Heat and Mass Transport in Casson Nanofluid Flow over a 3-D Riga Plate with Cattaneo-Christov Double Flux: A Computational Modeling through Analytical Method

This work examines the non-Newtonian Cassonnanofluid’s three-dimensional flow and heat mass transmission properties over a Riga plate. The Buongiorno nanofluid model, which is included in present includes thermo-migration random movement of nanoparticles. It also took into account Cattaneo–Christov double flux processes equations. Casson fluid model boundary layer approximation are modeling nonlinear partial differential systems. homotopy technique was used to analytically solve system’s governing To examine impact dimensionless parameters on velocities, concentrations, temperatures, local Nusselt number, skin friction, Sherwood parametric analysis carried out. velocity profile augmented this study as size modified Hartmann number increases. greater thermal radiative enhances transport rate. When relaxation parameter used, values start decrease.