You are in:Home/Publications/UNSTEADY MAGNETIC BOUNDARY-LAYER FLOW OF POWER-LAW NON-NEWTONIAN CONDUCTING FLUID THROUGH A POROUS MEDIUM PAST AN INFINITE POROUS FLAT PLATE, Astrophysics and Space Science 178, 197-204, 1991 | |
Prof. Gamal mohamed abdelrahman elsayed :: Publications: |
Title: | UNSTEADY MAGNETIC BOUNDARY-LAYER FLOW OF POWER-LAW NON-NEWTONIAN CONDUCTING FLUID THROUGH A POROUS MEDIUM PAST AN INFINITE POROUS FLAT PLATE, Astrophysics and Space Science 178, 197-204, 1991 |
Authors: | Nabil T. Eldabe, Mahmoud A. Mahmoud and Gamal M. Abdel-Rahman |
Year: | 1991 |
Keywords: | Not Available |
Journal: | Not Available |
Volume: | Not Available |
Issue: | Not Available |
Pages: | Not Available |
Publisher: | Not Available |
Local/International: | International |
Paper Link: | Not Available |
Full paper | Not Available |
Supplementary materials | Not Available |
Abstract: |
In this paper, the non steady flow of non-Newtonian power-law conducting fluid through a porous medium past an infinite porous plate is investigated. The system is stressed by a constant transverse magnetic field. The velocity outside the boundary layer depends exponentially on time. The rheological effects are shown and discussed on the shear stress in terms of rheological parametr of power-law fluid. The approximate solution in a closed form were obtained by using the Galerkin method. Also the effect of the magnetic field and permeability parameter are discussed. |