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# Title: Leibniz-Handschriften zur Mathematik LH 35, 9, 2
# Folio 5r, page id 00068126:0009
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De vicentrifuga (irculantis
dsumamus
aus pro circulo Tolygonum regulare infinitangur
Tum cujus duo latera sibi proxima sint est, Ae.
SiL
centrum circuli, jungatur AC, eG angulum inter se facientes
rectum, ut in puncto B3, bisecante ipsam eg. Compleatur
rectangulum ABGD et producantur EA, GD dum sibi
ocourrant inc f. Erit G3 dupla ipsius AB vel GD. Complea-
tur et parallelogrum uni A XGH.
Fonamur jam mobile elemento temporis aliquo perour
rere latus Edt celeritate uniformi, motuque eodem continua
C
17
+o tentere in 8, ita ut si nitis impediret, aequali cum priore
temporis elemento percursurum sit rertam AZ; sed simul acceato
in A conatu ut AHmoveri versur Citidem uniformiter eodem
temporis elemento; tunc utique motu composito ex AF et AH
perveniet in G per purallelogrammi diagonalemitita, AGtra
ctando ut est, continuabitur motus in polegono sid est in circulo)
eodem plane modo, nam quia A G est aequalis ipsi Ex, patet
velocitatem circulationis non mutati, omniaq redire ut ante
Est Extautem  incomparabiliter major A, A  quam AH, ut constat
Pono licet motur ateractivus vel gravitatis vel alius, revera
non sit uniformis; nullus tamen enon orietur, si ex centinue
cresoente furiamus scularem per infinitesimales: nempe si tempore
diviso in elementa aequalia primo cujusois temporis elementuris
indivisibili
momento novum conatum, eumue semper aequalem, mobili ingumus
fingamus, et Turante hoc elemento temporit, velocitatem ean
dem durare.
omparemus jam conatum centrifugum cum conabue
gravitatis, a quo velocitas iculationis orta intelligi porsit
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