人工神经网络嵌套有限元分析研究进展

ADVANCES IN ARTIFICIAL NEURAL NETWORKS NESTED IN FINITE ELEMENT ANALYSIS

  • 摘要: 针对复杂材料行为难以通过传统经验本构模型准确描述的问题,探讨人工神经网络嵌套于有限元分析的可行性与工程价值。围绕机器学习嵌套于有限元分析的研究思路,综述人工神经网络替代或增强本构关系的理论框架,分析嵌套训练与反向传播所面临的关键挑战,并总结作者团队在相关问题中的研究工作。相关研究表明,将人工神经网络作为本构模块嵌套于有限元分析中,可在物理约束下利用结构或过程层面的测量数据持续更新模型,有效提升有限元预测结果与实验之间的一致性。嵌套式人工神经网络–有限元分析框架为数据驱动本构建模和数字孪生提供了一种具有工程可行性的解决途径,在复杂材料建模和多物理场问题中具有潜在应用价值。

     

    Abstract: Conventional empirical constitutive models often fail to describe complex material behaviour accurately. To address this difficulty, the feasibility and engineering significance of nesting artificial neural networks(ANNs) within finite element analysis(FEA) are investigated. This paper reviews the concept of machine learning nested in FEA, focusing on ANN-based constitutive modelling, the challenges in nested training and backpropagation, and the contributions of the authors. These studies show that nesting ANNs within FEA enables continuous model updating under physical constraints, using structural- or process-level measurements to update the model. The updated models show improved agreement between numerical predictions and experimental observations. The nested ANN–FEA framework provides an engineering-feasible approach for data-driven constitutive modelling and digital twin development. It shows strong potential for complex materials and multiphysics applications.

     

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