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Compressible Flow SUPG Stabilization Parameters Computed from Degree-of-freedom Submatrices

机译:从自由度子矩阵计算可压缩流量SUPG稳定参数

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We present, for the SUPG formulation of inviscid compressible flows, stabilization parameters defined based on the degree-of-freedom submatrices of the element-level matrices. With 2D steady-state test problems involving supersonic flows and shocks, we compare these stabilization parameters with the ones defined based on the full element-level matrices. We also compare them to the stabilization parameters introduced in the earlier development stages of the SUPG formulation of compressible flows. In all cases the formulation includes a shock-capturing term involving a shock-capturing parameter. We investigate the difference between updating the stabilization and shock-capturing parameters at the end of every time step and at the end of every nonlinear iteration within a time step. The formulation includes, as an option, an algorithmic feature that is based on freezing the shock-capturing parameter at its current value when a convergence stagnation is detected.
机译:对于无粘性可压缩流的SUPG公式,我们提出了基于元素级矩阵的自由度子矩阵定义的稳定参数。对于涉及超声速流动和冲击的2D稳态测试问题,我们将这些稳定参数与基于完整元素级矩阵定义的参数进行比较。我们还将它们与SUPG可压缩流配方早期开发阶段引入的稳定参数进行比较。在所有情况下,配方中都包含一个涉及冲击捕获参数的冲击捕获项。我们研究在每个时间步结束时和在一个时间步中每次非线性迭代结束时更新稳定参数和冲击捕捉参数之间的差异。作为选择,该公式包括一种算法功能,该功能基于检测到收敛停滞时将震荡捕捉参数冻结在其当前值。

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