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Finite element implementation of large eddy simulation for separated flows

机译:分离流大涡模拟的有限元实现

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摘要

In this paper, a finite element method is applied to the large eddy simulation of unsteady, vortex-shedding flows past a square cylinder. Galerkin FEM with linear, isoparametric elements is implemented. Unsteady computations are performed using the explicit (Euler) method, with a streamline upwind scheme for advection term. Subcycling strategy is incorporated into time integration. First, the results for two-dimensional, low Reynolds number flow with vortex shedding are presented to validate the computational methodology. Then, three-dimensional calculation of a flow past a square cylinder at Re = 22 000 is discussed. The Smagorinsky model is used for parametrization of the subgrid scales. No-slip wall condition is enforced. The computed mean and root mean square of pressure as well as wake structure are compared with numerical and experimental results reported by other researchers.
机译:在本文中,将有限元方法应用于流经方圆柱体的不稳定涡流的大涡模拟。实现了带有线性等参元素的Galerkin FEM。使用显式(Euler)方法以及对流项的简化上风方案来执行非定常计算。子循环策略已纳入时间积分。首先,提出了具有涡旋脱落的二维低雷诺数流的结果,以验证计算方法。然后,讨论了在Re = 22000处流过方筒的流的三维计算。 Smagorinsky模型用于子网格比例的参数化。实施防滑墙条件。将计算出的压力均方根和均方根以及尾流结构与其他研究人员报道的数值和实验结果进行了比较。

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