Three-dimensional mixed convection flow past an infinite vertical plate with constant surface heat flux
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Date
2012
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Scientific & Academic Publishing
Abstract
The present paper contains a mathematical analysis of the mixed convection three dimensional steady laminar flow of a viscous incompressible fluid past an infinite vertical porous plate. The three-dimensional flow is caused by the transverse sinusoidal suction at the plate. A constant heat flux is prescribed at the plate. Assuming the plate velocity to be uniform, analytical solutions are obtained for the flow field, the temperature field and the skin-friction. Effects of Prandtl number and Grashof number on the flow characteristics are explored and illustrated graphically.
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Keywords
Mathematics, Three-dimensional, Mixed convection, Heat Flux