inter iectum inter diducenda latera ſpa
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tium occupaturus ſubeat. </
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>Cur hoc, niſi quia vacuum dari non
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poteſt? </
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>quod tamen dari deberet, ſi occluſo orificio aër, &
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quodcunque aliud corpus ſubiturum excluderetur, & tamen la
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tera diducerentur. </
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>Eâdem de cauſa duæ tabulæ planiſſimæ,
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& ſibi mutuò ſecundùm planitiem cohærentes, divelli non poſ
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ſunt, ſi ita tentetur divulſio, vt aër aut aliud corpus inter ſuper
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ficies ſubintrare tempeſtivè non poſſit. </
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Iuveni lacertorum ſuorum
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robur iactanti
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(inquit P. Nicolaus Zucchius in ſua de vacuo do
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ctiſſima Diatribe)
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propoſita-ſemel eſt lamina ærea per anſam in me
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dio extantem apprehenſam elevanda è tabula marmorea, cui optimè con
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gruebat: qui primò tanquam rem ludicram puero committendam con
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tempſit: tum inſtantibus amicis manum vtramque admovens, cùm lu
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ctatus diu hærentem non removiſſet, excuſavit impotentiam, obiectâ
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peregrini & potentiſſimi glutinis interpoſitione, quo fortiſſimè copulan
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te nequiret divelli; donec vidit ab alio per tabulam facillimè laminam
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deduci, & ad extrema productam, & actam in transverſum, inde de
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portari.
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<
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>Paſſim etiam experimur, dum duo corpora ſecundùm </
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