论文标题

用于外部空气动力学的自我批判的机器学习壁模型LE

Self-critical machine-learning wall-modeled LES for external aerodynamics

论文作者

Lozano-Durán, Adrián, Bae, Hyunji Jane

论文摘要

飞机空气动力学量的预测仍然是计算流体动力学最紧迫的挑战之一。飞机空气动力学本质上是湍流的,平均流动三维性,通常伴随着层流到腹部的过渡,流动分离,拐角处的次级流动和冲击波形成。但是,最广泛的壁模型是建立在统计范围内壁构成的湍流的假设之上,并且不忠实地考虑了上述各种流量条件。这就提出了一个问题,即如何设计能够以可行的方式计算如此丰富而丰富的流量物理收集的模型。在这项工作中,我们建议通过将流程设计为构建基块的集合来应对墙壁建模挑战,该块的信息可以预测压力为墙壁。该模型依赖于以下假设:简单的规范流包含基本流体物理以设计准确的模型。使用三种类型的构件单元来训练模型:湍流通道流,湍流管道和湍流边界层具有分离。该有限的训练集将在模型的未来版本中扩展。该方法是使用两个互连的人工神经网络实现的:一个分类器,该分类器识别流量中每个构件的贡献;和一个预测因子,该预测因子通过建筑块单元的非线性组合估算壁应力。该模型的输出伴随着对预测的置信度。后一个值有助于检测模型表现不佳的区域,例如不代表用于训练模型的构建块的流动区域。该模型在代表外部空气动力应用的代表的情况下进行了验证:NASA联结流实验。

The prediction of aircraft aerodynamic quantities of interest remains among the most pressing challenges for computational fluid dynamics. The aircraft aerodynamics are inherently turbulent with mean-flow three-dimensionality, often accompanied by laminar-to-turbulent transition, flow separation, secondary flow motions at corners, and shock wave formation, to name a few. However, the most widespread wall models are built upon the assumption of statistically-in-equilibrium wall-bounded turbulence and do not faithfully account for the wide variety of flow conditions described above. This raises the question of how to devise models capable of accounting for such a vast and rich collection of flow physics in a feasible manner. In this work, we propose tackling the wall-modeling challenge by devising the flow as a collection of building blocks, whose information enables the prediction of the stress as the wall. The model relies on the assumption that simple canonical flows contain the essential flow physics to devise accurate models. Three types of building block units were used to train the model: turbulent channel flows, turbulent ducts and turbulent boundary layers with separation. This limited training set will be extended in future versions of the model. The approach is implemented using two interconnected artificial neural networks: a classifier, which identifies the contribution of each building block in the flow; and a predictor, which estimates the wall stress via non-linear combinations of building-block units. The output of the model is accompanied by the confidence in the prediction. The latter value aids the detection of areas where the model underperforms, such as flow regions that are not representative of the building blocks used to train the model. The model is validated in a unseen case representative of external aerodynamic applications: the NASA Juncture Flow Experiment.

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