Natural Convection In Porous Media: A
Numerical Study Of Brinkman Model
Author(s)
R. Jecl, L. Skerget & E. Petresin
Abstract
The problem of natural convection in porous media is being investigated utilising
a Boundary Domain Integral Method. The Brinkman equation (Brinkman-
extended Darcy formulation with inertia! term included), which allows the no-slip
boundary condition to be satisfied, is used as the starting momentum equation.
With the inclusion of the continuity and energy equations the obtained set of
governed non-linear partial differential equations allows the transport phenomena
of natural convection in homogeneous isotropic non-deformable porous media,
saturated with single phase Newtonian fluid, to be conveniently studied. The
purpose of this work is to present flow and
Keywords
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