A Magnetic Field and Heat and Mass Transfer Impact on the Blood’s Peristaltic Flow Associated with an Asymmetric Channel

Abstract

The present investigation studies the Jeffery fluid model’s peristaltic flow by means of an asymmetric channel. Mathematical analysis has been performed on the exitance of a magnetic field, as well as the mass and heat transfer associated with an asymmetric channel with peristaltic flow. The mass and heat transfer’s impact, a magnetic field, and concentration on blood peristaltic flow associated with an asymmetric channel is investigated in this study. A mathematical assay took place in the a magnetic field’s exitance, examining the flow in a wavy frame of references traversing with the wave’s velocity. The physical problem is illustrated with the first model; the analytical solution is carried out with a low-Reynolds and long-wavelength number assumption. Accurate values of the heat transfer coefficient and equations for the following variables were found. The numerical results were illustrated graphically for the sake of different values of interest in terms of physical parameters. Plotting graphs based on computational results allows for examination of the impacts of pertinent features on the abovementioned volumes and quentities. The findings show that parameters have a significant impact.