Schott, Gaspar
,
Mechanica hydraulico-pneumatica. Pars I. Mechanicae Hydraulico-pnevmaticae Theoriam continet.
,
1657
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randi vim, cùm non obſtante illa diviſione revera crus DK lon
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gius ſit, quàm crus AK. </
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>Reſpondeo, quamvis DK longius ſit
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quàm crus AK, eius tamen activitati ſeu preſſioni deorſum non
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ſolùm reſiſtit crus AK, ſed etiam crus DB; illud, nè aqua KA
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pellatur ſurſum; hoc, nèaqua AD trahatur ſurſum: vnde per
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pendiculum DK habet duplicem reſiſtentiam, ſcilicet DB, & AK;
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quæ duæ reſiſtentiæ æquant eius activitatem, & conſequenter
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impediunt motum aquæ DK, eiusque fluxum, ſive per os A, ſi
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ve per os B. </
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<
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>Diviſio autem intellectualis cruris DK in puncto
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C fit ſolùm ad oſten dendum quomodo duplex prædicta
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reſiſtẽ-tia
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tia</
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æquivaleat activitati totius cruris DK. </
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Tertia proprietas.
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>SI crus DI truncetur in F, vt os F ſit inferius quàm os A;
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idem qui ſuprà putat non effluere aquam ex F, ſed ex A, du
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rareque ut antea fluxum, donec ſuperficies F pervenerit vſque
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ad C. </
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<
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>Rationem eandem dat cum illa, quam adſignavit paulò
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antè. </
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<
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>Eâdem tamen experientiä conſtat, aquam in hoc caſu ef
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fluere ex F, donec aqua cruris AK deſcenderit in H ad pa
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rem cum F altitudinem. </
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<
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>Ratio eſt, quia humidum in F ma
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gis premitur, quàm in C, id eſt, quàm in A, ob longius per
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pendiculum DF, quàm DC; quare humidum in F deſcen
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det,
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trahetq́ue
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humidum reliquum, nè detur vacuum. </
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<
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>Nec re
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fert, quòd dividatur intellectu crus DK in puncto C, & compa
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retur crus DF cum parte DC ſolùm, ac ſi & Natura ibidem
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diviſiſſet crus DK; hoc enim ſolùm fit ob rationem paulò antè
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allatam. </
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Quarta Proprietas.
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<
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>SI crus DI truncetur in E, vt os E habeat eandem altitudinem
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cum puncto K; ille idem qui ſuprà exiſtimat nihil effluere,
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neq;
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ex E, neque ex A. </
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<
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>Ratio eius eſt, quia perpendicula DE, DK ſunt
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æqualia; ergo aqua apud E non plùs premitur quàm apud K, nec
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apud K plùs quàm apud E; ergo neque ex E, neque ex A
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effluere poteſt aqua, nè æqualis potentia dicatur ſuperaſſe æ
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qualem. </
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