Artificial neural networks application on average and stagnation Nusselt number prediction for impingement cooling of flat plate with helically coiled air jet

IF 1.6 4区 工程技术 Q3 ENGINEERING, MECHANICAL Journal of Thermal Science and Engineering Applications Pub Date : 2023-11-23 DOI:10.1115/1.4064139
Hany Fawaz, Mostafa Osama, Hussein Maghrabie
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Abstract

In order to estimate the average and stagnation Nusselt numbers for turbulent flow for impingement cooling of a flat plate with a helically coiled air jet, a new artificial neural network (ANN) model is presented in the present study. A new dataset of stagnation and average Nusselt numbers as a function of Reynolds number (Re) varied from 5000 to 30000, nozzle plate spacing ratio changed from 2 to 8, and jet helical angle varied from 0 to 60 degrees was created based on an experimental investigation. The ANN structure composed of three layers with hidden neurons of 14-10-8. The training process comprises feed-forward propagation of the selected input parameters, back-propagation with biases and weight adjustments, and loss function evaluation for the training and validation datasets. The activation function of the output layer is a linear function, and the rectified linear unit activation function is utilized in the hidden layers. The adaptive moment estimation algorithm(ADAM) is employed to minimize the loss function to accelerate the ANN training. For the ANN model, the mean absolute percent error values were 2.35% for the average Nusselt number and 2.52% for the stagnation Nusselt number. As a result, greater accuracy was obtained as compared to generalized correlations. According to the comparison of projected data with the outcomes of earlier experiments, the derived model's performance was validated and the findings showed outstanding accuracy.
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人工神经网络在用螺旋卷绕气流冲击冷却平板的平均和停滞努塞尔特数预测中的应用
为了估算螺旋卷绕气流冲击冷却平板时湍流的平均和停滞努塞尔特数,本研究提出了一种新的人工神经网络(ANN)模型。在实验研究的基础上,创建了一个新的数据集,其中包括停滞和平均努塞尔特数与雷诺数(Re)从 5000 到 30000、喷嘴板间距比从 2 到 8 以及喷射螺旋角从 0 到 60 度之间的函数关系。ANN 结构由三层组成,隐神经元数为 14-10-8。训练过程包括选定输入参数的前馈传播、带偏置和权重调整的反向传播,以及训练和验证数据集的损失函数评估。输出层的激活函数为线性函数,隐层采用整流线性单元激活函数。采用自适应矩估计算法(ADAM)来最小化损失函数,以加速 ANN 的训练。对于 ANN 模型,平均努塞尔特数的平均绝对误差值为 2.35%,停滞努塞尔特数的平均绝对误差值为 2.52%。因此,与广义相关性相比,该模型获得了更高的精度。根据预测数据与早期实验结果的比较,得出的模型性能得到了验证,结果显示了出色的准确性。
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来源期刊
Journal of Thermal Science and Engineering Applications
Journal of Thermal Science and Engineering Applications THERMODYNAMICSENGINEERING, MECHANICAL -ENGINEERING, MECHANICAL
CiteScore
3.60
自引率
9.50%
发文量
120
期刊介绍: Applications in: Aerospace systems; Gas turbines; Biotechnology; Defense systems; Electronic and photonic equipment; Energy systems; Manufacturing; Refrigeration and air conditioning; Homeland security systems; Micro- and nanoscale devices; Petrochemical processing; Medical systems; Energy efficiency; Sustainability; Solar systems; Combustion systems
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