Numerical Schemes for Conservation Laws

Buch | Hardcover

VIII, 508 Seiten

1997 | 1., 997
Vieweg & Teubner (Verlag)
978-3-519-02720-1 (ISBN)

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In this book upwind methods are studied systematically for initial value problems for scalar conservation laws in one- and multidimensions. The mathematical theory for the convergence theory and for a priori error estimation is presented in detail for structured (finite difference methods) as well as for unstructured grids (finite volume methods). Higher order schemes are also included.§In the second part of this book the algorithms for scalar equations are generalized to systems of conservation laws in one- and multidimensions. The most powerful schemes for the discretization of systems are described and numerical examples are presented. In particular, local grid refinement has been taken into account.§For linear systems and nonlinear scalar conservation laws the initial boundary value problem is also considered.

Reihe/Serie	Advances in Numerical Mathematics
Co-Autor	Dietmar Heinrich Kröner
Sprache	deutsch
Gewicht	984 g
Einbandart	gebunden
Themenwelt	Technik ► Elektrotechnik / Energietechnik
Schlagworte	Advances in Numerical Mathematics • Numerik
ISBN-10	3-519-02720-8 / 3519027208
ISBN-13	978-3-519-02720-1 / 9783519027201
Zustand	Neuware