Abstract
The heat transfer phenomenon in the steady flow of an incompressible micropolar fluid between a rotating and a stationary disc is examined. The nondimensional coupled equations are reduced to a system of linear algebraic equations which is solved by sweeping method. The results are discussed for various values of the rotational Reynolds number and the micropolar parameter with either suction or blowing at the stationary disc. The computation of Nusselt number reveals that both discs experience cooling with increase in the micropolar effects.
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