稳健性(进化)
计算机科学
深度学习
人工智能
有限元法
概化理论
结构健康监测
传感器融合
领域(数学)
分割
人工神经网络
可靠性(半导体)
融合
数据挖掘
机器学习
高光谱成像
地形
实时计算
可靠性工程
工程类
模式识别(心理学)
域适应
数据建模
灵活性(工程)
特征提取
融合机制
卷积神经网络
残余物
计算模型
瓶颈
模拟
钥匙(锁)
预测建模
监督学习
作者
Xinyi Huang,Lin Zhu,Min Chen,Jianxin Wu
摘要
Abstract Structural health monitoring in wetland environments poses significant challenges due to highly variable operational conditions and the difficulty of acquiring accurate, representative load spectra. To address these issues, this study proposes a novel multi-condition load spectrum fusion framework that integrates orthogonal experimental design, multi-physics finite element simulation, and a hybrid CNN-BiLSTM-Attention deep learning model. A total of 25 representative working conditions, incorporating variations in slope, friction, and wind resistance, were systematically designed using orthogonal principles. Coupled dynamic-static finite element simulations were then used to generate corresponding stress–strain responses. The multi-source load spectra were processed by the proposed deep learning model, which hierarchically extracts and fuses key features. CNN module captures localized spatiotemporal patterns, BiLSTM module models bidirectional long-range dependencies, and Attention mechanism dynamically highlights condition-specific features, enhancing predictive performance. Validation against field data from wetland monitoring equipment yielded a prediction accuracy of 95.53% for the composite load spectra, significantly outperforming traditional single-condition models. The fused spectra also improved fatigue life estimation, demonstrating strong robustness and generalizability under complex terrain conditions. Prediction errors remained consistently low, confirming the model's reliability. This study presents a cost-effective, data-driven approach for structural reliability assessment, reducing field measurement requirements by approximately 80% without compromising accuracy. Future work will explore the integration of physics-informed constraints and expand the framework to multi-scale and heterogeneous structural systems.
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