Slip Flow of Casson Fluid over a Semi-Infinite Vertical Moving Plate

Abstract

The goal of this thesis is to examine the combined effects of heat source (HS), Hall current (HC) and ion slip, while analyzing the slip flow (SF) of a Casson fluid (CF) over a partial-infinite vertical moveable plate. The (2D) unsteady flow caused by a transverse MF that involves a thick, electrically conducting, incompressible fluid close to a moveable plate with partially infinite vertical permeable surface is the subject of our investigation in this work. The impact of material properties regarding the fields of temperature and velocity above the BL will be examined. A partly infinite absorbent moving and suction-equipped plate has bounded the free convective MHD CF flow. The impact of the HC and ion slip on the fluid flow and MF is also investigated. Numerical representation of the concentration, temperature, and velocity profiles shed light on the complex relationships between these three physical phenomena. This research could find application in engineering and industrial processes where NNF and MF are frequently employed.