Reacting Laminar flow with Applied Magnetic Field in a Channel filled with Saturated Porous Media
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2014, Vol 8, Issue 1
Abstract
In this work, we examined reacting laminar flow of a third grade fluid in a channel filled with saturated porous media under the effect of applied magnetic field and variable thermal conductivity. It is assumed that the fluid has temperature-dependent viscosity and reacts satisfying Arrhenius law. We employed Galerkin weighted residual method to solve the resulting non-linear equations. The results show the effects of variable viscosity parameter, Brinkman number, Reynolds number, Prandtl number, Darcy number, Hartmann number and parameter on the flow system.
Authors and Affiliations
A. W. Ogunsola
Keywords
Related Articles
- EP ID EP651368
- DOI 10.24297/jam.v8i1.6913
- Views 137
- Downloads 0
Modeling and Simulation of a high sensitivity biosensor in a periodic array of metal nanorod pair by using the finite element method
We numerically investigated the surface plasmon resonances (SPRs) in a periodic array of solid-silver/silver-shell nanorod pair structures for sensing applications by employing a finite-element method. The proposed perio...
Application Of Differential Equations In Spherical Space
Application of differential equations in spherical space has been approved in this paper. Regarding the importance of differential equations in mathematical mechanics , a reasonable relation is felt to be presented in or...
Some extensions Hardy integral inequalities and their analogues on finite interval
The aim of this paper is to give some extensions Hardy integral inequalities for sum and product of several functions and their analogues inequalities on finite interval. Some direct consequences are established. Also a...
Analytical solutions forfuzzysystem using power series approach
The aim of the present paper is present a relatively new analytical method, called residual power series (RPS) method, for solving system of fuzzy initial value problems under strongly generalized differentiability. The...
(1,2) - Domination in the Total Graphs of Cn , Pn and K1,n
In this paper, we discuss the (1,2) - domination in the total graphs of Cn , Pnand K1,n