The numerical modeling of coupled phenomena in science and engineering practical use and examples this is interdisciplinary book contains a comprehensive overview of the progress achieved to date in the modeling of coupled phenomena, computational mathematics and mechanics, heat transfer, fluid-structure interactions, bio mechanics, flow of mass and energy in porous media. These are all among the different topics covered in this book through completely solved practical problems. Numerical subjects such as grid generation, optimization, finite elements, finite differences, spectral methods, boundary elements, finite volumes and mesh less methods are also discussed in detail using real examples. The book provides a thorough presentation of the existing worldwide numerical techniques, but applied to concrete, useful topics. The audience of this book are people working on any branch of engineering: structural, civil, mechanics, geology, geophysics, aquifers, petroleum reservoirs, applied mathematicians, physicists, other scientists and students of any of these areas. They will find in this book the most recent advances in the different engineering topics covered. Mathematics is a universal language. Differential equations, mathematical modeling, numerical methods and computation form the deep infrastructure of engineering and sciences. In this context mathematical modeling is a very powerful tool for studying engineering, natural systems and human society. This interdisciplinary book contains a comprehensive overview of the progress achieved up to date in the modeling of coupled phenomena, computational mathematics and mechanics, heat transfer, fluid-structure interactions, bio mechanics, flow of mass and energy in porous media.
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