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# Title: Phoronomia, Sive De Viribus Et Motibus Corporum Solidorum Et Fluidorum Libri Duo (shelfmark Leibn. Marg. 182)
# Folio 239, page id 1066518432:0267
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DE VERTBUS ET MLOTTBUS CORPOKUM. L. IB. II. 239
excipiet, factum ex quadrato relocitatis in rectam AD; ducta sci-
licet AC perpendiculari ipsis AMI, BN ec demissa Cx C SUpeF AB
perpendiculari CD. Nam (5. 424.) imprestio, quam subiret planum
AB a Auido perpendiculariter impingente, est ut V. AB, Per PrO.
Politionem rero praelentem cst. impressio perpendicularis Auidi in
plano AB ad impressionem ejusdem, sed oblique impingentis plano
AB, ut AB ad AD, seu V2. AB ad V: AD; CrgO VE. AD exponit
imprectionem Auidi obligue incidentis MIABB in planum AB cele.
ritate V, haecque impressio exleritur juxta directionem PF plano
perpendicularem ec per ejus centrum graritatis transcuntem, Per
5. 249. dc 5. 54.
S C H O L. TON I.
130. LX Bxsenti propositione facile deducitur ris clari seu ou
bernaculi, cujus openares, in quem volueris situm, conrerri postunt;
quod paucis est indicandum. Sint itaque AB naris, B pupPis CU- F18. 107.
jus cardini inseritur clarus BII conrertibilis circa B, cui per cen-
trum sraritatis Z normalis ducta sit XY. Ponamus jam navem pro-
sredi juxta BA ex B vertus A quacunque data velocieate, clarum-
que BII firmatum eNe, ut cum AB producta in T quemcunque
angulum acucum TIB P constituat. Progrediento igitur nari rectuS
E, aqua ABFIC, juxta directiones recta AB parallelas, ca ip la cC.
leritate in clarum BEI impinget, qua naris contrario sensu versus F
FCTEUE; dE quia (5. 422.) idem eReCFUS ReTUIEaE, LI aqua ABEIE da-
ea celeritate in clarum naris quiescentis impingat, quam si navi
progrediente clarus eadem illa celeritate aguae allidatur, et aquae
claro impinsentis impreslio eA B5, Polita unitate pro relocitate,
ductisque BK normali ipsi GFI, Xx RS normali BH, quae imprel-
sio exponenda per BS exeritur in elarum juxta directionem XY
per centrum graritatis clari BII ductam. Idcirco progrediente na-
ri juxta BA, aqua relistens cundem effectum praestabit, ac A claruis
impelleretur juxta X Y potentia quadam B5; atque adeo hinc liguet,
hac pocentia BS narim in sciplam convertum iri. Sed quia directio
X Y alteri LIO, juxta quam naris progreditur, non conspirans nec
directe contraria, nec etiam perpendicularis est, potentia BS quate-
nus directioni XY applicatur, non est absoluta pocentia, quae naris
conrertionem causetur; sed ductis BN perpendiculari BFL, equali-
que tacta ips B5, et NO Parallela BV, haec NO exponet rim ple-
MaTE