NASA NTRS · 19900018674
Hyperbolic conservation laws and numerical methods
Abstract
The mathematical structure of hyperbolic systems and the scalar equation case of conservation laws are discussed. Linear, nonlinear systems and the Riemann problem for the Euler equations are also studied. The numerical methods for conservation laws are presented in a nonstandard manner which leads to large time steps generalizations and computations on irregular grids. The solution of conservation laws with stiff source terms is examined.
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Leveque, Randall J.. 1990-01-01. Hyperbolic conservation laws and numerical methods. https://ntrs.nasa.gov/citations/19900018674
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