Field inversion machine learning augmented turbulence modeling for time-accurate unsteady flow

Lean Fang, Ping He
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Abstract

Field inversion machine learning (FIML) has the advantages of model consistency and low data dependency and has been used to augment imperfect turbulence models. However, the solver-intrusive field inversion has a high entry bar, and existing FIML studies focused on improving only steady-state or time-averaged periodic flow predictions. To break this limit, this paper develops an open-source FIML framework for time-accurate unsteady flow, where both spatial and temporal variations of flow are of interest. We augment a Reynolds-Averaged Navier–Stokes (RANS) turbulence model's production term with a scalar field. We then integrate a neural network (NN) model into the flow solver to compute the above augmentation scalar field based on local flow features at each time step. Finally, we optimize the weights and biases of the built-in NN model to minimize the regulated spatial-temporal prediction error between the augmented flow solver and reference data. We consider the spatial-temporal evolution of unsteady flow over a 45° ramp and use only the surface pressure as the training data. The unsteady-FIML-trained model accurately predicts the spatial-temporal variations of unsteady flow fields. In addition, the trained model exhibits reasonably good prediction accuracy for various ramp angles, Reynolds numbers, and flow variables (e.g., velocity fields) that are not used in training, highlighting its generalizability. The FIML capability has been integrated into our open-source framework DAFoam. It has the potential to train more accurate RANS turbulence models for other unsteady flow phenomena, such as wind gust response, bubbly flow, and particle dispersion in the atmosphere.
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场反演机器学习增强型湍流建模,用于时间精确的非稳态流动
场反演机器学习(FIML)具有模型一致性和低数据依赖性的优点,已被用于增强不完善的湍流模型。然而,求解器侵入式场反演的门槛较高,而且现有的 FIML 研究仅侧重于改进稳态或时间平均周期性流动预测。为了打破这一限制,本文开发了一个开源的 FIML 框架,用于时间精确的非稳态流,其中流动的空间和时间变化都很重要。我们用标量场增强了雷诺平均纳维-斯托克斯(RANS)湍流模型的生成项。然后,我们将神经网络(NN)模型集成到流动求解器中,根据每个时间步的局部流动特征计算上述增强标量场。最后,我们对内置神经网络模型的权重和偏差进行优化,以尽量减小增强流量求解器与参考数据之间的调节时空预测误差。我们考虑的是 45° 斜面上非稳态流的时空演化,仅使用表面压力作为训练数据。经过非稳态-FIML 训练的模型可以准确预测非稳态流场的时空变化。此外,训练模型对各种斜角、雷诺数和训练中未使用的流动变量(如速度场)都表现出相当高的预测精度,突出了其通用性。FIML 功能已集成到我们的开源框架 DAFoam 中。它有可能为其他非稳态流动现象训练更精确的 RANS 湍流模型,如阵风响应、气泡流动和大气中的颗粒扩散。
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