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Sensitivity Issues in Finite-Difference Large-Eddy Simulations of the Atmospheric Boundary Layer with Dynamic Subgrid-Scale Models

机译:动态亚网格尺度模型在大气边界层有限差分大涡模拟中的敏感性问题

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摘要

The neutral atmospheric boundary layer (ABL) is simulated by finite-difference large-eddy simulations (LES) with various dynamic subgrid-scale (SGS) models. The goal is to understand the sensitivity of the results to several aspects of the simulation set-up: SGS model, numerical scheme for the convective term, resolution, and filter type. Three dynamic SGS models are tested: two scale-invariant models and the Lagrangian-averaged scale-dependent (LASD) model. The results show that the LASD model has the best performance in capturing the law-of-the-wall, because the scale invariance hypothesis is violated in finite-difference LES. Two forms of the convective term are tested, the skew-symmetric and the divergence forms. The choice of the convective term is more important when the LASD model is used and the skew-symmetric scheme leads to better simulations in general. However, at fine resolutions both in space and time, the sensitivity to the convective scheme is reduced. Increasing the resolution improves the performance in general, but does not better capture the law of the wall. The box and Gaussian filters are tested and it is found that, combined with the LASD model, the Gaussian filter is not sufficient to dissipate the small numerical noises, which in turn affects the large-scale motions. In conclusion, to get the most benefits of the LASD model within the finite-difference framework, the simulations need to be set up properly by choosing the right combination of numerical scheme, resolution, and filter type.
机译:中性大气边界层(ABL)通过具有各种动态子网格规模(SGS)模型的有限差分大涡模拟(LES)进行模拟。目的是了解结果对模拟设置的多个方面的敏感性:SGS模型,对流项的数值方案,分辨率和滤波器类型。测试了三个动态SGS模型:两个尺度不变模型和拉格朗日平均尺度依赖(LASD)模型。结果表明,由于有限差分LES违反了尺度不变性假设,因此LASD模型在捕获壁垒法方面具有最佳性能。测试了对流项的两种形式,斜对称形式和发散形式。当使用LASD模型时,对流项的选择更为重要,而偏斜对称方案通常会带来更好的模拟。但是,在空间和时间上都具有高分辨率的情况下,对流方案的灵敏度会降低。通常,提高分辨率可以提高性能,但不能更好地捕捉墙的规律。对箱形滤波器和高斯滤波器进行了测试,发现与LASD模型结合使用时,高斯滤波器不足以消散较小的数字噪声,进而影响大范围的运动。总之,为了在有限差分框架内获得LASD模型的最大收益,需要通过选择数值方案,分辨率和滤波器类型的正确组合来正确设置仿真。

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