Borelli, Giovanni Alfonso
,
De motionibus naturalibus a gravitate pendentibus
,
1670
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luti forcipe
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abbr
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cõſtringatur
">conſtringatur</
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, nempè ſupernè à columnis
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aereis GA, lateralitèr à cylindris GH, & SD & infer
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nè à
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expan
abbr
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colũnis
">columnis</
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aereis reflexis RVB, & SXI. </
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<
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id
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s.001825
">Dico ab ae
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reo oceano minimè guttam̨
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id.010.01.352.1.jpg
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xlink:href
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121
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ABCD ſphæricè contornari.
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<
s
id
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s.001826
">Quia guttæ aqueæ partes AH
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lb
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CD omninò
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expan
abbr
="
carẽt
">carent</
expan
>
vi motiua
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lb
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qua ferantur versùs centrum
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lb
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eiuſdem guttæ, eo quòd pars
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lb
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eius ſuprema A trahitur
<
expan
abbr
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ſur-sũ
">ſur
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sum</
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à filo GA, inſima verò C
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tendit
<
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abbr
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deorsũ
">deorsum</
expan
>
vt grauis, ideò
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lb
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duę partes oppoſitæ A & C
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lb
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à ſe inuicem fugiunt, & proindè potius conantur
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lb
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à centro ‘guttæ’ recedere, quàm ad ipſum ferri, &
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cum eo vniri; partes verò collaterales H, & D ſiuę
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lb
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vim grauitatis exerceant, ſiue non,
<
expan
abbr
="
nunquã
">nunquam</
expan
>
tamen ho
<
lb
/>
rizontali motu versùs guttæ centrum naturali inſtin
<
lb
/>
ctu tendent, ergò ſi concipiatur
<
expan
abbr
="
centrũ
">centrum</
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>
guttæ ABCD
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lb
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ac ſi eſſet centrum ſy ſtematis
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expan
abbr
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elemẽtaris
">elementaris</
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>
partes gut
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lb
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tæ cenſeri poſſent non graues. </
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>
<
s
id
="
s.001827
">His poſitis intelliga
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lb
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tur ſuperaddita, vel eleuata eminentia, ſeu mammil
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lb
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la aquea H in laterali loco guttæ, tunc aereus ocea
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lb
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nus RS ne dum ſupernè ſuperficiem A, ſed etiam la
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/>
tera eius H, D, & infimas facieculas B, C æquali ener
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gia comprimet, tum ratione grauitatis, cum ratione
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virtutis elaſticæ eius. </
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<
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id
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s.001828
">Habemus igitur caſum ſimilem
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ei qui in
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abbr
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præcedẽti
">præcedenti</
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>
propoſitione ſupponebatur, ſcili
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lb
/>
cèt gutta ABCD cuius partes non nituntur vniri, nec </
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