TY - GEN
T1 - A Virtual Data-Driven Fault Diagnosis Method Based on Adaptive Regularisation Consistency
AU - Zhao, Zhiqian
AU - Wang, Yuefeng
AU - Jiao, Yinghou
N1 - Publisher Copyright:
© 2024 IEEE.
PY - 2024
Y1 - 2024
N2 - The success of traditional fault diagnosis methods depends on obtaining a large number of training samples in the form of full faults, which may not be available in practical applications. Recent studies have shown the feasibility of constructing virtual representations reacting to fault situations by building physical models when fault samples are insufficient. In this paper, a virtual data-driven domain-based adaptive fault diagnosis method based on adaptive regularisation consistency, ARC, is proposed to ensure the consistency between the virtual and real domains. Firstly, the bearing dynamic model is constructed to obtain the simulation data, and the simulation data and the real data are input into the trained original model and the target model at the same time. The data distributions of the simulated and real samples are adaptively brought closer by adding weights to the maximum mean discrepancy (MMD); Kullback-Leibler Divergence (KLD) is used to make the feature representations extracted from the target model similar to each other and between the original model and the feature representations extracted from the target model, and regularization is used to fine-tune the feature extraction of the model. An entropy-based adaptive pseudo-labelling selection method is proposed to filter low-quality samples and prevent negative transfer. The diagnostic results of the case study show that the proposed method is able to utilize the diagnostic knowledge from the simulation data to achieve fault diagnosis of mechanical equipment and outperforms the commonly used unsupervised cross-domain fault diagnosis methods.
AB - The success of traditional fault diagnosis methods depends on obtaining a large number of training samples in the form of full faults, which may not be available in practical applications. Recent studies have shown the feasibility of constructing virtual representations reacting to fault situations by building physical models when fault samples are insufficient. In this paper, a virtual data-driven domain-based adaptive fault diagnosis method based on adaptive regularisation consistency, ARC, is proposed to ensure the consistency between the virtual and real domains. Firstly, the bearing dynamic model is constructed to obtain the simulation data, and the simulation data and the real data are input into the trained original model and the target model at the same time. The data distributions of the simulated and real samples are adaptively brought closer by adding weights to the maximum mean discrepancy (MMD); Kullback-Leibler Divergence (KLD) is used to make the feature representations extracted from the target model similar to each other and between the original model and the feature representations extracted from the target model, and regularization is used to fine-tune the feature extraction of the model. An entropy-based adaptive pseudo-labelling selection method is proposed to filter low-quality samples and prevent negative transfer. The diagnostic results of the case study show that the proposed method is able to utilize the diagnostic knowledge from the simulation data to achieve fault diagnosis of mechanical equipment and outperforms the commonly used unsupervised cross-domain fault diagnosis methods.
KW - Adaptive regularisation consistency
KW - Fault diagnosis
KW - Virtual data
UR - https://www.scopus.com/pages/publications/105003180399
U2 - 10.1109/ICSRS63046.2024.10927598
DO - 10.1109/ICSRS63046.2024.10927598
M3 - 会议稿件
AN - SCOPUS:105003180399
T3 - 2024 8th International Conference on System Reliability and Safety, ICSRS 2024
SP - 523
EP - 528
BT - 2024 8th International Conference on System Reliability and Safety, ICSRS 2024
PB - Institute of Electrical and Electronics Engineers Inc.
T2 - 8th International Conference on System Reliability and Safety, ICSRS 2024
Y2 - 20 November 2024 through 22 November 2024
ER -