Numerical analysis of flow characteristics of Jeffery nanofluid past a moving plate in conducting field

This paper reveals the physical properties of Jeffery nanofluid flow through an affecting plate embedded in porous medium under the existence of radiative heat dispersion. The analysis is carried out in three cases of moving plate, namely stationary plate (λ = 0), forth-moving plate (λ = 1), back-moving plate (λ = -1) . An explicit scheme of finite differences is applied to solve explain the relations of the flow and pointed out the variations in velocity, temperature and concentration with the use of graphical presentations. The impact of several parameters on local skin friction, Nusselt number and Sherwood number is also noticed and discussed. Enhancement of velocity is observed under the impact of Jeffery parameter for the cases of motionless plate and back-motion plate, but contrary is found with forth-motion one.