SPECTRAL NUMERICAL STUDY OF INTERNAL HEAT GENERATING MAGNETO-CONVECTIVE FLUID FLOW THROUGH PORO-ELASTIC MEDIA

Abstract

The paper examines the uniqueness of the spectral quasi-linearization solution to the coupled system that models the steady flow and heat transfer of a radiative hydromagnetic Jeffery fluid in a poroelastic medium through a vertical channel.  The dimensionless coupled boundary value problem is solved using the shooting-Runge-Kutta method and validated with the Spectral Chebyshev Collocation Method. The two results were compared with the previous result obtained in the literature. Numerical comparison of the results features well in this work, establishing the uniqueness of the solutions.