Abstract
The steady viscous and incompressible micropolar fluid flow in the immediate neighbourhood of Saddle and Nodal points of attachment is examined. The governing equations of motion have been shown to be reducible to simultaneous ordinary third-order differential equations which contain a parameter C which is determined by the main stream flow. The numerical solutions of these equations have been computed by numerical techniques which are suitable for boundary value problems. The results have been calculated for the range −1 ≤ C ≤ 50. The accuracy of the results is checked very carefully by comparing the results on different grid sizes. The results are presented both in tabular and graphical forms.
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