Abstract
MATHEMATICAL ANALYSIS OF MAGNETIC HYDRODYNAMICS IN UNSTEADY FREE CONVECTION IN FLOW PAST AN EXPONENTIALLY ACCELERATED INFINITE NON-CONDUCTING VERTICAL PLATE
*Munish Baboria and Gurdeep Singh Bali
ABSTRACT
Buoyancy driven convection is the most significant behavior experienced by any system undergoing fluid motion as a result of heating in a steady and unchanging gravitational field. It is well known that when a fluid is heated it receives an intake of internal energy and therefore it undergoes thermal expansion and a decrease in density. As a result, heat is transferred at a rate significantly faster than if it was just through thermal diffusion alone. These phenomena occur on the surface of our planet effecting many natural and technological processes. In this paper, variable natural convection and mass transfer flow past an exponentially accelerated infinite non-conducting vertical plate through a porous medium have been analysed in the presence of uniform transverse magnetic field using Boussinesq?s approximation flow model.
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