Abstract
A numerical study of the problem of radiative heat transfer to magneto-hydrodynamic couette flow as affected by the conductance of the wall of the channel is performed in the paper. Numerical solutions are obtained for the temperature using the Runge–Kutta and the Newton–Raphson Shooting algorithm. Results obtained show that the rate of heat transfer increases with decreasing values of the Hartmann number when the wall is non-conducting, but increase with increasing values of the magnetic Reynolds number at a given value of electrical conductance.
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