Fei Peng’s research while affiliated with Southwest Jiaotong University and other places

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Publications (1)


Fig. 9 Comparison of TIMNet and other classical methods in the monitoring results of a vertical and b lateral track irregularities
Fig. 10 Comparison of TIMNet and other classical methods in the fitting degree (R 2 ): a vertical; b lateral
Fig. 14 a Vertical and b lateral track irregularities monitoring results in spatial domain
Monitoring track irregularities using multi-source on-board measurement data
  • Article
  • Full-text available

April 2025

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129 Reads

Railway Engineering Science

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Fei Peng

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Accurate monitoring of track irregularities is very helpful to improving the vehicle operation quality and to formulating appropriate track maintenance strategies. Existing methods have the problem that they rely on complex signal processing algorithms and lack multi-source data analysis. Driven by multi-source measurement data, including the axle box, the bogie frame and the carbody accelerations, this paper proposes a track irregularities monitoring network (TIMNet) based on deep learning methods. TIMNet uses the feature extraction capability of convolutional neural networks and the sequence mapping capability of the long short-term memory model to explore the mapping relationship between vehicle accelerations and track irregularities. The particle swarm optimization algorithm is used to optimize the network parameters, so that both the vertical and lateral track irregularities can be accurately identified in the time and spatial domains. The effectiveness and superiority of the proposed TIMNet is analyzed under different simulation conditions using a vehicle dynamics model. Field tests are conducted to prove the availability of the proposed TIMNet in quantitatively monitoring vertical and lateral track irregularities. Furthermore, comparative tests show that the TIMNet has a better fitting degree and timeliness in monitoring track irregularities (vertical R 2 of 0.91, lateral R 2 of 0.84 and time cost of 10 ms), compared to other classical regression. The test also proves that the TIMNet has a better anti-interference ability than other regression models.

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