RT Journal Article
ID 74ae4b3b4772a63c
A1 Imran, M.A. 
A1 Shah, Nehad Ali
A1 Rafique, K. 
A1 Sohail , Ahmad
A1 Ejaz, Sana 
T1 GENERAL SOLUTIONS OF CONVECTIVE FLOWS OF MHD CASSON FLUID WITH SLIP AND RADIATIVE HEAT TRANSFER AT THE BOUNDARY
JF Computational Thermal Sciences: An International Journal
JO CTS
YR 2017
FD 2017-02-21
VO 9
IS 1
SP 1
OP 11
K1 Casson fluid
K1 free convection
K1 radiative heat transfer
K1 general solutions
K1 MHD
K1 slip condition
AB This paper deals with study of analytic solutions of unsteady free convection flow of MHD Casson fluid over an infinite vertical plate when slip condition, radiation, and porous effect are taken into consideration. The appropriate nondimensional variables are introduced, and the resulting governing equations are solved by means of the Laplace transform technique. The closed-form solutions are obtained for temperature and velocity fields. The rate of heat transfer from the plate to the fluid in terms of Nusselt number is also determined. Some known solutions for Newtonian fluid from the literature are obtained as limiting case. Such kinds of solutions can generate a large class of exact solutions corresponding to different fluid motions with technical relevance. Numerical computations were made by using the software Mathcad for the velocity field only. At the end, we see the influence of slip and other flow parameters on the fluid velocity and observed that the large values of the slip coefficient have an effect of reducing fluid velocity and slow fluid flow. This shows how the slip at the wall affects the fluid flow.
PB Begell House
LK https://www.dl.begellhouse.com/journals/648192910890cd0e,77f984c00ddc2ed5,74ae4b3b4772a63c.html