Physiological Flow of Non-Newtonian Fluid with Variable Density Inside a Ciliated Symmetric Channel Having Compliant Wall

This article studies the peristaltic transport of a compressible Jeffrey fluid with compliant wall over a porous medium with effect of magnetic field. The fluid flows in a two-dimensional symmetric channel. The fluid flows due to sinusoidal travelling waves. Perturbation technique is used for finding the solution. For various values of parameters, the net axial velocity is computed up to second-order calculations. The effects of various parameters including parameters of compliant wall on perturbation function, velocity distribution at boundaries, reversal flow and axial velocity are discussed graphically.

Automated summary

This article investigates the peristaltic transport of a compressible Jeffrey fluid with compliant wall over a porous medium under the effect of a magnetic field. Perturbation technique was used to compute the net axial velocity up to second order, and the effects of various parameters on velocity distribution and axial velocity were discussed graphically.