Abstract
Analysis of Thermal Boundary Layer Flow over a Vertical Plate with Electrical Conductivity and Convective Surface Boundary Conditions
Highlights
The study of heat transfer is an integral part of natural convection flow and a class of boundary layer theory
The solution for the laminar boundary layer problem on a horizontal flat plate was obtained by Heinrich Blasius [1] and since it has been a subject of current research
Shrama and Gurminder [12] looked at the effect of temperature dependent electrical conductivity on steady natural convection flow of a viscous incompressible low Prandtl (Pr
Summary
The study of heat transfer is an integral part of natural convection flow and a class of boundary layer theory. Bataller [3] presented a numerical solution for the combined effects of thermal radiation and convective surface heat transfer on the laminar boundary layer about a flat-plate in a uniform stream of fluid (Blasius flow) and about a moving plate in a quiescent ambient fluid. Makinde and Olanrewaju [8] conducted a study on the effects of buoyancy force on thermal boundary layer over a vertical plate with convective surface boundary conditions. Shrama and Gurminder [12] looked at the effect of temperature dependent electrical conductivity on steady natural convection flow of a viscous incompressible low Prandtl (Pr
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