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Temperature variations across the lubricant film in hydrodynamic lubrication
Authors:William T Snyder
Institution:(1) State University of New York at Stony Brook, Stony Brook, New York, USA
Abstract:Summary Temperature variations across the lubricant film in hydrodynamic lubrication have been taken into account. The consequent variations of viscosity cannot be neglected for high Prandtl number lubricants.Nomenclature A constant defined by eq. (13a) - b h 0/h L - c heat capacity - h film thickness - h 0 h at X=0 - h L h at X=L - H 0 local heat transfer coefficient defined by (23a) - K thermal conductivity - L length of bearing - m* defined by (9) - Nu Nusselt number defined by (23b) - P pressure - Pe Peclet number (Re) (Pr) - q 0 slider surface heat flux - q 0 * dimensionless heat flux defined by (20) - Q 0 slider surface total heat transfer - Q 0 * dimensionless total heat transfer defined by (21) - Re Reynolds number rgrVh 0/mgr - Pr Prandtl number mgrc/kappa - T temperature - T 0 slider surface temperature - T B film bulk temperature - u longitudinal velocity - v transverse velocity - V slider velocity - x longitudinal coordinate - y transverse coordinate - agr x/h 0 - gamma u/V - delta h/h 0 - eegr y/h - rgr density - mgr viscosity - theta v/V - pgr 
$$\frac{P}{{(\mu V/h_0 )}}$$
- tau 
$$\frac{{(T - T_0 )}}{{(V^2 /c)Pr}}$$
- tau S dimensionless stationary surface temperature - 
$$\bar \tau _S $$
dimensionless average stationary surface temperature - tau B dimensionless film bulk temperature
Keywords:
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