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Applying a non-equilibrium wall function in k-ε turbulent modelling of hydrodynamic circulating flow

机译:非平衡壁函数在水动力循环流k-ε湍流模拟中的应用

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摘要

Wall bounded flow with severe adverse pressure, separation, reattachment and stagnation has non-equilibrium (NE) exhibition. A wall function in turbulent flow is a remedy to avoid resolving near wall complex phenomena using predetermined functions as boundary conditions. The advantage of this case is permission to use a relatively coarse near wall cells and hence saving CPU time. Standard wall function (SWF) is a semi-empirical function that is just valid for constant shear near wall cell and local equilibrium flow. Popovac and Han-jalic introduced a non-equilibrium wall function as (PWF) with a blending method in v~2-f model. To investigate PWF in circulating flow, standard k-ε model that has key role in complex and expensive industrial problems is used in this study. The approach derived by Popovac and Hanjalic retains the functional form of the SWF and can be easily implemented in existing code. Simulation results are validated against direct numerical simulation (DNS) on channel and experimental data on backward facing step (BS) and a sharp U bend flow. Prediction with PWF shows that use of this wall function in k-ε model has not any sensitive change in near equilibrium flow. However, produces an improvement in NE conditions like flow in circulation zones.
机译:具有严重不利压力,分离,重新附着和停滞的壁流有非平衡(NE)表现。湍流中的壁函数是一种避免使用预定函数作为边界条件解决近壁复杂现象的方法。这种情况的优点是允许在壁单元附近使用相对较粗糙的单元,从而节省了CPU时间。标准壁函数(SWF)是一个半经验函数,仅对壁单元附近的恒定剪切力和局部平衡流有效。 Popovac和Han-jalic在v〜2-f模型中采用混合方法引入了一种非平衡壁函数(PWF)。为了研究循环流中的PWF,本研究使用了在复杂和昂贵的工业问题中具有关键作用的标准k-ε模型。 Popovac和Hanjalic派生的方法保留了SWF的功能形式,并且可以在现有代码中轻松实现。针对通道上的直接数值模拟(DNS)和向后的台阶(BS)和尖锐的U型弯流的实验数据,对仿真结果进行了验证。用PWF进行的预测表明,在k-ε模型中使用此墙函数在近平衡流中没有任何敏感的变化。但是,会改善NE条件,例如循环区中的流动。

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