Abstract
In this analysis, we investigate the Soret and Dufour impact on electroosmotic forces (EOF) in the flow of Casson fluid towards a stretchable sheet. Viscous and Joule dissipation effects with bioconvection are also investigated in this study. The fluid flow mechanism has been saturated by Darcy-Forchheimer porous space. The governmental flowing equation for the fluid flow is transmuted in the non-dimensional form by utilizing suitable similarity factors. The shooting method is utilized to calculate numeric results utilizing a R-K Fehlberg implementation process. The results are presented in the form of graphs and tables that illustrate the influence of numerous flow factor on the flow field. The outcomes demonstrated that the larger mixed convection number and buoyance ratio number improved the velocity of Casson fluid as well as the thicker of momentum boundary layer, but the revers behavior is observed for heat transport rate. It is also revealed that rate of mass transport is enhanced by escalating values of chemical response parameter. According to the obtained outcomes, this scheme has a better consistency with previous published data.