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Development of a k–ω–ϕ–α turbulence model based on elliptic blending and applications for near-wall and separated flows

机译:基于椭圆混合的k–ω–ϕ–α湍流模型的开发及其在近壁和分离流中的应用

摘要

A new turbulence model based on elliptic blending, termed as k − ω − ϕ − α model, is developed. This model uses the latest version of Wilcox's k − ω model in near-wall region and changes gradually to the BL−v2/K model elsewhere. The capabilities of the present model are evaluated on near-wall and separation flows, i.e. the 2D fully developed channel flow, the asymmetric plane diffuser flow and the 2D backward-facing step flow, in comparison with available direct numerical simulation (DNS) and experimental data. The computational results are compared also to those from the popular BL−v2/K model and the original BL−v2/K model, and the present model is more stable than the BL−v2/K model in complex flows. The present model provides indistinguishable velocity profiles and improved turbulent kinetic energy profiles compared to the BL−v2/K model in the channel flow, while in the separation flows tested herein, the present model can obtain comparable results with the BL−v2/K model, and both of them show improvements to some extent compared with the BL−v2/K model.
机译:建立了基于椭圆混合的新湍流模型,称为k-ω-−-α模型。该模型在近壁区域使用了最新版本的Wilcox的k-ω模型,并在其他地方逐渐变为BL-v2 / K模型。与可用的直接数值模拟(DNS)和实验相比,本模型的能力在近壁和分离流(即2D完全展开的通道流,非对称平面扩散器流和2D朝后的阶梯流)上进行了评估。数据。计算结果也与流行的BL-v2 / K模型和原始BL-v2 / K模型的计算结果进行了比较,在复杂流中,本模型比BL-v2 / K模型更稳定。与BL-v2 / K模型相比,本模型在通道流中提供了不可区分的速度分布和改善的湍动能分布,而在本文测试的分离流中,本模型可以获得与BL-v2 / K模型可比的结果,并且与BL-v2 / K模型相比,它们都显示出一定程度的改进。

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