A Treatise on Hydromechanics, Parte1Deighton, Bell, 1891 - 268 páginas |
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Página 30
... base of the cylinder . Now and ..M = C w2r2-2gz k ρ = Є € • C w2a2 27ko © 2k - ; - gw2 pk ( e 2k − 1 ) ( 1 − e an equation by which C is determined . 31. In general the equation of equilibrium for a fluid revolving uniformly and acted ...
... base of the cylinder . Now and ..M = C w2r2-2gz k ρ = Є € • C w2a2 27ko © 2k - ; - gw2 pk ( e 2k − 1 ) ( 1 − e an equation by which C is determined . 31. In general the equation of equilibrium for a fluid revolving uniformly and acted ...
Página 31
... base a plane area equal to the area of the surface . We now add some examples of the determination of whole pressure . and ( 1 ) A hemispherical bowl filled with water . r Let be its radius , p the density of water . Then the surface ...
... base a plane area equal to the area of the surface . We now add some examples of the determination of whole pressure . and ( 1 ) A hemispherical bowl filled with water . r Let be its radius , p the density of water . Then the surface ...
Página 36
... base , the upper end , and the curved surface . 19. A sphere of 5 feet diameter revolves about a vertical axis 3 feet distant from its centre with angular velocity 2√g ; if it be just filled with homogeneous fluid , prove that the ...
... base , the upper end , and the curved surface . 19. A sphere of 5 feet diameter revolves about a vertical axis 3 feet distant from its centre with angular velocity 2√g ; if it be just filled with homogeneous fluid , prove that the ...
Página 40
... base on a horizontal plane , is just filled with a liquid , the density of which varies as the depth . The vessel is then inverted and held with its axis vertical and its vertex on the horizontal plane . Prove that the resultant ...
... base on a horizontal plane , is just filled with a liquid , the density of which varies as the depth . The vessel is then inverted and held with its axis vertical and its vertex on the horizontal plane . Prove that the resultant ...
Página 47
... base of the rectangle , the pressure at a height z is IIe , Art . ( 28 ) , and if b denote the breadth , the pressure upon a horizontal strip of the rectangle gz k = IIe bdz , .. the resultant pressure , if a be the height , = S - gz k ...
... base of the rectangle , the pressure at a height z is IIe , Art . ( 28 ) , and if b denote the breadth , the pressure upon a horizontal strip of the rectangle gz k = IIe bdz , .. the resultant pressure , if a be the height , = S - gz k ...
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Términos y frases comunes
action angular velocity attraction axes axis vertical catenary catenoid centre of gravity centre of pressure co-ordinates conditions of equilibrium cone constant cos² cylinder density depth determine displaced fluid distance dx dy Edition elastic Elastica equal pressure equation equilibrium equilibrium is stable F. A. Paley Fcap film fluid displaced fluid pressure force free surface given Hence homogeneous liquid horizontal immersed lamina latus rectum Lintearia mercury metacentre obtain oscillation parabola paraboloid parallel particle perpendicular plane of floatation portion position of equilibrium principal tensions prove quantity radius of curvature ratio resultant pressure rotation shew sin² solid solid of revolution sphere spherical spheroid supposed surface of revolution surfaces of equal tangent temperature tube vapour varies vertical angle vertical plane vessel volume weight whole pressure
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