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High-order DES and zonal LES of a Labyrinth Seal

机译:迷宫印章的高阶DES和纬向LES

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摘要

Hybrid numerical large eddy simulation (NLES) and detached eddy simulation (DES) methods are assessed on a labyrinth seal geometry. A high sixth order discretization scheme is used and is validated using a test case of a two dimensional vortex. The hybrid approach adopts a new blending function and along with DES is initially validated using a simple cavity flow. The NLES method is also validated outside of RANS zones. It is found that there is very little resolved turbulence in the cavity for the DES simulation. For the labyrinth sea! calculations the DES approach is problematic giving virtually no resolved turbulence content. It is seen that over the tooth tips the extent of the LES region is small and is likely to be a strong contributor to excessive flow damping in these regions. On the other hand the zonal Hamilton-Jacobi approach did not suffer from this trait. In both cases the meshes used are considered to be hybrid RANS-LES adequate. Fortunately (or perhaps unfortunately) the DES profiles are in agreement with the time mean experimental measurements. It is concluded that for an inexperienced CFD practitioner this could have wider implications particularly if transient results such as unsteady loading are desired.
机译:在迷宫式密封几何形状上评估了混合数值大涡模拟(NLES)和分离涡模拟(DES)的方法。使用高六阶离散化方案,并使用二维涡旋测试案例对其进行了验证。混合方法采用了新的混合功能,并且最初使用简单的腔流对DES与DES进行了验证。 NLES方法也在RANS区域之外得到了验证。已发现,对于DES模拟,空腔中的分辨湍流非常小。对于迷宫般的海洋!计算DES方法存在问题,几乎没有解决湍流问题。可以看出,在齿尖上,LES区域的范围很小,并且很可能是这些区域中过大流量阻尼的重要因素。另一方面,区域性的汉密尔顿-雅各比方法没有遭受该特征的影响。在这两种情况下,使用的网格都被认为是足够的混合RANS-LES。幸运的是(或不幸的是)DES分布与时间平均实验测量值一致。结论是,对于没有经验的CFD从业人员,这可能具有更广泛的含义,尤其是在需要瞬时结果(例如不稳定载荷)的情况下。

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