Micropolar Flow Due to a Rotating Disc with Suction and Injection

The steady, laminar, and incompressible flow of a micropolar fluid due to a rotating disc with uniform suction and injection is considered. The equations of motion are reduced to dimensionless forms which include six dimensionless parameters, and integrated numerically by Gauss‐Seidel iterative procedure and Simpson's rule. Some of the results are presented in the tables and diagrams, for different values of the suction and injection parameters, and compared with the known results for a Newtonian fluid.