Borelli, Giovanni Alfonso
,
De motionibus naturalibus a gravitate pendentibus
,
1670
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vaginam extrahi, & immitti poteſt; vnde patet, quod
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in tali motu ſpatia inania non admittuntur. </
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Cap. 12. dę
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vacui neceſ
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ſitate.</
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<
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id
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">Præterea ſphæræ, coni, conoides, & cæteræ re
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gulares figuræ curuæ motu vertiginis circa proprium
<
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<
expan
abbr
="
axẽ
">axem</
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rotari poſſunt, abſque perturbatione figuræ am
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bientis corporis, & proinde
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abſq;
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vacui admixtione. </
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<
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id
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">At figuræ polihedræ non priſmaticæ directè mo
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ueri non poſſunt abſque perturbatione figuræ, ſitua
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tionis, & diſpoſitionis ambientium
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corporũ
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; & prop
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terea neceſsè eſt vt non permaneat illa conſtipatą
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vnio ſolidorum angulorum, quæ neceſſaria eſt ad ſpa
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tium omninò replendum. </
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<
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id
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">Priſmata, cylindri, ſphæræ, coni, & nonnullæ aliæ
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transferri tranſuersè motu directo, & inclinato ad a
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xim non poſſunt, niſi figura, quam anguli ſolidi cor
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porum ambientium repletam, & conſtipatam conſti
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tuebant omninò perturbetur, admiſceaturque noņ
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nihil vacui. </
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<
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id
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">| Præterea figuræ polihedræ circa aliquam lineam
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/>
tamquam axim circumduci
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expan
abbr
="
nequeũt
">nequeunt</
expan
>
, niſi perturbetur
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diſpoſitio conſtipata corporum ambientium, vt iņ
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non poteſt vnum laterculum rotari niſi am
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bientes laterculi ſitum, & ordinem conſtipatum mu
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tando ſpatia inania admittant. </
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mittuntur, cùm hæc tantummodò in caſu noſtro ſuf
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ficiant. </
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<
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ri debent videndum reſtat an poſſint, &
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abbr
="
quomodotã-ta
">quomodotan
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/>
ta</
expan
>
celeritate prædicta inania ſpatia repleri, vt
<
expan
abbr
="
nũquã
">nunquam</
expan
>
<
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vacuum admittant. </
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