Borelli, Giovanni Alfonso
,
De motionibus naturalibus a gravitate pendentibus
,
1670
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CD ab AM, adhùc reliqua tota eius portio DB ne
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ctitur,
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abbr
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tãgitque
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<
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abbr
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portionẽ
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ſubiectam MB; poſtea per
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ſeuerante violentia diuelli
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tur ſecunda particula DE ab
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MN,
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abbr
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perſeuerãte
">perſeuerante</
expan
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contactu in
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tota longitudine EB, deinde
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tertia particula EF ſolummo
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dò ab NO ſegregatur, & ſic
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conſequentes reliquæ omnes
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particulæ vna poſt aliam: Et
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hìc
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abbr
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notãdũ
">notandum</
expan
>
eſt, quòd ſi in plano CB particulę CD, DE,
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EF; non eſſent quantæ, ſed lineæ tranſuerſales, aut
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puncta indiuiſibilia, quæ conſequentèr diuelleren
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lb
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tur in ſingulis inſtantibus
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expan
abbr
="
tẽporis
">temporis</
expan
>
, procùl dubio pla
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lb
/>
nities CB degeneraret transformaretur que in
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expan
abbr
="
curuã
">curuam</
expan
>
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ſuperficiem, quod profectò contingere
<
expan
abbr
="
nõ
">non</
expan
>
poſſet, niſi
<
lb
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ſolida lamina CB conſtaret ex lineis tranſuerſalibus,
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aut ex punctis actu inter ſe diuiſis contiguiſque, eò
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quòd diuerſimodè moueri, &
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expan
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trãſponi
">tranſponi</
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>
,
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debẽt
">debent</
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>
ad hoc
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vt perfectam
<
expan
abbr
="
curuitatẽ
">curuitatem</
expan
>
acquirere poſſint. </
s
>
<
s
id
="
s.002886
">At ſi lami
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na ex particulis quantis corporeis conſtaret,
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abbr
="
quarũ
">quarum</
expan
>
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lb
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quælibet omninò dura, & inflexibilis fuiſſet, licèt
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lb
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poſt inflexionem curuitatis apparentiam
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sẽſibus
">senſibus</
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re
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pręſentaret, tamen figuram quamdam polyhedram
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ex pluribus planis CD, DE, EF, &c:
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compoſitã
">compoſitam</
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effi
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lb
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ceret, & tunc licèt prædictæ planitieculæ ſucceſſiuo
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motu vna poſt aliam à ſubiecto plano diuellerentur,
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lb
/>
<
expan
abbr
="
tamẽ
">tamen</
expan
>
vnaquæque earum ob natiuam eius duritiem
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lb
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inflexibilem tota ſimùl, & in inſtanti ſepararetur à
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ſubiecto plano. </
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