Schott, Gaspar
,
Mechanica hydraulico-pneumatica. Pars I. Mechanicae Hydraulico-pnevmaticae Theoriam continet.
,
1657
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titudo ſit quadrupedalis; adeo ut ſi totus Oceanus, ut ſuprà innuimus in
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Corollario I. Propoſit.
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2.
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eſſet incluſus vaſi quatuor pedum æltitudinis &
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luminis linearis, non effunderet niſi vnicam heminam ſeu libram Pari
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ſienſem ſpatio tredecim minutorum ſecundorum; Si tamen addas, inquit
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Merſennus, pro horis ſingulis vnam quadrageſimam quintam libræ
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partem, quâſolet aqua marina ſuperare aquam fontium ac fluviorum in
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pondere, & conſequenter vi premendi, & vehementiùs è foramine e
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rumpendi.
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Vas ampli
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us non effu
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dit plùs a
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quæ per fora
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men, quàm
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minù, am-</
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plum, ſi al
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titudo & fo
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ramè æqua
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lia ſunt.</
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Annotatio III.
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QVod dicit Merſennus de tubo quadrupedali, & de libra aquæ, in
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telligi debet ſolùm loquendo de pede & libra Pariſienſi, non ve
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rò aliarum Nationum, ſed unuſquiſque in ſua natione experientiam
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facere debet, ut ſciat quantum aquæ, quanto tempore, ex quantæ al
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titudinis, quantique foraminis tubo, ejiciatur. </
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>Cæterùm cùm diffe
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rentia pedum, atque librarum apud diverſas Nationes tanta ſit, quan
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ta ipſarum Nationum; cum〈qué〉 difficulter exacta menſura unius certi
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ac determinati pedis, v. g. Romani, aut Pariſienſis, ad alias Nationes
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tranſmitti libris impreſſis poſſit, quòd chartæ priùs madefactæ, ac dein
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de ſiccatæ, non reddant fideliter longitudinem linearum impreſſarum;
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nolo diutiùs huic rei inhærere, comparando pedem Pariſienſem cum
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pedibus aliarum Nationum. </
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>Faciat, qui volet, aut cujus intereſt,
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experientiam, ut videat quanto tempore tubus quatuor pedum regio
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nis ſuæ ejiciat per lumen lineare aquæ libram itidem regionis ſuæ. </
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exacta pedis Romani menſura, & de modo tranſmittendi illum ad
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alias nationes, diſſeram in Pantometro Kircheriano Lib.
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1.
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Technico
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Parte
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2.
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Cap.
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4. </
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Podis men
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ſura diver
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ſa apud di
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verſas na
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tiones.</
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Propoſitio VIII. Phænomenon VIII.
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Aquæ fluentes ex tubis tam ſemper, quàm non ſem
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per plenis æqualium foraminum, ſed inæqualium altitudinum,
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habent rationem ſubduplicatam altitudinum tuborum;
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dicti tubi duplicatam rationem
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aquarum, quas fundunt.
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<
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>RAtio ſeu proportio duplicata quæcunque, eſt ratio quæ
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cunque ſimplex ſemel repetita, ſeu bis continuè ſumpta: </
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