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Item Details
Title: HANDBOOK OF NUMERICAL ANALYSIS, VOLUME IX
By: R. Glowinski, P. G. Ciarlet (Editor), J. L. Lions (Editor)
Format: Hardback

List price: £126.50


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ISBN 10: 0444512241
ISBN 13: 9780444512246
Publisher: ELSEVIER SCIENCE & TECHNOLOGY
Pages: 1080
Description: Suitable for graduate students in mathematics, sciences and engineering and technology, this volume covers advanced numerical methods for mathematical analysis of fluids and fluid behaviour.
Synopsis: This book-size article is dedicated to the numerical simulation of unsteady incompressible viscous flow modelled by the Navier-Stokes equations, or by non-Newtonian variants of them. In order to achieve this goal a methodology has been developed based on four key tools. Time discretization by operator-splitting schemes such as Peaceman-Rachford's, Douglas Rachford's, Marchuk-Yanenko's, Strang's symmetrized, and the so-called "theta-scheme" introduced by the author in the mid-1980s. Projection methods (in L2 or H1) for the treatment of the incompressibility condition div u = 0. Treatment of the advection by: either a centered scheme leading to linear or nonlinear advection-diffusion problems solved by least squares/conjugate gradient algorithms, or to a linear wave-like equation well suited to finite element-based solution methods. Space approximation by finite element methods such as Hood-Taylor and Bercovier-Pironneau, which are relatively easy to implement.In addition to the above topics the article contains detailed discussions of conjugate gradient algorithms, least-squares methods for boundary-value problems which are not equivalent to problems of the calculus of variations, Uzawa-type algorithms for the solution of saddle-point problems, embedding/fictitious domain methods for the solution of elliptic and parabolic problems. In fact many computational methods discussed in this article also apply to non-CFD problems although they were mostly designed for the solution of flow problems. Among the topics covered are: the direct numerical simulation of particulate flow; computational methods for flow control; splitting methods for viso-plastic flow a la Bingham; and more. It should also be mentioned that most methods discussed in this article are illustrated by the results of numerical experiments, including the simulation of three-dimensional flow. Due to their modularity the methods described in this article are relatively easy to implement - as is demonstrated by the fact that several practitioners in various institutions have been able to use them ab initio for the solution of complicated flow (and other) problems.
Illustrations: Illustrations
Publication: UK
Imprint: Elsevier Science Ltd
Returns: Non-returnable
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AN INTRODUCTION TO DIFFERENTIAL GEOMETRY WITH APPLICATIONS TO ELASTICITY (HB)
AN INTRODUCTION TO DIFFERENTIAL GEOMETRY WITH APPLICATIONS TO ELASTICITY (PB)
ANALYSIS AND OPTIMIZATION OF SYSTEMS (PB)
ANALYSIS AND OPTIMIZATION OF SYSTEMS (PB)
ANALYSIS AND OPTIMIZATION OF SYSTEMS (PB)
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APPLIED MATHEMATICS (PB)
ASYMPTOTIC ANALYSIS FOR PERIODIC STRUCTURES (HB)
ASYMPTOTIC METHODS FOR ELASTIC STRUCTURES
ASYMPTOTIC METHODS FOR ELASTIC STRUCTURES
ASYMPTOTIC METHODS FOR ELASTIC STRUCTURES (HB)
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COMPUTATIONAL MATHEMATICS DRIVEN BY INDUSTRIAL PROBLEMS (PB)
COMPUTATIONAL METHODS FOR THE ATMOSPHERE AND THE OCEANS (HB)
COMPUTATIONAL MODELS FOR THE HUMAN BODY: SPECIAL VOLUME (HB)
COMPUTING METHODS IN APPLIED SCIENCES AND ENGINEERING (HB)
COMPUTING METHODS IN APPLIED SCIENCES AND ENGINEERING (PB)
COMPUTING METHODS IN APPLIED SCIENCES AND ENGINEERING (PB)
COMPUTING METHODS IN APPLIED SCIENCES AND ENGINEERING (PB)
