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On the Scale Similarity in Large Eddy Simulation.A proposal of a new model

机译:论大型涡仿真中的规模相似性。新模型的提议

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Among the most common LES models present in literature there are the Eddy Viscosity-type models. In these models the subgrid scale(SGS)stress tensor is related to the resolved strain rate tensor through a scalar eddy viscosity coefficient.These models are affected by three fundamental drawbacks:they are purely dissipative,i.e.they cannot account for back scatter;they assume that the principal axes of the resolved strain rate tensor and SGS stress tensor are aligned;and that a local balance exists between the SGS turbulent kinetic energy production and its dissipation. Scale similarity models(SSM)were created to overcome the drawbacks of eddy viscosity-type models.The SSM models,such as that of Bardina et al.and that of Liu et al.,assume that scales adjacent in wave number space present similar hydrodynamic features. This similarity makes it possible to effectively relate the unresolved scales,represented by the modified Cross tensor and the modified Reynolds tensor,to the smallest resolved scales represented by the modified Leonard tensor[1]or by a term obtained through multiple filtering operations at different scales [2]. The models of Bardina et al.and Liu et al.are affected,however,by a fundamental drawback:they are not dissipative enough,i.e they are not able to ensure a sufficient energy drain from the resolved scales of motion to the unresolved ones. In this paper it is shown that such a drawback is due to the fact that such models do not take into account the smallest unresolved scales where the most dissipation of turbulent SGS energy takes place. A new scale similarity LES model that is able to grant an adequate drain of energy from the resolved scales to the unresolved ones is presented.The SGS stress tensor is aligned with the modified Leonard tensor. The coefficient of proportionality is expressed in terms of the trace of the modified Leonard tensor and in terms of the SGS kinetic energy(computed by solving its balance equation). The validity of the proposed model was tested through channel flow simulation with friction- velocity-based Reynolds numbers ranging from 180 to 2340.
机译:在文献中存在的最常见的LES模型中,有涡流型型号。在这些模型中,子级刻度(SGS)应力张量通过标量涡流系数与分辨的应变速率张量有关。这些模型受三个基本缺点的影响:它们纯粹是耗散的,Iethey不能解释背部散射;他们假设分辨的应变速率张量和SGS应力张量的主要轴子对齐;并且在SGS湍流动能产生和耗散之间存在局部平衡。创建比例相似性模型(SSM)以克服涡粘度型模型的缺点。SSM模型,例如Bardina等人的效型。,刘等人的型号,假设在波数空间中相邻的尺度存在类似的流体动力学特征。这种相似性使得可以有效地将由修改的横向卷和修改的reynolds tensor表示的未找到尺度相关联,到由修改的leonard tensor [1]表示的最小解析的尺度,或者通过在不同尺度上通过多滤波操作获得的术语[2]。然而,Bardina等人的模型受到了根本的缺点:它们不够耗散,即他们无法确保从已解析的运动尺度到未解决的尺度的充分节能。在本文中,表明这种缺点是由于这种模型不考虑最小的未解决的尺度,其中发生湍流的SGS能量的最大耗散。介绍了能够从已解析的尺度授予从已解析的尺度到未解决的尺度的新的尺度相似性LES模型。SGS应力张量与改进的leonard张量对齐。以修饰的leonard张量的痕迹以及SGS动能(通过求解其平衡方程来计算)的痕迹表示比例系数。通过频道流模拟测试所提出的模型的有效性,其摩擦速度基雷诺数为180至2340。

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