... such equations in a cosmetic way. The approach simplifies numerical computations slightly, and it allows one to view certain nanofluid flows in terms of standard fluid flows. Physical parameters like skin friction and rate of heat transfer coefficients of the prime interest in the recent single phase nanofluid...

... ordinary differential equations which are solved numerically by using a finite difference method. The effects of nanofluid parameters, suction/injection, and convective parameters and generalized Pr and Le numbers on dimensionless functions, skin friction, local Nusselt, and Sherwood numbers are shown...

... are solved numerically by using a fourth–fifth order Runge–Kutta–Fehlberg method. Effects of nanofluid parameters, suction/injection and temperature parameters, and generalized Pr and Le numbers on dimensionless functions, skin friction, local Nusselt, and Sherwood numbers are investigated in the presence...

..., the skin friction at the plate in the direction of the flow, and the coefficient of heat transfer and mass transfer from the plate to the fluid have been obtained, and their numerical values for different values of the physical parameters involved in the problem have been demonstrated in graphs and tables...

... transfer is possible with skin friction reduced or at least not increased as much as heat transfer. The answer that numerous previous studies suggest is quite pessimistic because the analogy concept of momentum and heat transport holds well in a wide range of flows. Nevertheless, the recent progress...