MHD Non Newtonian fluid flow and heat transfer effect over different boundary conditions

Abstract

A conceptual analysis of the heat transfer effect and MHD non-Newtonian fluid flow across various boundary conditions is provided. This study explores the numerical simulations of MHD boundary layer problem and heat transfer effect for the various fluid models like Williamson, Casson, Maxwell fluid flow, Newtonian fluid flow, non-Newtonian, and nanofluids using the numerical method with MATLAB. newlineThe motion of fluid under diverse physical circumstances on different geometries such as newlinestretching surface, cylindrical surface, vertical plate, shrinking sheets, and stretching plate has newline been studied. The flow geometries are one and two-dimensional and are convoyed by some streamlining expectations on the continuity equation, Navier-Stokes equations, Energy equation and the Species concentration equation. newlineThe above planned work would be motivating and significant in the field of industries and manufacturing procedures. We hope the result would be very beneficial and enchanting the computed results one can expand the manufacturing procedures in industries. newlineThis thesis contains theoretical and numerical exploration of heat transfer effect and nonNewtonian fluid flow with different boundaries such as shrinking/stretching sheet, permeable surface, convective boundary surface, melting surface, slip boundary, vertical plate and horizontal/vertical cylinder. newlineThe magnetic dipole effect has garnered significant attention in recent years due to its potential impact on fluid flow phenomena. Researchers have explored its applications in areas such as microfluidics, nano-fluidics, additive manufacturing, drug delivery systems, magnetic resonance imaging (MRI), and hyperthermia treatments. newline newline