In uence of homogeneous-heterogeneous reactions on MHD 3D Maxwell uid ow with Cattaneo-Christov heat ux and convective boundary condition

Abstract

This study examines the e ect of Cattaneo Christov heat ux with heat generation/absorption on three dimensional Maxwell uid ow past a bidirec- tional stretched surface in the presence of magnetohydrodynamic (MHD. The e ects of homogeneousð€€€heterogeneous reactions with convective boundary condition are also taken into account. Analytical solution of nonlinear di erential equations is obtained by employing Homotopy Analysis method. Graphical illustrations displaying e ects of sundry parame- ters with required discussion highlighting their physical impact are also a part of this ex- ploration. It is perceived that velocity distributions are decreasing functions of Hartmann number. Moreover, increasing values of measure of homogeneous reaction parameter reduces concentration distribution.