Lecture Notes on Numerical Methods for Hyperbolic Equations

Lecture Notes on Numerical Methods for Hyperbolic Equations

Vazquez-Cendon, Elena

Taylor & Francis Ltd

10/2024

144

Mole

9781032930183

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Foreword

Preface

Scientific committee of the short course

Nonlinear hyperbolic conservation laws-a brief informal introduction, S. Karni

First order schemes for the Euler equations, R. Abgrall

High-order accuracy: Monotonicity and non-linear methods, E.F. Toro

High-order schemes for multidimensional hyperbolic problems, M. Dumbser

A numerical method for the simulation of turbulent mixing and its basis in mathematical theory, T. Kaman, H. Lim, Y. Yu, D. Wang, Y. Hu, J.-D. Kim, Y. Li, L. Wu, J. Glimm, X. Jiao, X.-L. Li & R. Samulyak

Author index
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Discontinuous Galerkin Finite Element Methods;riemann;Riemann Problem;problem;CFL Condition;flux;Numerical Flux;reconstruction;HLL Scheme;polynomial;Incompressible Euler Equation;weak;Linear Advection Equation;solution;Local Truncation Error;linear;Reconstruction Polynomial;advection;WENO Scheme;finite;SGS Model;Front Tracking;Numerical Flux Functions;Time Discretization;Unstructured Triangular Meshes;Traveling Wave Solutions;TVD Runge Kutta Method;Finite Volume Schemes;Von Neumann Method;Statistical Coarse Graining;Riemann Invariants;Monotone Scheme;Mesh Block;ENO Scheme;Finite Difference Methods