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# Title: [Physica, Id Est, Scientia Rerum Corporearum, In Decem Tractatus Distributa] Physica, Id Est, Scientia Rervm Corporearvm, In Decem Tractatvs Distribvta (shelfmarks Leibn. Marg. 7:1-2; ZEN Leibn. Marg. 7:1-2)
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Y N OPSIS
277. Non creso velocitas oniformiter, licet continue dum sit reductio
oescat.
ibid.
278. In eadem proporiione decrescunt nisus in reductione pradicta, in qua
decrescit tensio, in ipsa reductione.
ibid.
279. Decresciirensio cxlindri censi in arcum circularem, in ipsa reductio
ne, in eadem proporiione, in qua decrescit curnitas.
280. Curuitas decrescit, in ea proportione, in qua circuli peripheria crescit.
ibidem.
2B1. Determinari potest velocitas acgnisica, peracta scilicet reductione; ab
extremo puncto arcus curnari, inxta praedictam hypothesim. ibid.
282. Omria puncta praedicti arcus tensi aeque cito reduenur.
ibid.
283. Singula puncta praedicti arous redueunt se se mou inaequali, id est, in
aqualis velocitaris.
28
284. FXx his haberi potest tota velocitas, seu vis nisus acqnisita ab aron per
reductionem inteeram, in hac scilicet hyporhesi arcus circularis ibid.
285. Si duaelinea simnl inneantur, es incurnentur in arcum circuli, orit
dupla vis nisus: si tres, tripla, 5c.
ibido
286. Flins vires cylindrorum, aque rensorum, einsdem loncirudinis, sed di
versa crassiudinis, sunt et bases.
18F
287. Tlinc vires nisus, acgnisica per reductionem, in eadem proportione,
vel progressione, acquiruntur; in linea, es exlindro.
ibid.
288. Si rectanculum trianculum cuius basis immobilicer affixa est, conda-
tur, e reducatur, determinari potest proporiio virium nisus;
quas acqnirit per reductionem.
ibida
289. Si linea, vel cylindrus tensus in arcum circularem, sit diverse lonei-
eudinis, sed eiusdem crassiudinis, es tensionis, cum alio, potest
determinari proportio virium nisus.
18
290. Si cylindri consi sint einsdem matoria, tensionis, loncimdinis. sed
diversa crassitudinis, determinari potest proporrio virium acqui-
sicarum
29l. S. ad tensionem exlindrorum, ejusdem materia lonciendinis, e crassitu-
dinis, diver sa pondera appendantur, tensiones sunt ut pondera. ibid
292. St eylindri sine ejusdem materia longiudinis, e crassindinis, sed di-
versa tensionis, vires nisus, initio reductionis, sunt et ipsae ren-
siones.
293. n  otont hsbihest censiones sunt et incurnationes.
294. F adem est proporiio curnitatum, e circulorum permutando.
184
ibid.
ibido
295. Ex his reliqua decerminari possunt quae ad hanc hypothesim spectant
ibia
296. St o onso antse tensionis, e loncitudinis. determinare
295. Sts anersbrufis, es longitudinis eadem proporiio determi-
ibido
250. er sint auter sa tensiotos crassildiris, eadem proporrio determinaro
otest.
ibid.
potest proporio ditum.
ete bto
d 2