Wiley-VCH - Donea, Jean / Huerta, Antonio - Finite Element Methods for Flow Problems

Shopping cart

	Area of interest \| Mathematics \| Available titles \| Finite Element Methods for Flow Problems

	Browse our products:
	Books
	Journals

Choose your area of interest:

	Resources for:
	Authors
	Librarians
	Booksellers
	Journalists
	Advertisers
	Business Customers
	Lecturers
	Licenses

ChemistryViews

MaterialsViews

wileyPLUS

WileyOnline Library

Wiley JobNetwork

Wiley STMData

Ernst & Sohn

Donea, Jean / Huerta, Antonio Finite Element Methods for Flow Problems 1. Edition April 2003 139.- Euro 2003. 362 Pages, Hardcover - Textbook - ISBN 978-0-471-49666-3 - John Wiley & Sons
Buy now E-Books are also available on all known E-Book shops.

Short description In recent years, there have been a number of advances in the development of stable and accurate finite element procedures for approximating numerically a wide range of fluid mechanics problems. Taking an engineering rather than a mathematical approach, the Finite Element Method details the fundamentals of stabilized finite element methods for analyzing steady and time-dependent fluid mechanics problems. Characterized by a simplicity of presentation, the book's topical range reaches the forefront of current research in several areas of computational fluid dynamics. From the contents Preface. 1. Introduction and preliminaries. Finite elements in fluid dynamics. Subjects covered. Kinematical descriptions of the flow field. The basic conservation equations. Basic ingredients of the finite element method. 2. Steady transport problems. Problem statement. Galerkin approximation. Early Petrov-Galerkin methods. Stabilization techniques. Other stabilization techniques and new trends. Applications and solved exercises. 3. Unsteady convective transport. Introduction. Problem statement. The methods of characteristics. Classical time and space discretization techniques. Stability and accuracy analysis. Taylor-Galerkin Methods. An introduction to monotonicity-preserving schemes. Least-squares-based spatial discretization. The discontinuous Galerkin method. Space-time formulations. Applications and solved exercises. 4. Compressible Flow Problems. Introduction. Nonlinear hyperbolic equations. The Euler equations. Spatial discretization techniques. Numerical treatment of shocks. Nearly incompressible flows. Fluid-structure interaction. Solved exercises. 5. Unsteady convection-diffusion problems. Introduction. Problem statement. Time discretization procedures. Spatial discretization procedures. Stabilized space-time formulations. Solved exercises. 6. Viscous incompressible flows. Introduction Basic concepts. Main issues in incompressible flow problems. Trial solutions and weighting functions. Stationary Stokes problem. Steady Navier-Stokes problem. Unsteady Navier-Stokes equations. Applications and Solved Exercices. References. Index.

	Online book
	Short description
	Detailed description
	Author affiliation

Related Books
	Numerical Calculation of Lubrication Methods and Programs Nanoimprint Technology Nanotransfer for Thermoplastic and Photocurable Polymers Computer Architecture and Security Fundamentals of Designing Secure Computer Systems
	[more >>]

Related Journals
	PAMM ZAMM Mathematische Nachrichten
[more>>]

Special Offers
	Holik, Herbert (ed.) Handbook of Paper and Board 249.- Euro valid until 31 July 2013
	[more offers >>]

Tell a friend RSS Feeds Print-Version Sitemap

©2013 Wiley-VCH Verlag GmbH & Co. KGaA - Provider
http://www.wiley-vch.de - mailto: info@wiley-vch.de
Data Protection