A system of conservation laws with a relaxation term
Hans Joachim Schroll, Aslak Tveito, and Ragnar Winther
We consider a $2\times2$ system of conservation laws
including a stiff relaxation term. Well-posedness of the
system, the rate of convergence to equilibrium, and the
rate of convergence for a finite difference scheme is
discussed. Also a numerical example is presented.
- Available as PostScript
- A system of conservation laws with a relaxation term
- Hans Joachim Schroll,
- Aslak Tveito ,
- Ragnar Winther,
- Publishing information:
- In proceedings of the fifth int. conf. on hyperbolic problems, Stony
Brook, 1994, eds: Glimm, Graham, Grove & Plohr, pp. 431-440.
- The ps-file is 217 Kb
- Submitted by:
August 12 1996.
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