首页> 外文会议>ASME Fluids Engineering Division Meeting >A QUANTITATIVE ANALYSIS OF MACHINE LEARNING BASED REGRESSORS FOR PRESSURE RECONSTRUCTION IN PARTICLE IMAGE VELOCIMETRY APPLICATIONS
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A QUANTITATIVE ANALYSIS OF MACHINE LEARNING BASED REGRESSORS FOR PRESSURE RECONSTRUCTION IN PARTICLE IMAGE VELOCIMETRY APPLICATIONS

机译:粒子图像速度应用中压力重建的基于机器学习回归的定量分析

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With the recent advances in Artificial Intelligence, avenues for the application of Machine Learning (ML) are increasing in many engineering problems pertaining to Fluid Mechanics. Particle Image Velocimetry is an advanced fluid measurement technique but the pressure evaluation requires the data to be further processed. In the proposed work, we focus on developing a novel computational framework using Machine Learning techniques, primarily Artificial Neural Networks (ANN) to infer the pressure fields from velocity obtained from PIV data. The framework was tested for a case of flow over a periodic hill. The data for training was generated by performing LES simulations for different hill curves and Reynolds number. Various Regression models were developed in conjunction with the Adam and Limited Memory - BFGS (L-BFGS) optimizers and suitable activation functions. A detailed study of the performance of each model was done to determine the optimum values of the hyperparameters. Further, a comparative analysis of various models and the respective optimization algorithms used was performed. It was concluded that the multi-layered perceptron model with L - BFGS optimizer showed the best performance. Overall, it is observed that the models can predict the pressure values with a high degree of accuracy as confirmed by validation with the previous literature data.
机译:随着人工智能最近的进步,在有与流体力学相关的许多工程问题中,用于应用机器学习(ML)的应用的途径正在增加。粒子图像速度是一种先进的流体测量技术,但压力评估需要进一步处理数据。在拟议的工作中,我们专注于使用机器学习技术开发一种新颖的计算框架,主要是人工神经网络(ANN)来推断从PIV数据获得的速度的压力场。该框架被测试了在周期山上流动的情况。通过对不同的山曲线和雷诺数进行LES模拟来生成培训数据。各种回归模型与ADAM和有限的存储器 - BFGS(L-BFGS)优化器和合适的激活功能一起开发。对每个模型的性能进行详细研究,以确定普遍开心计的最佳值。此外,执行各种模型和所用各种优化算法的比较分析。得出结论是,具有L - BFGS优化器的多层Perceptron模型显示出最佳性能。总的来说,观察到模型可以通过与先前的文献数据的验证确认,以高精度预测压力值。

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