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- Title
MHD Flow of a Non-Newtonian Power Law Fluid over a Vertical Stretching Sheet with the Convective Boundary Condition.
- Authors
SHAHZAD, Azeem; ALI, Ramzan
- Abstract
In this article, we study the power law model of steady state, viscous, incompressible MHD flow over a vertically stretching sheet. Furthermore, heat transfer is also addressed by using the convective boundary conditions. The coupled partial differential equations are transformed into ordinary differential equations (ODEs) using similarity transformations. The transformed highly non-linear ODEs are solved by using the Homotopy Analysis Method (HAM). The influence of different parameters on the velocity and temperature fields are analyzed and discussed.
- Subjects
MAGNETOHYDRODYNAMICS; POWER law (Mathematics); HEAT transfer; BOUNDARY value problems; PARTIAL differential equations; ORDINARY differential equations; SIMILARITY transformations; HOMOTOPY theory
- Publication
Walailak Journal of Science & Technology, 2013, Vol 10, Issue 1, p43
- ISSN
1686-3933
- Publication type
Article