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An oscillation-free high order TVD/CBC-based upwind scheme for convection discretization

机译:对流离散化的基于无振荡高阶TVD / CBC的迎风方案

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An oscillation-free high order scheme is presented for convection discretization by using the normalized-variable formulation in the finite volume framework. It adopts the cubic upwind interpolation scheme as the basic scheme so as to obtain high order accuracy in smooth solution domain. In order to avoid unphysical oscillations of numerical solutions, the present scheme is designed on the TVD (total variational diminishing) constraint and CBC (convection boundedness criterion) condition. Numerical results of several linear and nonlinear convection equations with smooth or discontinuous initial distributions demonstrate the present scheme possesses second-order accuracy, good robustness and high resolution.
机译:通过使用有限体积框架中的归一化变量公式,提出了对流离散化的无振荡高阶方案。它采用三次迎风插值方案作为基本方案,从而在平滑解域中获得较高的阶次精度。为了避免数值解的非物理振荡,在TVD(总变分递减)约束和CBC(对流有界准则)条件下设计了本方案。几个具有平滑或不连续初始分布的线性和非线性对流方程的数值结果表明,该方案具有二阶精度,良好的鲁棒性和高分辨率。

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