首页> 外文会议>The Tenth Annual Conference of the CFD Society of Canada, Jun 9-11, 2002, Windsor, Ontario >LOCALIZATION OF THE DYNAMIC TWO-PARAMETER SUBGRID-SCALE MODEL AND APPLICATION TO NEAR-WALL TURBULENT FLOWS
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LOCALIZATION OF THE DYNAMIC TWO-PARAMETER SUBGRID-SCALE MODEL AND APPLICATION TO NEAR-WALL TURBULENT FLOWS

机译:动态两参数亚尺度模型的定位及其在近壁湍流中的应用

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The dynamic two-parameter mixed model (DTPMM) has been recently introduced in the large eddy simulation (LES). However, current approaches in the literatures are mathematically inconsistent. In this paper, the DTPMM has been optimized using the functional variational method. The mathematical inconsistency has been removed and a governing system of two integral equations for the model coefficients of the DTPMM has been obtained. An effective solver has been proposed to solve this complex integral system. Turbulent Couette flow is used in numerical simulations to validate this new optimal DTPMM and some significant features have been obtained. Coherent structures relating to the vortex motion of large vortices have been investigated, using the vortex λ_2-definition of Jeong and Hussain (1995). The numerical results agree with the classical wall law of von Karman (1939) and experimental correlation of Aydin and Leutheusser (1991).
机译:动态两参数混合模型(DTPMM)最近已在大型涡流仿真(LES)中引入。但是,目前文献中的方法在数学上是不一致的。在本文中,DTPMM已使用功能变分方法进行了优化。消除了数学上的矛盾,并获得了DTPMM模型系数的两个积分方程的控制系统。已经提出了一种有效的求解器来解决这个复杂的积分系统。在数值模拟中使用湍流Couette流来验证这种新的最佳DTPMM,并获得了一些重要功能。利用Jeong and Hussain(1995)的旋涡λ_2定义,研究了与大旋涡的旋涡运动有关的相干结构。数值结果与von Karman(1939)的经典墙定律以及Aydin和Leutheusser(1991)的实验相关性吻合。

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