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具有古典弱解二维双典型守恒律组Riemann问题

The Riemann Problem for a Two-dimensional Hyperbocic System of Conservation Laws with Non-classical weak solutions:Some One-Rinitial data
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摘要 本文讨论一类初值含稀疏波的二维双曲型守恒律Riemann问题。共分八种情形,由于问题的复杂性,我们只讨论其中的一种情形。一种非生古典波出现在Riemann解中。 The Riemann problem for a two-dimensional 2 × 2 nonstrictly hyperbolic sys-tem of nonlinear conservation laws with one-rarefaction initial data was considered. There were eight cases,only one of which was discussed. Riemann solutions contained the non-clas-sical shock waves which were the supports of linear functionals.
作者 胡家信
出处 《长沙大学学报》 1997年第2期10-13,共4页 Journal of Changsha University
基金 国家自然科学基金(青年项)资助
关键词 双曲型守恒律 黎曼问题 稀疏波 古典弱解 Riemann problem, two-dimensional conservation laws, non-classical weak solutions.
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