Analytical solution for nonlinear ODEs arising in flow and heat transfer of MHD Micropolar fluid caused by stretching sheet

Abstract

Present study examines the MHD flow of a micropolar fluid and heat transfer over a linear stretching sheet. By utilizing a set of dimensionless variables, the system of PDE’s that represents the problem can be converted into dimensionless equations. The dimensionless equations obtained are subsequently solved by using power series method. The impacts of Chandrashekhar number, Micropolar parameter S and Prandtl number Pr on flow, velocity and temperature are examined through graphical representation.