SECOND LAW ANALYSIS FOR A POROUS CHANNEL FLOW WITH ASYMMETRIC SLIP AND CONVECTIVE BOUNDARY CONDITIONS

Abstract

The present work addresses the entropy generation in the flow of an incompressible viscous fluid through porous parallel walls subjected to asymmetric slip and convective heating conditions. The differential equations for momentum and energy are formulated, made dimensionless, solved and used to compute the entropy generation rate in the flow channel. The effect of various physical parameters on the velocity, temperature and entropy generation profiles are presented graphically and discussed.