可解释性
计算机科学
人工智能
机器学习
虚假关系
因果模型
人工神经网络
因果结构
领域知识
领域(数学分析)
图形
特征(语言学)
不变(物理)
机制(生物学)
模式识别(心理学)
特征学习
因果关系(物理学)
断层(地质)
数据挖掘
深度学习
一致性(知识库)
有向无环图
复杂系统
故障检测与隔离
稳健性(进化)
因果分析
缩小
适用范围
作者
Zhenpeng Lao,Gang Chen,Yiyue Zhang,Penghong Lu,Zhenzhen Jin
标识
DOI:10.1016/j.engappai.2026.114227
摘要
In recent years, causal learning has provided application prospects for revealing the internal causal relationships of equipment and the explainability of intelligent diagnostic models. However, existing methods still have limitations of the difficulty in eliminating spurious causal correlations in high-dimensional data and insufficient explainability, leading to unstable and unreliable diagnostic performance in unseen domains. Aiming at the above problems, an interpretable fault diagnosis method based on causal invariant graph neural network (CIGNN) is proposed to enhance model’s accuracy and interpretability for gears in the unseen domain. Firstly, a structural causal model is constructed from the cross-domain perspective and combined with GNN to clarify the internal causal mechanism of faults. Then, a causal disentanglement refining module is proposed to separate the effective causal parts from the high-dimensional and complex GNN. Furthermore, a domain causal feature consistency method is proposed to guide CIGNN in learning consistent causal feature embeddings across multi-source domains. Finally, a causal intervention risk minimization strategy is introduced to enable CIGNN deeply mine potential features and block the interference of backdoor paths, enhancing diagnostic stability. Experimental results reveal that the proposed CIGNN model performs robustly in the unseen domain diagnosis task and provides interpretable explanation for decision-making in engineering applications. • Introduce an interpretable causal disentanglement method for unseen domain gear fault diagnosis. • Propose a causal invariant graph neural network to learn causal features. • Clarify the internal causal mechanism of the fault and improve the interpretability of the model. • Demonstrates the superior performance of the CIGNN method in two real experimental case studies.
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