作者: D. Calhoun , R. J. LeVeque
关键词: Finite volume method 、 Quadrilateral 、 Euler equations 、 Regular grid 、 Grid 、 Hexahedron 、 Computational science 、 Adaptive mesh refinement 、 Computer science 、 Context (language use)
摘要: We test a high-resolution wave-propagation algorithm for hyperbolic conservation laws on mapped quadrilateral and hexahedral grids in the context of adaptive mesh refinement. discuss some issues related to using non-Cartesian with AMR study problem which grid refinement interface is fixed space highly skewed portion grid. Smooth shock-wave solutions Euler equations are used investigate possibility that spurious reflections or other numerical errors might be generated at interface.