Schott, Gaspar
,
Mechanica hydraulico-pneumatica. Pars I. Mechanicae Hydraulico-pnevmaticae Theoriam continet.
,
1657
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Poriſma II.
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<
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>SEquitur præterea, ſpatia quæ æqualibus temporibus evacu
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antur in dicto caſu, non eſſe æqualia, ſed ſecundum ſpatium
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correſpondens ſecundo tempori, eſſe minus primo; & tertium
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ſpatium correſpondens tertio tempori, minus ſecundo; & ſic de
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cæteris. </
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<
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>Vide ibidem. </
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Propoſitio VII. Phænomenon VII.
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Tubus altitudine quadrupedalis, cui pro baſis diametro
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pedis Pariſienſis vncia, aquâ ſemper plenus, effundit per lumen
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lineare in baſi ſitum aquæ libram ſpatio tredecim mi
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nutorum ſecundorum temporis.
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<
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>OBſervavit hoc Marinus Merſennus, ut aſſerit ipſe in Hydrau
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licis ſuis Phænomenis Propoſit. 1. </
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Annotatio I.
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VTitur autem Merſennus tam pede, quàm libra (heminam vocat ipſe)
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Pariſienſi. </
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>Et pedem quidem, uti in aliarum Nationum pedibus fie
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riſolet, dividit in duodecim æquales partes, quas uncias appellat; &
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quamlíbet vnciam ſubdividit in alias duodecim partes æquales, quas
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ipſe lineas, alij ſcrupulos vocant. </
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pellatur etiam pollex; ab aliquibus verò cum Merſenno digitus: rectiùs
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tamen digitus eſt decima ſexta pars pedis, vt conſtat ex Vitruvio, Iulio
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Frontino, Columella, & alijs apud Villalpandum tom.
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3.
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Apparatus
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Part.
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2.
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lib.
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3.
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cap.
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16.
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Pes dividi
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tur in vnci
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as
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12.
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& di
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gitos
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16.</
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Linea eſt
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duodecima
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pars vncia.</
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Minuti ſe
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cundi dura
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tio, quanta
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ſit.
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Minutum ſecundum eſt ſexageſima pars unius minuti primi, ſeu
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3600.
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pars vnius horæ, & proximè reſpondet lento arteriæ ſeu cordis
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pulſui, ut Merſennus aſſerit.
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Annotatio II.
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NOn eſt neceſſe, ut baſis tubi quadrupedalis, quo fit obſervatio, ſit </
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pedalis, aut uncialis, aut alterius determinatæ amplitudinis atque
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capacitatis, ſed ſufficit quantalibet latitudo tubi, dummodò foramen ſit
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lineare. </
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>Ratio eſt, quia; ut vidimus Propoſitione
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2.
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huius capitis, ea
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dem aquæ quantitas eodem, vel æquali tempore, fluit ex tubo ſemper
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pleno quantum vis arcto, vel lato, dummodò foramen ſit lineare, & al-
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