Oblique transport of gyrotactic microorganisms and bioconvection nanoparticles with convective mass flux

The present study deals with examination of steady two dimensional nanofluid containing both nanoparticles and gyrotactic microorganisms. Moreover the study comprises stagnation point flow of an obliquely striking nanofluid. The governing partial differential equations are complex and highly non-linear in nature. These are converted into system of ordinary differential equations using suitable transformations. The system is then solved numerically using shooting technique with Runge - Kutta Fehlberg method of order 5. Further, effect of different physical parameters on velocity $f\prime \left(\eta \right)$, temperature $\theta \left(\eta \right)$, density of motile microorganisms $w\left(\eta \right)$ and concentration $\varphi \left(\eta \right)$ along with skin friction coefficient C_f, local Nusselt Nu_x, Sherwood Sh_x and density of motile microorganism Nn_x numbers have been discussed through graphs and tables. Results depict that temperature, concentration, density of motile microorganisms and local Nusselt number are increasing functions of thermophoresis parameter N_t. Whereas N_t contributes in lessening Sherwood and local density numbers.