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首页> 外文期刊>International journal of non-linear mechanics >The Riemann problem for the Suliciu relaxation system with the double-coefficient Coulomb-like friction terms
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The Riemann problem for the Suliciu relaxation system with the double-coefficient Coulomb-like friction terms

机译:具有双系数类库仑摩擦项的苏里休弛豫系统的黎曼问题

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摘要

We solve the Riemann problem for the Suliciu relaxation system with the Coulomb-like friction terms containing two constant friction coefficients. The exact Riemann solutions involving delta shock waves and contact discontinuities are obtained constructively. Via deriving the generalized Rankine-Hugoniot relations of delta shock waves in detail, all of the position, propagation speed and strength of the delta shock wave are given concretely under a suitable entropy condition. Based on this, we clearly analyze the influence of the Coulomb-like friction terms on the Riemann solutions of the Suliciu relaxation system.
机译:我们使用包含两个恒定摩擦系数的类库仑摩擦项来解决Suliciu松弛系统的黎曼问题。构造性地获得了涉及δ冲击波和接触不连续性的精确黎曼解。通过详细推导三角波冲击波的广义兰金-休格尼奥关系,具体给出了在适当的熵条件下三角波冲击波的所有位置,传播速度和强度。在此基础上,我们清楚地分析了库仑式摩擦项对Suliciu松弛系统的Riemann解的影响。

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