On wavewise entropy inequalities for high-resolution schemes with source terms i
On wavewise entropy inequalities for high-resolution schemes with source terms i the semi-discrete case Yang, Huanan
ISBN: 0493035109
Summary:
We use the method of wavewise entropy inequalities for the numerical
analysis of hyperbolic conservation laws with source terms. This
approach is based on a extremum tracking theory introduced by Yang
[24] and Vol'pert's theory of BV solutions. The method yields
criteria for convergence of the numerical solution towards the
entropy solution.
Notes:
Major Professor: Huanan Yang.
Thesis (Ph.D.)--Kansas State University, 2000.
Electronic reproduction.Ann Arbor, MI: ProQuest Information and
Learning Company,2003.System requirements: Adobe Acrobat
Reader.Available via World Wide Web.Digital version of: On wavewise
entropy inequalities for high-resolution schemes with source terms I:
the semi-discrete case.
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