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拟线性对称双曲型方程组在劈状区域内的合格边值问题
BOUNDARY VALUE PROBLEMS FOR QUASILINEAR SYMMETRIC HYPERBOLIC SYSTEMS IN WEDGE DOMAIN
【摘要】 本文考虑在劈状区域内拟线性对称双曲型方程组的边值问题,在对边界条件的一定限制下,给出了通常Sobolev模的能量估计并证明了解的存在性,并用同样方法讨论了小交角区域内对称双曲型方程组的初边值问题。
【Abstract】 Boundary value Problems are considered for quasilinear symmetric hyperbolicsystems in the wedge domain. Under certain restrictions upon the boundary condi-tions, the energy estimate is given in the usual Sobolev norm and the existence ofsolution is proved. A similar method applies to the discussion of the initial boundaryvalue problems for symmetric hyperbolic system in a domain with nearly plain corners.
【关键词】 对称双曲型方程组;
边值问题;
劈状区域。;
【Key words】 symmetric hyperbolic system; boundary value problem; wedge domain.;
【Key words】 symmetric hyperbolic system; boundary value problem; wedge domain.;
- 【文献出处】 复旦学报(自然科学版) ,Journal of Fudan University , 编辑部邮箱 ,1988年02期
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