Using a neural network in a thermophysical problem

M. Vinogradov, A. Zabirov, I. Molotova, I. Molotov
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Abstract

This current work examines the use of an artificial neural network to predict the minimum film boiling temperature of a subcooled liquid at atmospheric and elevated pressures. To train the neural network, it was used more than 2000 different experimental data points were obtained during experiments on the experimental facility. In the current work, several models with different input parameters were considered. Liquid subcooling $\Delta$Tsub, thermophysical properties of the wall, thermophysical properties of liquid, Prandtl number Pr, Grashof number Gr, the linear scale of the cooled body D are used as input parameters. The output of the neural network is wall overheating $\Delta$ Tw. For training, 3 hidden layers with the number of neurons (15,10,3) are used. On average, after training, the prediction error for each model is ±30K, the root-mean-square error is about 10%.
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在热物理问题中使用神经网络
目前的工作研究了使用人工神经网络来预测过冷液体在大气和高压下的最低膜沸腾温度。为了训练神经网络,在实验设备上使用了2000多个不同的实验数据点。在目前的工作中,考虑了几种不同输入参数的模型。以液体过冷度$\Delta$Tsub、壁面热物理性质、液体热物理性质、普朗特数Pr、格拉什夫数Gr、被冷却体的线性尺度D作为输入参数。神经网络的输出是wall过热$\Delta$ Tw。对于训练,使用3个隐藏层,神经元数量分别为(15,10,3)。平均而言,经过训练后,每个模型的预测误差为±30K,均方根误差约为10%。
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