MHD Natural Convection Slip Flow through Vertical Porous Plates with Time-Periodic Boundary Conditions
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Date
2018
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Defect and Diffusion Forum
Abstract
In this work, the convective flow of heat generating hydromagnetic fluid through a leaky
channel is investigated. Due to channel porosity, the asymmetrical slip conditions are imposed on
both walls. The coupled dimensionless partial differential equations are reduced to a system of
second-order boundary-value problems based on some flow assumptions and solved by Adomian
decomposition method (ADM). Variations in velocity and temperature profiles are presented and
discussed in detail. The result of the analysis revealed that increasing Hartmann number decreases
the flow velocity while the slip parameters enhance the flow.
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Keywords
Magnetic field, Buoyancy force, Ohmic heating, Internal heat generation, Adomian Decomposition Method