二维空气动力学方程组分三片Riemann问题的数值解(Ⅰ)初值分布只含接触间断

NUMERICAL SOLUTIONS OF RIEMANN PROBLEMS IN THREE-PIECES FOR 2-D GAS DYNAMICS SYSTEMS (Ⅰ) ONLY CONTAIN CONTACT DISCONTINUITIES

  • 摘要: 对二维空气动力学方程组的分三片Riemann问题中只含接触间断的情况进行分类分析,并利用文献1所提出的正规三角形网格上Taylor-FVMMmB差分格式对该问题进行数值计算。从数值结果来看,分三片Riemann问题是二维空气动力学方程组Riemann问题中的最简单的初值分布,所形成解的结构也是最基本的。

     

    Abstract: Riemann problems in three-pieces, which only contains contact discontinuities on initial data, are dassified for 2-D gas dynamics systems, and numerical solutions of the Riemann problems are presented by using Taylor-FVM MInB difference schemes derived in 1.From the numerical results, it is shown that Riemann problem in three-pleas is the simplest cases in Riernann problems for 2-D gas dynamics systems, and the solution structure is basic one.

     

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