Deep learning-based identification of mixed-mode acoustic emission signals and damage coupling analysis in composite adhesive joints

可解释性 声发射 联轴节(管道) 光谱图 计算机科学 有限元法 声学 高斯分布 卷积神经网络 模式识别(心理学) 高斯过程 结构健康监测 基础(线性代数) 信号处理 信号(编程语言) 材料科学 时频分析 人工智能 鉴定(生物学) 生物系统 结构工程 熵(时间箭头) 过程(计算) 模耦合 复合数 压力(语言学) 分割 算法
作者
Peijie Liao,Weiwei Li,Shun He
出处
期刊:Structural Health Monitoring-an International Journal [SAGE Publishing]
标识
DOI:10.1177/14759217261465298
摘要

Acoustic emission (AE) enables real-time structural health monitoring with high sensitivity. However, overlapping signals from multiple concurrent sources—known as mixed-mode AE—pose major challenges for accurate damage classification. This paper presents a novel identification approach utilizing a deep learning-based ensemble method combined with tailored pre- and post-processing techniques. By segmenting time–frequency spectrograms of AE hits into frequency bands, the convolutional neural networks ensemble effectively extracts features to distinguish constituent damage modes within mixed signals. Among several architectures evaluated, DenseNet achieved the highest classification accuracy, exceeding 98.86% on independent test data. Information entropy analysis further confirmed clear spectral distinctions between pure-mode and mixed-mode AE signals, consistent with theoretical predictions. Model interpretability analysis elucidated the basis for model decisions and directions for improvement. Leveraging the reliable predictions, the coupling relationships between damage modes were deduced, and the finite element method was introduced to further explain the physical essence of coupling transformation, revealing the decisive role of the out-of-plane peeling stress in adhesive debonding and fiber breakage. Additionally, Gaussian process regression (GPR) models verified the existence of the mixed-mode signal formation pattern. Overall, the proposed method offers a robust solution for analyzing complex AE signals and provides new insights into the intrinsic mechanisms of AE activity in composite structures.

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