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A two-dimensional TVD scheme for incompressible turbulent flows with pseudo-compressibility method

机译:伪压缩法求解不可压缩湍流的二维TVD格式

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A finite-difference Total Variation Diminishing (TVD) numerical model for solving two-dimensional incompressible turbulent flow problems based on the pseudo-compressibility method is developed. Numerical simulations for modelling a backward-facing step flow, a flow over a surface-mounted square rib, and a flow around a square cylinder displaying an unsteady vortex shedding process were implemented and validated by comparing with the available experimental data and other numerical results. The TVD scheme with a proper turbulence model has very good accuracy. The RNG and Chen-Kim k - ∈ turbulence models have much better ability of predicting the vortex structure and flow separation characteristics than the standard k - ∈ model.
机译:建立了基于拟压缩性方法求解二维不可压缩湍流问题的有限差分全变差(TVD)数值模型。通过与可用的实验数据和其他数值结果进行比较,实现并验证了用于模拟后向步进流,表面安装的方肋上的流以及显示不稳定涡流脱落过程的方圆柱周围的流的数值模拟。具有适当湍流模型的TVD方案具有非常好的准确性。与标准k-ε模型相比,RNG和Chen-Kim k-ε湍流模型具有更好的预测涡旋结构和流分离特性的能力。

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