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# Title: Leibniz-Handschriften zur Mathematik LH 35, 10, 14
# Folio 4r, page id 00068167:0007
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H0. recte
Quam vim respectivam duo corpora inter se habitura essent, si
non crqre non firmiter cohaererent, eam in casu firmae cohaesionis convertent
fig. 1
e
in circulationem circa coe centrum gravitalis. Finge A in B
incurrere, si jam B non cohaereat is si C, Aale, quae inter
B et C futura sit respectiva vis seu a semeicem re
codenti ponatus Sed cum ob firmitatem nequeant a sei
iapilem recedere, necese est et vit respectira debita inter
ipsa servetur, eam perti in circulationem circa cenrum
gravitatis ena eadem semper vi a se invicem secedere co.
Ouavuntur. Ipsum autem centrum commuye eadem celeritato
recedet ab A, qua recessisset sine cohaesione. itaque nulla mulatio est, ms
quod pars. virium transfertur in C, ut eadem manoat vis respectiva inter
Ber C quae alaC, et intem A et BC quae alias. Hinc patet etiam vim
Cntrifugam non desynars vini absolutam, sed solum vim respectivam, adeoque
ei mubare, nec opus ejus determinatamau Hypothesin aeleritatis posse haberi
quod Nentonus minus observavit. Quantitas autem corporis B descinitur, si
si AE normalis ad tangentem superficier producatur et maxima corperis pare
cuius centrum cadit in EB prodactam erit ia quae centrile percutitur, rel. quam
vero nonnisi ob firmiratem. Sed hic illud npeandum fieri posse ut haec
(fig. 2.) recta EB sit obliqua ad CB jungentem certra gravitalis sit ED paral.
pta CB, et angulus EB rectus, circulatio tantum circa centrum.
commune ipsorum (et B tantum inprimitur conatu DB, non vero
conatu ED; 9b0 perinde est ac si Incmrrens in ipsa recta CB mo
veretur, et direllere conauetur B et C, adeoque ib ectum firmitatem
hiac toli impetam conatu ED imprimeret
poterit etiam hac methodo determinari quid fiat si plura
(mul incurrant in idem eccentrice diverso modo, unde diverse finut
simul divisiores dividamus rem in tot partes, quil ipus est ul quaevis
sio sucledat. _ ut si fig. R unus incursus dividat totur AC
in partes A B, BC, alter
in partes AD, DC habemus divisio
nem in tres partes AB, BD, DC, ubi Bd habet
dnos impuisus communes
lg. 2