Description
Numerical Modeling of Coupled Phenomena in Science and Engineering
Practical Use and Examples
Multiphysics Modeling Series
Coordinators: Suárez Arriaga Mario César, Bundschuh Jochen, Dominguez-Mota Francisco Javier
Language: English
Subjects for Numerical Modeling of Coupled Phenomena in Science and...:
Keywords
Finite Difference Method; finite; In-situ Combustion Process; element; Discontinuous Galerkin Method; method; Boundary Inverse Problems; partial; Trefftz Methods; differential; quasi-Monte Carlo Method; equation; Discontinuous Galerkin; porous; Vice Versa; medium; Data Set; solution; RVE Boundary; heat; Low Discrepancy Sequence; Oxygen Mass Fraction; Fluid Structure Interactions; Collocation Method; Distributional Derivative; Heat Flux; Test Function; Chebyshev Collocation Method; Pod Method; Pod; Bottom Velocity; Pod Mode; Maximum Top Displacement; Local Balance Equations; Collapse Multiplier
496 p. · 17.4x24.6 cm · Hardback
Description
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Mathematics is a universal language. Differential equations, mathematical modeling, numerical methods and computation form the underlying infrastructure of engineering and the sciences. In this context mathematical modeling is a very powerful tool for studying engineering problems, natural systems and human society. This interdisciplinary book contains a comprehensive overview, including practical examples, of the progress achieved to date in the modeling of coupled phenomena, computational mathematics and mechanics, heat transfer, fluid-structure interactions, biomechanics, and the flow of mass and energy in porous media. Numerical subjects such as grid generation, optimization, finite elements, finite differences, spectral methods, boundary elements, finite volumes and meshless methods are also discussed in detail using real examples.
The book provides a thorough presentation of the existing numerical techniques with specific applications to concrete, practical topics. The models and solutions presented here describe various systems: mechanical, biological, geophysical, technical, ecological, etc. The book is organized in thirty six chapters, each written by distinguished experts in their respective fields. The topics presented cover the current state of knowledge in numerical engineering practice including recent and ongoing developments and the presentation of new ideas for future research on applied computational engineering mathematics.
The book will be of interest to scientists working in engineering (structural, civil, mechanical), geology, geophysics, aquifer research, petroleum engineering, applied mathematics, and physics, as well as students in any of these areas.
PREFACE - General Introduction to Coupled Phenomena. Karsten Pruess
PART 1. COMPUTATIONAL MATHEMATICS, MODELING AND NUMERICAL METHODS
PART 2. COUPLED PROBLEMS IN FLUID-STRUCTURE INTERACTIONS AND IN HEAT TRANSFER
PART 3. COMPUTATIONAL MECHANICS OF FLUIDS AND SOLIDS, MULTIPHYSICS, BIOMECHANICS
PART 4. FLOW OF MASS AND ENERGY IN POROUS MEDIA
PART 5. BOUNDARY ELEMENTS, SPECTRAL AND MESHLESS METHODS. NUMERICAL OPTIMIZATION.
