Thermo-solutal migrating heat producing and radiative Casson nanofluid flow via bidirectional stretching surface in the presence of bilateral reactions

A two-phase nanofluid model flowing through a bidirectional stretching sheet by imposing novel bilateral reactions was developed. Further convective heat and mass conditions at the boundary are imposed. We analyzed all possible situations, which give the exact similarities, and the system of partial differential equations and boundary conditions are exactly transformed into ordinary differential equations on the basis of similarity variables. The transmuted ordinary differential equations are then solved via the implementation of the finite difference method algorithm embedded in MATLAB software. The graphical profiles were exhibited to investigate the impact of physical parameters as well as engineering quantities near the surface given the important physical stream features. The results reveal that the velocity of nanofluid improves with a stronger stretching parameter and reduces with Casson parameter toward horizontal velocity in the x and y directions. Skin friction coefficients dwindle with increasing Casson parameter values for the specified magnetic parameter values. Sherwood number depletes by growing values of activation energy. Furthermore, the present simulations are completely matched with previously published work for appropriate choices of parameters.