In this paper, the effects of viscous and Ohmic heating on magneto hydrodynamic forced convection flow due to a permeable shrinking surface in the presence of internal heat generation and radiation is investigated. The shrinking surface subjected to suction is prescribed with non-uniform temperature which varies with the quadratic power of x. Momentum boundary layer equation takes into account of transverse magnetic field effect. Thermal boundary layer equation considered the effects of viscous and Ohmic heating due to transverse magnetic field, radiation and internal heat generation. Numerical results are obtained for various values of governing physical parameters. To access the accuracy of the numerical solution, the present results are checked against previously published work and the analytical solution of the problem obtained using Kummer’s function. Table values show that the analytical and numerical solutions are found to be in excellent agreement.
Convection; Internal heat generation; Magneto hydrodynamics; Radiation; shrinking surface
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