A Collection of Problems in Illustration of the Principles of Theoretical Hydrostatics and Hydrodynamics |
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Page v
... pressure of heterogeneous fluids on the surfaces of immersed solids 14 III . - Normal pressure of aeriform fluids of uniform temperature on the surfaces of solids 19 CHAPTER II . Resultant Pressures of Fluids on the Plane Surfaces of ...
... pressure of heterogeneous fluids on the surfaces of immersed solids 14 III . - Normal pressure of aeriform fluids of uniform temperature on the surfaces of solids 19 CHAPTER II . Resultant Pressures of Fluids on the Plane Surfaces of ...
Page 1
... pressure of the fluid on K , and the magnitude of the pressure on the whole surface of the solid will be equal to gpΣ ( Kx ) , where denotes the summation of a series of terms , of which Kx is the general type , the limits of the ...
... pressure of the fluid on K , and the magnitude of the pressure on the whole surface of the solid will be equal to gpΣ ( Kx ) , where denotes the summation of a series of terms , of which Kx is the general type , the limits of the ...
Page 2
... pressure : should this not be the case , we must consider x to denote the sum of the depth of K below the surface of the fluid and the length ( H ) of a vertical column of the fluid which would exert a pressure on its base equal to that ...
... pressure : should this not be the case , we must consider x to denote the sum of the depth of K below the surface of the fluid and the length ( H ) of a vertical column of the fluid which would exert a pressure on its base equal to that ...
Page 3
... pressure , either upwards or downwards , is explained and exemplified . In the fifth book of this treatise , Stevin illustrates his conceptions of fluid action by the discussion of the following question , which , as having relation to ...
... pressure , either upwards or downwards , is explained and exemplified . In the fifth book of this treatise , Stevin illustrates his conceptions of fluid action by the discussion of the following question , which , as having relation to ...
Page 4
... pressure upon it . Let a , b , be the lengths of two unequal sides , and h the depth of its centre of gravity , that is , of its middle point , below the surface of the ... pressure on the cylinder will be equal 4 NORMAL PRESSURE OF FLUIDS .
... pressure upon it . Let a , b , be the lengths of two unequal sides , and h the depth of its centre of gravity , that is , of its middle point , below the surface of the ... pressure on the cylinder will be equal 4 NORMAL PRESSURE OF FLUIDS .
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Common terms and phrases
ABCD Albert Girard altitude angular velocity aperture axis axis of revolution axis vertical base Bernoulli Bossut Traité Cambridge centre of gravity centre of pressure cone constant quantity cos² Daniel Bernoulli denote the density denote the length denote the radius depth determine distance dx dy Edition elastic equal equation filled with fluid floating fluid displaced free surface given hemisphere Hence humidum inclination incompressible fluid integrating James Bernoulli John Bernoulli lamina latus rectum mass motion oscillation parabola paraboloid of revolution parallel particles Phoronomia portion position of equilibrium position of rest problem ratio represent right angles sesquialterum sin² small orifice solid cylinder specific gravity sphere supposed Traité d'Hydrodynamique Treatise triangle tube vertex volume w³y² weight whole pressure
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