Phoronomia, Sive De Viribus Et Motibus Corporum Solidorum Et Fluidorum Libri Duo, fol. 141
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The machine reads it as
- DE VERTBOS ET MIOTFBOS CORPOROM. LIB. II. 14.L
- bunc aequalem ponderi liquoris homogenei, cujus rolumen sit paral-
- lelepipedum scu prisma rectum, cujus balis rec- lum CBb ac aleieu-
- do af, scilicet homologa ordinata scalae pressionum P.L_, _ cujus
- liguoris homogenei densitas AE A0 par medixe densitati liguoris he-
- terogenei rasis EO vel FC B, atque pondus liquoris homogenei lub
- dicto volumine (5. 33.) exponitur Facto ex volumine in densitatem
- liguoris, qua est Aa, seu media densicas liguoris heterogenei, hoc
- CMt per af. BC. Dd. A0, = A0. BC. rec lum fA; e pressio omnium
- Cuperticiecularum CaB rel omnium CgB, quae in tota CNE. L. B, vel
- In COTa ONTPLB COnFInCNtuE, exponetUE per Factum ex AW. BC in
- omnia rec. la fA, quae areae P20 A inscribi poltunt, vel quia hXC
- rec la arex inscripta in hanc iplam aream delinunt, per Factum Cx
- AV. BC in aream P Z a A. Aequi hoc Factum (5. 33.) aequiralet pon-
- deri quam habet masta liquoris homogenei, cujus densitas cA AW e
- volumen est prisma ex bati R Za A ex altitudine BC. Ergo etiam
- prestio liquoris heterogenei in superticiem curram CNE. L B, vel in
- CNPLBQ aequiralet ponderi ejusdem liquoris homogenei malla.
- 267. ZOnx rero CcabB rel CcgbB, quorum communis altitudo
- Aa nunc ponatur finitx magnitudinis, pressionem Cubibunt expo-
- nendam pondere prismatis liguidi, cujus basis sit trapezium rel qua
- crilincum afaA, altitudo BC, et denlitas uniformis A0.
- C OR OL L A R L U M TTI.
- 268. Unde si planum EMDA rectangulo NCBL in medio MD
- occurrat ad ansulos rectos, in hoc plano reperietur media directio
- prestionum, quas singula puncta superticierum NAL ex NOL Fub.
- cunt à liguore heteroseneo, cum in dicto plano FMDA media SIF
- directio prectionum, quas sinsula puncta rectansuli NCBI ab co-
- dem in vale liquore heterogeneo sustinent, et prestiones hujus li-
- quoris in superticies curras NIAL _ NVL caedem sint cum DreS
- tione, quam sustinere debet rectangulum NC BL. Idcirco, sIPer Cen-
- trum graritatis arexe BZ a A planum rec- l0 NVB perpendiculare du-
- ctum intelligatur, cujus ec plani E MDA prolongati communis sc-
- ctio sIE ZR, HaC RZ (5. 54.) erit media directio graritationum li-
- quoris in superticiem Caram NAL. Et punctum R vOCarI nUNC
- Potest Centrum pressionum vel cravitationum liquoris heterogenet.
Cite
Phoronomia, Sive De Viribus Et Motibus Corporum Solidorum Et Fluidorum Libri Duo, fol. 141. Machine transcription, not an edition: Leibniz Legible (model FoNDUE-GD_v2_ft_Leibniz, run 74). https://leibnizlegible.com/page/1066518432:0169?run=74