Finite Element Study of Electrical MHD Williamson Nanofluid Flow under the Effects of Frictional Heating in the View of Viscous Dissipation

This study addresses heat and mass transfer of electrical magnetohydrodynamics (MHD) Williamson fluid flow over the moving sheet. The mathematical model for considered phenomenon is expressed in a set partial differential equations. Later, linear nonlinear ordinary equations (ODEs) are obtained. finite element method tackles reduced system ODEs with boundary conditions. Galerkin weighted residuals constructs weak formulations constitute basis this method. An iterative procedure handling terms given ODEs. Some results acquired using compared those reported previous research via Matlab solver bvp4c order to validate obtained solutions It seen that velocity profile decayed by enhancing Wiesenberg number. also converges an accurate solution increasing number elements, whereas produces on small grid points. Our intention paper serve as guide academics future who will be tasked addressing pressing issues field industrial engineering enclosures.