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Application of Quadratic Constitutive Relation to One-Equation k-kL Turbulence Model

机译:二次构成关系在一方程K-KL湍流模型中的应用

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This paper analyzes the accuracy of the recently developed one-equation k-kL turbulence model with Quadratic Constitutive Relation (OCR) compared to the linear Boussinesq relation. The computational results for several benchmark cases from NASA TMR are compared to the results from other widely used one-equation turbulence models, such as Spalart-Allmaras model (SA) and Wray-Agarwal model (WA). In particular, one-equation k-kL-QCR model shows good agreement with experimental and DNS data, especially for supersonic flow in a square duct where the effect of QCR is clearly visible in capturing the secondary flow vortices which is not feasible with the any standard model without QCR. In several other test cases, k-kL-QCR model improves the results predicted by k-kL model.
机译:本文与线性BoussinesQ关系相比,分析了与二次构成关系(OCR)的最近开发的单位K-KL湍流模型的准确性。将来自NASA TMR的若干基准案例的计算结果与其他广泛使用的单一方程湍流模型的结果进行比较,例如Spalart-Allmaras模型(SA)和Wray-Agarwal模型(WA)。特别地,单一等式K-KL-QCR模型与实验和DNS数据显示出良好的一致性,特别是对于在捕获QCR的效果的方形管道中的超音速流动,在捕获与任何不可行的次要流动涡流时清晰可见没有QCR的标准模型。在其他几种测试用例中,K-KL-QCR模型改善了K-KL模型预测的结果。

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