Series Solution of Three Dimensional Peristaltic Flow of Prandtl Fluid in a Rectangular Channel

Abstract

The study of peristaltic flow of an incompressible non-Newtonian Prandtl fluid model has been explained in three dimensional rectangular channels. All the corresponding equations have been derived in three dimensional coordinate system. The governing equations have been solved analytically to achieve the expressions for velocity and pressure gradient while pressure rise data has been acquired numerically. The physical aspects of appertaining quantities have been enlightened through graphical assistance in both two and three dimensions. The stream functions have also been delineated for all the inclusive parameters.

Analysis of Heat and Mass Transfer in a Tapered Asymmetric Channel During Peristaltic Transport of (Pseudoplastic Nanofluid) with Variable Viscosity Under the Effect of (MHD)

“…Latham [1] and the physiology of the gastrointestinal tract, esophagus, stomach, intestine, and ureter associated with the phenomenon of peristalsis was discussed in the book "Biomathematics" [2].Also on the industrial field where has encouraged the complex nature of fluids of which, oils, chemicals, petroleum and other fluids, has encouraged extensive studies and research into the properties of these fluids. where many researchers presented basic equations for various non-Newtonian liquids [3][4][5][6][7]. Heat transfer in peristalsis is beneficial in the applications such as blood pumps in heart operations, Kidney dialysis operations, and Magnetohydrodynamics (MHD) is a topic important to many researchers in the problems they treated conductive fluids e.g., blood, blood pumping appliances, magnetic resonance imaging (MRI) for brain diagnosis.…”