This book contains original contributions from eminent scientifics and engineers worldwide on the state of the art developments and applications of numerical methods for scientific computing.
Emphasis is put in the solution of problems which can be casted in a variational form. This includes fluid flow and aerodynamics, optimal shape design, fluid-structure interactions and electromagnetic problems, among others.
The content of the book provides an overall perspective of the recent advances and possibilities of numerical methods for solving a variety of practical problems in science and engineering.
Numerical Methods for Scientific Computing. Variational problems and applications
49,00€
Book
Authors: E. Heikkola, Y. Kuznetsov, P. Neittaanmäki, O. PironneauISBN: 84-95999-32-3
Editorial: CIMNE
Year of publication: 2003
Pages: 266
Index: - Recent improvements in aerodynamic design optimization - A frictious domain method for the numerical simulation of particulate flow for Bing-Ham Visco-Plastic fluids - A frictious domain based general PDE solver - Additive multilevel optimization and its application o sonic boom - Hierarchical optimum-shape algorithms using embedded - Convergence of an iterative scheme for a prototypical atmospheric advection reaction diffusion system - On the convergence of operator-splitting methods - Mathematical modeling and numerical simulation of electrorheological devices and systems - Energy conservation in fluid structure interactions - Application of the tpological asymptotic expansion to inverse scattering problems - Parallel algebraic multilevel preconditioners - Edge elements for 2D electromagnetic scattering simulation - On the reliability, effectivity and robustness of a postoriori error estimation methods - Solving mesh eigenproblems with multigrid efficiency - Visualization of Pareto Solutions obtained from multiobjective evolutionary computation using self-organizing map - Lagrangian formulation for incompressible fluids using finite calculus and the finite element method - Lattice Boltzmann approach to CFD - Shock/Shock and Shock/Boundary layer interactions in an axisymmetric steady laminar flow
46 in stock
Book
Authors: E. Heikkola, Y. Kuznetsov, P. Neittaanmäki, O. PironneauISBN: 84-95999-32-3
Editorial: CIMNE
Year of publication: 2003
Pages: 266
Index: - Recent improvements in aerodynamic design optimization - A frictious domain method for the numerical simulation of particulate flow for Bing-Ham Visco-Plastic fluids - A frictious domain based general PDE solver - Additive multilevel optimization and its application o sonic boom - Hierarchical optimum-shape algorithms using embedded - Convergence of an iterative scheme for a prototypical atmospheric advection reaction diffusion system - On the convergence of operator-splitting methods - Mathematical modeling and numerical simulation of electrorheological devices and systems - Energy conservation in fluid structure interactions - Application of the tpological asymptotic expansion to inverse scattering problems - Parallel algebraic multilevel preconditioners - Edge elements for 2D electromagnetic scattering simulation - On the reliability, effectivity and robustness of a postoriori error estimation methods - Solving mesh eigenproblems with multigrid efficiency - Visualization of Pareto Solutions obtained from multiobjective evolutionary computation using self-organizing map - Lagrangian formulation for incompressible fluids using finite calculus and the finite element method - Lattice Boltzmann approach to CFD - Shock/Shock and Shock/Boundary layer interactions in an axisymmetric steady laminar flow
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