Approximate Analytical and Numerical Solution of Three-dimensional MHD
Flow of an Incompressible Fluid through Porous Media over a Stretching
Sheet
Abstract
The current study focuses on approximate analytical solution of
three-dimensional MHD flow of an incompressible fluid through porous
media over a stretching sheet using Exponentially decreasing series. The
governing equations are transformed into a system of nonlinear ordinary
differential equations with boundary conditions using the similarity
transformation. It has been attempted to show the reliability and
performance of the Dirichlet series in comparison with Direct Numerical
Method (DNM). For various flow parameter values, the resulting
quantities such as velocity profiles and skin friction coefficient are
also geometrically presented.