Effects of Soret and Radial Magnetic Field of a Free Convective Slip Flow in a Viscous Reactive Fluid Towards a Vertical-Porous-Cylinder
Abstract
The steady state analysis of a free convection flow of an incompressible
viscous reactive fluid through a vertical porous cylinder under the
influence of slip flow and Soret effects in the presence of radial
tic field is performed. Using the perturbation series method, the
results for the dimensionless nonlinear differential equations are solved
for momentum, temperature, concentration, skin friction, Nusselt
number as well as Sherwood Number. The effects of various
parameters such as Frank Kamenetskii parameter (λ), Navier slip
condition (P), Soret effect (Sr), thermal Grashof number (Gr), solutal
Grashof number (Gc) and Hartmann number (M) are presented graphically and discussed in detail. It is observed that, the momentum
is enhanced significantly owing to an increase in the values of Frank
Kamenetskii, Slip, Soret, thermal Grashof number, solutal Grashof
number parameters respectively while a decrease in fluid flow is
noticed for increasing values of magnetic field and Prandtl number.