MATHEMATICAL MODELS OF PERISTALTIC TRANSPORT THROUGH POROUS MEDIUM FOR DIFFERENT CAS

Abstract

The purpose of this thesis is to study some problems on interaction of peristaltic flow with pulsatile fluid (for different cases). And in the interaction of peristaltic flow with pulsatile fluid. a first order steady exists, which is in contrasted to a second order effect in the absence of the imposed periodic pressure gradient. The important medical applications of the peristaltic transport with pulsatile fluid through a porous medium are to understand the blood flow in an artety under some pathological situations when the fatty plaques of cholesterol and artery-clogging blood clots are formed in the lumen of the coronary artety. The distribution of these fatty cholesterol and artery-clogging blood clots are deemed to be equivalent to a fictitious porous medium of petmeability k.