Effects of hall currents on peristaltic transport with compliant walls
Said Ali Gad, Nada;
Abstract
This paper describes the peristaltic transport under the effect of Hall currents in a channel
having compliant boundaries. The fluid–solid interaction problem is investigated by
considering equations of motion of both the fluid and the deformable boundaries. A
perturbation solution of the stream function for zeroth, first and second in a small
amplitude ratio is obtained. The phenomenon of the ‘‘mean flow reversal’’ is found to exist
both at the center and at the boundaries of the channel. The effect of wall damping,
wall tension, Hall parameter and Hartmann number on the mean axial velocity and
reversal flow is investigated. The numerical results show that the flow reversal increases
by increasing the wall damping and Hall parameter while it decreases by increasing the
wall tension and Hartmann number.
having compliant boundaries. The fluid–solid interaction problem is investigated by
considering equations of motion of both the fluid and the deformable boundaries. A
perturbation solution of the stream function for zeroth, first and second in a small
amplitude ratio is obtained. The phenomenon of the ‘‘mean flow reversal’’ is found to exist
both at the center and at the boundaries of the channel. The effect of wall damping,
wall tension, Hall parameter and Hartmann number on the mean axial velocity and
reversal flow is investigated. The numerical results show that the flow reversal increases
by increasing the wall damping and Hall parameter while it decreases by increasing the
wall tension and Hartmann number.
Other data
Title | Effects of hall currents on peristaltic transport with compliant walls | Authors | Said Ali Gad, Nada | Keywords | Peristaltic transport Hall currents Compliant wall Uniform geometry | Issue Date | 2014 | Publisher | Elsevier | Journal | Journal of Applied Mathematics and Computing |
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