Schott, Gaspar
,
Mechanica hydraulico-pneumatica. Pars I. Mechanicae Hydraulico-pnevmaticae Theoriam continet.
,
1657
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EF dependeat ſolùm à tubilongitudine, & lumine E, poſito
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æquali ſemper medio ſeu aëre; at in horizontalibus longitudo
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dependet etiam à figura ſalientis, de qua Merſennus, & Tor
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ricellus. </
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Salientium
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verticali
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um altitu
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do quæ.
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Propoſitio V. Phænomenon V.
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Saliens verticalis nunquam adæquat altitu
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dinem originis.
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Saliens ver
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ticalis nun
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quam adæ
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quat altitu
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dinem ori
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ginis.
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<
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>NUnquam enim ſaliens EF æquare poteſt altitudinem tubi
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BA. </
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>Et eadem eſt ratio de alijs omnibus ſalientibus, qua
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rum altitudo nunquam æquare poteſt altitudinem originis, ſive
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origo ſtatim tubo includatur, ſive non. </
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>Et ratio eſt, quia gra
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vitas humidi, & reſiſtentia aëris impediunt prædictam adæqua
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tionem. </
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Propoſitio VI. Phænomenon VI.
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Saliens verticalis tubi quadrupedalis proximè
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æquat 5/6 tubi ſui.
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Saliens ver
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ticalis tubi
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quadrupe
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dalis.
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<
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>OBſervavit id Merſennus, aſſeritque in ſuis Phænomenis Pro
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poſit. XVII. ubi ait, hanc ſalientem poſſe eſſe reliquarum
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modulum, ſeu menſuram. </
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>Vide quæ diximus Propoſitione II.
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Annot. 2. ubi idem quod hîc aſſeruimus. </
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Propoſitio VII. Phænomenon VII.
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Salientes verticales eò ſunt longiores, quò tubi ſunt
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longiores; ſed non eâdem proportione illæ ac hi
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creſcunt.
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Salientium
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longitudo
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quȧ propor
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tione cre
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ſcat.
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<
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>Vnde licet tuborum non adeo longorum ſalientes verticales
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ſint proximè 5/6, aut 2/3 ſuorum tuborum; tamen in tubis
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longis ſalientes verticales vix excedunt 1/4 tubi. </
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<
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>Et hoc prove
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nit tum ob aëris reſiſtentiam, tum ob aquæ gravitatem. </
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<
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>Ita
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Merſennus in Phænomenis Propoſit. XVII. </
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