Heat and Mass Transfer Porous Medium Saturated with Compressible Fluid with Boundary Domain Integral Method

Janja Kramer; Renata Jecl; Leo Škerget

doi:10.4028/www.scientific.net/DDF.273-276.808

Paper Titles

Reduction of Solids in Leachate Streams by Membrane Bioreactors: Mass Transfer Topics and Fouling Problems
p.770

Comparison between Maxwell-Stefan and Nernst-Planck Equations to Describe Ion Exchange in Microporous Materials
p.776

Numerical Modelling of the Heat and Mass Transfer in a Channel with Hygroscopic Walls
p.782

A New Approach to Measure Diffusion Coefficients at Different Temperatures – A Simple Experiment
p.789

Experimental Study of Free Convection from a Vertical Flat Plate in Porous Media
p.796

Liquid Chromatographic Method for Quantifying Atrazine Extracted by Supercritical Extraction
p.802

Heat and Mass Transfer Porous Medium Saturated with Compressible Fluid with Boundary Domain Integral Method
p.808

Development of Porous Ceramics for Gas Burners
p.814

Modeling of Transport Phenomena in a Fuel Cell Anode
p.820

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Heat and Mass Transfer Porous Medium Saturated with Compressible Fluid with Boundary Domain Integral Method

Abstract:

A numerical approach to solve a problem of combined heat and mass transfer in porous medium saturated with compressible fluid is presented. Transport phenomena in porous media is described using the modified Navier-Stokes equations, where for the governing momentum equation the Brinkman extended Darcy formulation is used. Governing equations are solved with the Boundary Domain Integral Method, which is an extension of classical Boundary Element Method.