Numerical simulation of periodic MHD casson nanofluid flow through porous stretching sheet

Abstract The perspective of this paper is to characterize a Casson type Non-Newtonian fluid flow through heat as well mass conduction towards stretching surface with thermophoresis and radiation absorption impacts in association periodic hydromagnetic effect. Here also integrated the absorbing parameter. A time dependent fundamental set equations, i.e. momentum, energy concentration have been established discuss system. Explicit finite difference technique occupied here by executing procedure Compaq Visual Fortran 6.6a elucidate mathematical model liquid flow. stability convergence inspection has accomplished. It observed that present work converged at, P r ? 0.447 indicates value Prandtl number L e 0.163 Lewis number. Impact useful physical parameters illustrated graphically on various fields. inspected magnetic field helped increase interaction nanoparticles velocity significantly. depicted vibrating form which done newly work. Subsequently, Lorentz force represented great impact updated visualization (streamlines isotherms) field. respective fields appeared more wave for larger values These results help visualize theoretical idea effect modern electromagnetic induction use industry instead traditional sources. Moreover, it application lung prostate cancer therapy.