
Mathematical Models of Fluiddynamics
Modelling, Theory, Basic Numerical Facts - An Introduction
Résumé
The author introduces the reader to mathematical modeling, theoretical treatment of the underlying physical laws and the construction and effective use of numerical procedures to describe the behavior of the dynamics of physical flow. Both students and experts intending to control or predict the behavior of fluid flows by theoretical and computational fluid dynamics will benefit from the combination of all relevant aspects in one handy volume.
From the contents:- Euler equations fo inviscid flows
- Potential flows
- Buoyancy formulas
- Sound propagation
- Basic mathematical theory of conservations laws
- Rough continuum model of one-way traffic flow
- Entropy concepts
- Navier-Stokes equation of viscid flows
- Poiseuille flow
- Boundary layer equations
- Existence and numerical approximation of weak solutions of conservation laws
- Lax-Richtmyer theory of finite difference methods for linear problems
- CFL-condition
- Stability of laminar flows
- Finite volume methods on unstructured grids
Contents
- Ideal Fluids
- Weak Solutions of Conservation Laws
- Entropy Conditions
- The Riemann Problem
- Real Fluids
- Existence Proof for Entropy Solutions by Means of Discretization Procedures
- Types of Discretization Principles
L'auteur - Rainer Ansorge
Rainer Ansorge studied Mathematics and Physics at the
Free University and Technical University (TU) of Berlin,
Germany. After positions as computational engineer at the
Volkswagen Company (1956), Assistent Professor and
Associate Professor (1968) at the TU Clausthal, he became
Full Professor of Mathematics at the University of Hamburg,
Germany (1969). He was one of the founders of the TU
Hamburg-Harburg (1974-1986). His scientific research
activities are covering more than 20 countries. Prof.
Ansorge is member of the European Academy of Sciences and
Arts (Vienna), of the New York Academy of Sciences and the
GAMM.
Caractéristiques techniques
PAPIER | |
Éditeur(s) | Wiley |
Auteur(s) | Rainer Ansorge |
Parution | 20/01/2003 |
Nb. de pages | 188 |
Format | 17,5 x 24,5 |
Couverture | Relié |
Poids | 502g |
Intérieur | Noir et Blanc |
EAN13 | 9783527403974 |
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