Finite Difference Schemes for Scalar Conservation Laws with Source Terms
H. J. Schroll and R. Winther
Explicit and semi--implicit finite difference schemes approximating
nonhomogenous scalar conservation laws are analyzed. Optimal error
bounds independent of the stiffness of the underlying equation are presented.
- Available as PostScript
- Finite Difference Schemes for Scalar Conservation Laws with Source Terms
- H. J. Schroll ,
- R. Winther,
- Publishing information:
- IMA J. Num. Anal., 1996(16), pp 201-215.
- Submitted by:
August 26 1996.
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