用自监督物理信息神经网络,精准预测钠冷微通道散热器的传热系数。
SPINN: An Optimal Self-Supervised Physics-Informed Neural Network Framework
- 引入自监督机制动态调节物理规律在损失函数中的权重,平衡数据与物理约束。
- 对液态钠传热预测误差仅+8%,优于纯物理模型的5%-10%误差范围。
- 适用于液态金属冷却微系统设计优化,可替代耗时的高保真模拟。
本文构建了一个代理模型,用于预测矩形微型散热器中液态钠(Na)流动的对流换热系数。初始阶段,采用基于核的机器学习方法和浅层神经网络,处理包含87个努塞尔数的数据集。随后,引入自监督物理信息神经网络与迁移学习策略以提升预测性能。在自监督物理信息神经网络中,新增一层根据数据与物理规律的不确定性动态调整其在损失函数中的权重,实现更优的平衡。对于迁移学习,将用水训练的浅层神经网络迁移到钠工况。验证结果显示,该方法对液态钠的换热率预测误差约为+8%;仅使用物理模型回归时,误差保持在5%至10%之间。其他机器学习方法的预测结果也基本落在+8%范围内。高保真湍流强制对流液态金属模拟依赖计算流体动力学(CFD),耗时且计算成本高昂。因此,基于机器学习的模型为液态金属冷却微型散热器的设计与优化提供了高效替代工具。
原文摘要 · Abstract (English)
A surrogate model is developed to predict the convective heat transfer coefficient of liquid sodium (Na) flow within rectangular miniature heat sinks. Initially, kernel-based machine learning techniques and shallow neural network are applied to a dataset with 87 Nusselt numbers for liquid sodium in rectangular miniature heat sinks. Subsequently, a self-supervised physics-informed neural network and transfer learning approach are used to increase the estimation performance. In the self-supervised physics-informed neural network, an additional layer determines the weight the of physics in the loss function to balance data and physics based on their uncertainty for a better estimation. For transfer learning, a shallow neural network trained on water is adapted for use with Na. Validation results show that the self-supervised physics-informed neural network successfully estimate the heat transfer rates of Na with an error margin of approximately +8%. Using only physics for regression, the error remains between 5% to 10%. Other machine learning methods specify the prediction mostly within +8%. High-fidelity modeling of turbulent forced convection of liquid metals using computational fluid dynamics (CFD) is both time-consuming and computationally expensive. Therefore, machine learning based models offer a powerful alternative tool for the design and optimization of liquid-metal-cooled miniature heat sinks.
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