Heat and Mass Transfer in Stagnation Point Flow of Maxwell Nanofluid Towards a Vertical Stretching Sheet with Effect of Induced Magnetic Field

This paper presents a mathematical model analysis of heat and mass transfer in two-dimensional flow electrically conducting, thermally radiative, chemically reactive Maxwell nanofluid towards vertical stretching permeable sheet embedded porous medium. Boundary layer approximation suitable transformations are used to reduce the governing differential equations convenient for computation. Eventually, transformed nonlinear along with corresponding boundary conditions solved framework optimal homotopy method. The effects induced magnetic field, buoyancy force, viscous dissipation, source, Joule heating, convective condition analyzed detail. rates heat, mass, momentum respect relevant parameters also examined terms local Nusselt number, Sherwood skin friction coefficients, respectively. Among many results study, it is shown that velocity, temperature profiles increasing functions parameter. present study close agreement previously published under common assumptions.