This book provides a user-friendly introduction to convection in porous media, such as fibrous insulation, geological strata, and catalytic reactors. The presentation is self-contained, requiring only routine classical mathematics and the basic elements of fluid mechanics and heat transfer. It will thus be of use not only to researchers and practicing engineers as a review and reference, but also to graduate students and others just entering the field.
Convection in Porous Media includes nearly 1000 new references and covers: convection in deforming porous media, "designed" porous media, the theory of deformable media, modeling viscous dissipation in hyperporous media, and more.
Convection in Porous Media includes nearly 1000 new references and covers: convection in deforming porous media, "designed" porous media, the theory of deformable media, modeling viscous dissipation in hyperporous media, and more.
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From the reviews of the fourth edition:
"The book by Nield and Bejan provides a fundamental and comprehensive presentation of mathematical and physical theories of many classical and new (modern) areas of flow and transport in porous media ... . The book is excellently written and easily readable. ... extremely useful to a wide range of specialists working in the area of flow in porous media, such as university students, graduate students, design engineers, physicists, chemical engineers, and also to researchers interested in the mathematical theory of flow in porous media." (Ioan Pop, zbMATH, Vol. 1268, 2013)
"The book by Nield and Bejan provides a fundamental and comprehensive presentation of mathematical and physical theories of many classical and new (modern) areas of flow and transport in porous media ... . The book is excellently written and easily readable. ... extremely useful to a wide range of specialists working in the area of flow in porous media, such as university students, graduate students, design engineers, physicists, chemical engineers, and also to researchers interested in the mathematical theory of flow in porous media." (Ioan Pop, zbMATH, Vol. 1268, 2013)