COMPUTING METHODS IN APPLIED SCIENCES AND ENGINEERING, 1977. THIRD INTERNATIONAL SYMPOSIUM, DECEMBER 5-9, 1977, IRIA LABORIA, INSTITUT DE RECHERCHE D'INFORMATIQUE ET D'AUTOMATIQUE (PB)
CONJUGATE GRADIENT ALGORITHMS AND FINITE ELEMENT METHODS (HB)
CONTROL THEORY, NUMERICAL METHODS AND COMPUTER SYSTEMS MODELLING (PB)
CURRENT TRENDS IN HIGH PERFORMANCE COMPUTING AND ITS APPLICATIONS (PB)
CURRENT TRENDS IN SCIENTIFIC COMPUTING (PB)
DIFFERENTIAL GEOMETRY: THEORY AND APPLICATIONS (HB)
DOMAIN DECOMPOSITION METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS (HB)
DOMAIN DECOMPOSITION METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS (PB)
ESSENTIAL COMPUTATIONAL MODELING FOR THE HUMAN BODY (PB)
ESSENTIAL COMPUTATIONAL MODELING IN CHEMISTRY (PB)
ESSENTIAL NUMERICAL METHODS IN ELECTROMAGNETICS (PB)
FINITE ELEMENT METHODS (PART 1) (HB)
FINITE ELEMENT METHODS (PART 2), NUMERICAL METHODS FOR SOLIDS (PART 2) (HB)
FREE AND MOVING BOUNDARIES (PB)
HANDBOOK OF NUMERICAL ANALYSIS (HB)
HANDBOOK OF NUMERICAL ANALYSIS (HB)
HYPERSONICS (PB)
INEQUALITIES IN MECHANICS AND PHYSICS (HB)
INEQUALITIES IN MECHANICS AND PHYSICS (PB)
INTERNATIONAL CONFERENCE ON ANALYSIS AND OPTIMIZATION OF SYSTEMS (PB)
INTERNATIONAL SYMPOSIUM ON SYSTEMS OPTIMIZATION AND ANALYSIS (PB)
INTRODUCTION TO NUMERICAL LINEAR ALGEBRA AND OPTIMISATION (HB)
INTRODUCTION TO NUMERICAL LINEAR ALGEBRA AND OPTIMISATION (PB)
LECTURES ON NUMERICAL METHODS FOR NON-LINEAR VARIATIONAL PROBLEMS (PB)
LECTURES ON THREE-DIMENSIONAL ELASTICITY (PB)
LES EQUATIONS DE VON KARMAN (PB)
LINEAR AND NONLINEAR FUNCTIONAL ANALYSIS WITH APPLICATIONS (HB)
MATHEMATICAL ANALYSIS AND NUMERICAL METHODS FOR SCIENCE AND TECHNOLOGY (HB)
MATHEMATICAL ANALYSIS AND NUMERICAL METHODS FOR SCIENCE AND TECHNOLOGY (HB)
MATHEMATICAL ANALYSIS AND NUMERICAL METHODS FOR SCIENCE AND TECHNOLOGY (HB)
MATHEMATICAL ANALYSIS AND NUMERICAL METHODS FOR SCIENCE AND TECHNOLOGY (HB)
MATHEMATICAL ANALYSIS AND NUMERICAL METHODS FOR SCIENCE AND TECHNOLOGY (HB)
MATHEMATICAL ANALYSIS AND NUMERICAL METHODS FOR SCIENCE AND TECHNOLOGY (HB)
MATHEMATICAL ANALYSIS AND NUMERICAL METHODS FOR SCIENCE AND TECHNOLOGY (PB)
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MATHEMATICAL ANALYSIS AND NUMERICAL METHODS FOR SCIENCE AND TECHNOLOGY (PB)
MATHEMATICAL ANALYSIS AND NUMERICAL METHODS FOR SCIENCE AND TECHNOLOGY (PB)
MATHEMATICAL ELASTICITY (HB)
MATHEMATICAL ELASTICITY, THREE VOLUME SET
MATHEMATICAL ELASTICITY, VOLUME I
MATHEMATICAL ELASTICITY, VOLUME II
MATHEMATICAL ELASTICITY, VOLUME III
MATHEMATICAL MODELING AND NUMERICAL SIMULATION IN CONTINUUM MECHANICS (PB)
MATHEMATICAL MODELLING AND NUMERICAL METHODS IN FINANCE (HB)
MODELLING ANALYSIS AND CONTROL OF THIN PLATES (PB)
NEW TRENDS IN SYSTEMS ANALYSIS (PB)
NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS AND THEIR APPLICATIONS (HB)
NONLINEAR PARTIAL DIFFERENTIAL EQUATIONS AND THEIR APPLICATIONS (HB)
NUMERICAL METHODS FOR NON-NEWTONIAN FLUIDS (HB)
NUMERICAL METHODS FOR SOLIDS (PART 3) NUMERICAL METHODS FOR FLUIDS (PART 1) (HB)
NUMERICAL METHODS IN ELECTROMAGNETICS (HB)
PARTIAL DIFFERENTIAL EQUATIONS AND FUNCTIONAL ANALYSIS (HB)
PARTIAL DIFFERENTIAL EQUATIONS AND FUNCTIONAL ANALYSIS (PB)
PARTIAL DIFFERENTIAL EQUATIONS: THEORY, CONTROL AND APPROXIMATION (HB)
PARTIAL DIFFERENTIAL EQUATIONS: THEORY, CONTROL AND APPROXIMATION (PB)
PERTURBATIONS SINGULIERES DANS LES PROBLEMES AUX LIMITES ET EN CONTROLE OPTIMAL (PB)
SOME ASPECTS OF THE OPTIMAL CONTROL OF DISTRIBUTED PARAMETER SYSTEMS (PB)
SOME METHODS IN THE MATHEMATICAL ANALYSIS OF SYSTEMS AND THEIR CONTROL (HB)
TECHNIQUES OF SCIENTIFIC COMPUTING (PART 1) - SOLUTION OF EQUATIONS IN RN (HB)
TECHNIQUES OF SCIENTIFIC COMPUTING (PART 2) (HB)
THE FINITE ELEMENT METHOD FOR ELLIPTIC PROBLEMS (PB)
THE FINITE ELEMENT METHOD FOR ELLIPTIC PROBLEMS (PB)
THEORY OF SHELLS (HB)
THREE-DIMENSIONAL ELASTICITY (PB)
TRENDS AND APPLICATIONS OF PURE MATHEMATICS TO MECHANICS (PB)

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