Rheodynamic lubrication of a journal bearing |
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Authors: | R. L. Batra |
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Affiliation: | (1) Department of Applied Mathematics, Indian Institute of Technology, Bombay, Powai, Bombay-76, India |
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Abstract: | Summary The problem of a journal bearing lubricated by a Bingham material has been solved. It has been found that the load capacity, and the moment of friction of the bearing are larger than in a journal bearing, lubricated with a Newtonian material.Nomenclature r radius of the journal - c radial clearance - r + c radius of the bearing - e eccentricity - w angular velocity of the journal - h thickness of the lubricant film at any point - thickness of the core - ø angular distance of a point, from the point, where film thickness is maximum - eccentricity ratio (e/c) - x distance along the bearing surface - y distance normal to the bearing surface - T shear stress in the lubricant - T0 yield value of a Bingham solid - viscosity of a Newtonian fluid - plastic viscosity of a Bingham solid - p fluid pressure in the lubricant film - Q volume flow of the lubricant - W0 load capacity of the bearing for ordinary lubricants - W load capacity of the bearing - M moment of friction - F coefficient of friction - 1 maximum thickness of the inlet core - 2 maximum thickness of the outlet core - 1 circumferential extent of the inlet core in the journal bearing - 2 circumferential extent of the outlet core in the journal bearing - h0 minimum hieght of core formation in the slider bearing - hp maximum height of core formation in the slider bearing - u velocity of the fluid in the direction of x in the slider bearing - V velocity in the y direction - h1 height of the inlet core at the circumferential extent 1 - h2 height of the outlet core at the circumferential extent 2 - h3 height of the outlet core in the region 2 - q Q/(cwr) - q0 value of q for Newtonian lubricants - p0 pressure at =0 - H h/c - H1 h1/c - H2 h2/c - B T0C/wr = Bingham number |
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