MHD flow of an elasto-viscous fluid past a porous flat plate

Astronomy and Astrophysics – Astrophysics

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Flat Plates, Magnetohydrodynamic Flow, Porous Plates, Viscoelasticity, Viscous Flow, Laminar Flow, Magnetic Fields, Mathematical Models, Shear Stress, Velocity Distribution

Scientific paper

This paper presents an analytical study of the laminar flow of an electrically conducting viscoelastic fluid, known as Walters's liquid B-prime, past an infinite porous flat plate to a step function change in suction velocity in the presence of a transverse magnetic field. Results of an investigation of the effects of various magnetic field parameters on the velocity field and shearing stress showed that, as the magnetic field parameter M increases, the values of the fluid velocity decrease for fixed values of the elastic parameter K; however, the fluid velocity increases with an increase in the value of K. The values of the shearing stress decrease with an increase of M and time for a fixed value of K; with an increase of K, the shearing stress decreases for small values of M but increases for large M values.

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