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" Thus it appears, that it requires a force to lift the piston exactly equal to the weight of a column of water, whose base is equal to the... "
Natural Philosophy: With an Explanation of Scientific Terms, and an Index - Página 10
1829
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The Civil Engineer and Architect's Journal, Volumen4

William Laxton - 1841 - 534 páginas
...friction, and of the elasticity of the uncondensed steam." To this should be added, for each forcing pump, the weight of a column of water whose base is equal to the sectional area of the plunger and altitude to the mean height of the bottom of the plunger above the...
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An Encyclopædia of Architecture: Historical, Theoretical, and Practical

Joseph Gwilt - 1842 - 1114 páginas
...water from the valve в to the surface of the water in the tube СЕ. То estimate this, we must täte the weight of a column of water whose base is equal to the area of a section of the piston, and whose height is equal to that of the surface of the water above...
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An Introduction to Natural Philosophy: Designed as a Text Book, for the Use ...

Denison Olmsted - 1844 - 610 páginas
...height is the difference between thirty-four feet and 34— A feet ; that is, the effective force is h feet. Thus it appears, that it requires a force to...weight of a column of water, whose base is equal to lie section of the piston, and whose height is that of the water in the suction pipe, above the level...
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An Introduction to Natural Philosophy: Designed as a Text Book, for the Use ...

Denison Olmsted - 1844 - 618 páginas
...height is the difference between thirty-four feet and 34—A feet; that is, the effective force is h feet. Thus it appears, that it requires a force to lift the piston exactly eqqal to the weight of a dolumn of water, whose base is equal to the section of the piston, and whose...
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Mechanics for the Millwright, Machinist, Engineer, Civil Engineer, Architect ...

Frederick Overman - 1851 - 452 páginas
...therefore as the square of its velocity. The impulse of water against a plane surface is an equivalent of the weight of a column of water whose base is equal to the transverse section of the stream, and twice the height belonging to its velocity. If the aperture is...
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An Elementary Course of Natural and Experimental Philosophy ...

Thomas Tate - 1856 - 540 páginas
...the same amount of pressure. Hence the pressure on the bottom of a vessel containing water is equal to the weight of a column of water whose base is equal to the bottom of the vessel, and its height equal to the depth of the bottom from the surface of the water...
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Elements of Natural Philosophy Designed for Academies and High Schools

Elias Loomis - 1858 - 374 páginas
...inserted. Let the vessel and the tube be filled with water. The pressure on the bottom, BC, will be equal to the weight of a column of water whose base is equal to the area of the bottom, BC, and whose height . is GK ; that is, it is equal to the weight of a quantity...
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Wells's Natural Philosophy: For the Use of Schools, Academies, and Private ...

David Ames Wells - 1857 - 492 páginas
...pressure upon the side. Hence the total pressure upon the side of a vessel containing water will be equal to the weight of a column of water whose base is equal to the area of that side, and whose height is equal to one half the depth of the liquid in the vessel, or,...
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Wells's Natural Philosophy

David Ames Wells - 1858 - 466 páginas
...pressuro upon the side. Hence the total pressure upon the side of a vessel containing water will be equal to the weight of a column of water whose base is equal to the area of that side, and whose height is equal to one half tho depth of tlio liquid in the vessel, or,...
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An Introduction to Natural Philosophy: Designed as a Text Book, for the Use ...

Denison Olmsted - 1859 - 620 páginas
...whose height is the difference between thirty-four feet and 34— A feet ; that is, the effective force is A feet. Thus it appears, that it requires a force...piston, and whose height is that of the water in the suction pipe, above the level of the water in the well. It follows, therefore, that as the water rises...
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