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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)
# Folio 113, page id 779782283:0199
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8
L1B. II. DE COMPRESSO EY TENSO.
vocest ese lamina metallica; v. 8. in debira exrensione, ibirur se le
arca, cuius cerre maior vis est, resticuie, per porentiam mocricem
quam membranx, in qua eriam ediam, re Constat ex PFOP. 52.
considerari porest crasirudo, ten - 53. &cc. immo Ce le reducie moru
Eo, magnicudo, _ec.
SCH OL.
Oblcruabis, restare tancum re
agamus detensione arcus, vel alio-
rum corporum, quae ad arcum rc-
ducuntur, et de dilacatione Corpo-
ris liquidi, vel spirabilis intra v2S;
v. 8. de dilacatione humoris, vel
deris inera rubum, dec. quia FaIMEM
vis arcus lunaci, non tantum eAt
e centione, led eriam à compres-
sione, in finem huius libri, Et2-
ctarionem de arcu remitrimus.
P ROP. CLZZ.
Si materia homogenea spirabilisi
intra cubum, educto scilicet embolo.
dilatetur, vires dilacarionis, sunt vt
excessus dilacationum: Sic v. 5. Tubus
CA, cuius portionem BA, OcCU-
pec aura, sirque embolus DB, cuis
( Porentia morrix admoucatur, v. 9.
Pondus F, ita ve aura AB, dilate-
TUT in AF, excessus dilatationis
Crit BF; augeatur vero pondus ap-
penlum, ica ve peadicta aura dila-
ECTUT in AC, excelas dilacationIs
eric BC, vel BHI, Facta noui pon-
deris accessione; hoc posito, dico,
vires dilacarionis aura dilacarae in
AF, esse ad vires eimldem dilacatae
in AC, ve BF, ad BC; quod co-
dem modo probatur, quo probaca
est supra prop. 59. est enim eadem
PToresoque Latio, quam hIC nOM
repeto.
lLOF. LLRL
Llire aer dilatatus se se reaubi:
Racio paret ex dictis; quia non est
acceterato, per prop. 57. HinC Omr-
nia puncta aëris dilatari, qui se re-
ducic, mouentur inx quali moeur
Pet PFOP. 61. hinc mocus puncto.
rum inaequalicer distancium LunE vE
dictancia; ab excremitare immo-
bili, per corol. prov. 61. hinc ini-
eio reductionis mocus balium ejul-
dem aeris, plus, vel minus dilaca-
ei. Cune re vires rensionis, igitur
Ve excesus per PFOP. 62. hinc de-
mum reductiones illae, hunt aequa-
Li rempore, Pet PFOP. 63. haec brC-
uirer rantum indico, qua Cupra Fu-
bus perrractara CunE.
PROP, CFZ X TI.
Si diversa pondera appendantur
eidem portioni aeris AB, erunt vt
vires rensionis: V. 8. apPendat
pondus 10. librarum, cum aliud
20. librarum remoro priore; vires
censionis, quae relultant ex primo
Pondere. Cunc ad vires, quae sC-
Cultant ex Sccundo, ve 10. 2d 20.
quia eadem est proportio efectuu,
quae cautaruM, per aX. 4. VF Lupra
dictum est abunde: hinc praedicta
illa pondera Cune ve excellus cen-
sionum; quia hi Cune re rensionis
vires; li tamen line dux portiones
aeris dilacari, ciuldem alcicudinis,
d cracticudinis; tempora reductio-
num Cune in rarione subduplicata
centionum, vel ponderum, per
prop. 100. e 106. A Yerd appen-
dantur pondera maiori de minori
portioni aeris, ita re in veraque le-
quarur aequalis tensio; pondera
erum ve iplae portionum alcicudi-
nes; suppono enim candem elle
EuBd