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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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LIB. II. DE COMPRESSO ET PENSO.
AE, ita debet imminui chorda, re sus modo grauirar; igitur si in li
sic eadem proportio, ponderis ap-
Pensi, ad pondus chorda imminu-
ca, e ris censionis imprella pun
eto. A, à proprio pondere chorda
AC, ad vim imprellam, eidem pun-
eto A, ab aequali pondere appento;
I verO angeatur pondus, retenta
eadem chorda AF, ita debet augc-
ri pondus, ve sic eadem proportio
ponderis aucti, ad pondus chorda
AE, X vis censionis impresa pun-
eto A, a proprio pondere chorda
AE, ad rim imprellam eidem pun-
Ato, ab illo aequali pondere, ante-
quam augeatur: Hlinc in cadem
proporrione debet augeri pondus,
inanente eadem chorda, ec imii-
nui chorda, manenre eodem pon-
dere; vel sinon Catis iminuatur
chorda, quancum scilicet Fractio
delideraret, deber peri ab augmen-
co ponderis; aur linon Pacis augea-
cur pondus, ab imminutione chor-
dae; ita re quod ponderis augmen-
2o deest, imminutio chordae; quod
vero imminurioni chordae, ponde-
ris augmeneum suppleat: vides
quam recte haec, cum incer le, cum
cum omnibus experimentis con-
Senriant.
PROD. CZCVY
Idem prorsus dicendum esset, de
siquore homogeneo dilatabili, qui in
subo erecto, proprii ponderis vi di-
lataretur, e tenderetur, quod de
chorda supra dictum est: Seio qui-
dem inueniri non posse liguorem
hromogeneum dilatabilem; vnde
hoc tancum dico ex hyporhesi, in
quo non est difticultas; quod au
rem idem de eo quod de chordis
pendentibus dicendum Lic, dubiuur
ee non porelt; nam codetm prot-
GNOre HOIOSEHCO EeNTO InETA EI-
bum, allumantur diverlae alcicudi-
nes, censiones illarum paerium PunE
realticudines, cum per PFOP. 177
cum per 182. s vero ab inferiori
bali allumantur diverla leomenta
alcicudinis, censiones legmentorum
Cune ve quadraca alcicudinum, per
PFOP. 185. RC.
Si veco illa materia (Ix hCECNO
venca, idest pars dilatabilis pars
non dilacabilis, illa maceria Cubris
lis, quae in Cuperiori Actula regio
ne dilacatur, aequalirer dilatatur;
nam perinde se habet, atque ( eNet
pondus appentum, cuius vices
porrio granior materiae agic, ve
constat; Led si pondus appendatur
corpori sine homogeneo, sine he-
cerogeneo dilacabili aequalis vis
centionis omnibus partibus distri.
buieur, per prop. 173. Elinc non
cancum requiritur vis pondetis, ad
dilacandam illam Cubtilem mace
riam, verum etiam ad exprimen-
dam; sic exprimieur huIOr ex po-
ino, opera pressionis, e Cubicilis
halicus, ex aurei mali cortice; con-
Tule li vis dialog05.
COROZL
Tlinc videmus, ingentia pon-
dera perexiouis Funiculis appendi
Licet hi InIIC FCaNGANEUE; quia
maxima debet esse proportio pon-
deris aucti, ad hanc Fractionem,
VE ConstaL Cx PrOP. 195.
Tlinc etiam maxime hallucinans
tur, qui pucane, vim imprellam
Cummo puncto chorda, a proprio
pondere, esse tancum lubduplam
illius, quae imprimitur ab axpenlo
pondere, aequali pondere chorda;
quanto enim maior sic, constât ex
dictibo