Casati, Paolo
,
De igne dissertationes physicae
,
1686
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Diſſertatio Tertia.
"/>
quemadmodum cùm liquor per tenuem fiſtulam exiens ab am-
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pliſſimo vaſe ſe ſiſtit in æquilibrio in eadem ſuperficie horizon-
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tali: </
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<
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xml:space
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">ibi ſcilicet non omnis liquor vaſe contentus facit æquili-
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brium cum liquore fiſtulæ erectæ; </
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<
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xml:space
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">nam maxima illius pars vrget
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vaſis fundum, non aquam exeuntem. </
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<
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xml:space
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preserve
">At hìc vniuerſus Mercu-
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rius vaſis vrgetur ab aëre. </
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<
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xml:space
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">Niſi fortè fingas circa fiſtulæ oſculum
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eſſe circulare cingulum, cuius area æqualis baſi cylindri Mercu-
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rialis ſit baſis cylindri aërij æquiponderantis. </
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<
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xml:space
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">Hæc verò ſomnijs
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ſimilia ſunt; </
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<
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xml:space
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">quid enim cingulo illi legem ſtatuit? </
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<
s
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xml:space
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">vt pro maio-
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re aut minore fiſtulæ baſi modò maiorem, modò minorem la-
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titudinem obtineat; </
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<
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xml:space
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">ſit autem circulare, ſi fiſtula quidem ad
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perpendiculum ſtatuatur; </
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<
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xml:space
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">ſit verò ellipticum, ſi fiſtula incli-
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nata obliquè ſecetur à ſuperſicie Mercurij in ſubiecto vaſe; </
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<
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xml:space
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">ſed
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tunc in illâ inclinatione cingulum illud æquabile non eſſet, quia
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qua parte ſubijceretur fiſtulæ inclinatæ, prohiberetur abipsâ fi-
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ſtulâ aër imminens, ne vrgeret ſubiectum Mercurium: </
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<
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xml:space
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">qua igi-
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tur lege cingulum huiuſmodi deſinitur, vbi circulare eſſe nequit?
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</
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<
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xml:space
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">Porrò ex vniuerſo aërio cylindro, qui Mercurio vaſis imminet,
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ſi baſis ſiſtulæ maior ſit, maior aëris cylindrus premit; </
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>
<
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xml:space
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">ſi ſiſtula
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exilior fuerit, minor eſt aërius cylindrus premens fubiectum
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Mercurium, vt æqualitas virium confligentium fiat; </
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<
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xml:id
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xml:space
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">libenter
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igitur audirem, quænam Phyſica cauſa cohibeat maioris cylin-
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dri aërij conatum, ne premat Mercurium vaſis, quando exilis
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/>
eſt fiſtula, permittat verò preſſum, vbi ampliore in fiſtulâ ſuſ-
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pendendus eſt Mercurius. </
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<
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xml:space
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">Adde quod Mercurius è fiſtulâ valde
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notabiliter longiore digitis 30, aut adnexum in capite globum
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habente, exiens attollit vniuerſam ſuperficiem Mercurij in va-
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ſe, igitur ſurſum repellit vniuerſum cylindrum aërium: </
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">igitur & </
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hic viciſſim vniuerſus vniuerſam ſuperficiem premens impedit,
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ne totus ex fiſtulâ Mercurius deſcendat: </
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">Non igitur repugnat
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Mercurio fiſtulæ vnicus cylindrulus aërius æqualem habens baſim.</
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">Præterea, Si in fiſtulâ non longiore digitis 30. </
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<
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">nihil deſcendit
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Mercurij, quia cylindrus aërius premens Mercurium vaſis vel
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æquè grauis eſt, vel grauior; </
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<
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xml:space
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">igitur admiſſâ intrà eandem fiſtu-
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lam particulâ aëris vna cum Mercurio, nihil Mercurij deſcendet;
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</
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<
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">quia ſcilicet cylindrus digit. </
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">29 aut 28 compoſitus ex Mercurio
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& </
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<
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">aëre, leuior eſt cylindro Mercuriali eiuſdem altitudinis: </
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<
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">at
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cylindrus aërius reſiſtit cylindro Mercuriali grauiori, </
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