Aug 2026· Engineering Research Express· Vol 8· 0 citations· 39 references
Physics
TL;DR
A multi-scale frequency-temporal network that achieves an average accuracy of 99.58% under variable speeds and maintains a robust accuracy of 70.14% even under extreme noise conditions, outperforming baseline methods across a range of complex scenarios.
Abstract
Fault diagnosis is a cornerstone of mechanical equipment stability. With accurate health identification dictating system reliability, achieving high-reliability diagnosis is imperative. However, in practical scenarios, mechanical equipment often operates under variable speeds, fluctuating loads, and severe noise, leading to non-stationary vibration characteristics and feature distribution shifts that impede conventional diagnostic approaches. To address these challenges, a multi-scale frequency-temporal network (MSFTNet) is proposed. The framework begins by integrating frequency-domain transformation with large-kernel convolutions to extract features with a broad receptive field in the frequency domain. This design enhances sensitivity to weak fault signatures and improves robustness against noise. Subsequently, the network employs multi-scale convolutions coupled with a bidirectional long short-term memory network applied along the frequency dimension. This allows the model to concurrently capture fine-grained local patterns within specific frequency bands and model global contextual dependencies across different bands, effectively addressing the feature distribution shift induced by varying operational conditions. Finally, a residual enhancement module and a deep classifier are utilized to stabilize feature fusion and achieve precise fault classification. Extensive experimental results on several bearing and gear datasets, including SDUST and HUST, demonstrate the model’s powerful ability to extract weak fault features and excellent anti-interference performance. Specifically, MSFTNet achieves an average accuracy of 99.58% under variable speeds and maintains a robust accuracy of 70.14% even under extreme noise conditions (SNR = −6 dB), outperforming baseline methods across a range of complex scenarios.
This paper proposes an improved residual network (ResNet) fault diagnosis model based on time–frequency feature enhancement (TFE), which demonstrates higher diagnostic accuracy and better classification stability across the two evaluated benchmark datasets.
Hui-Ming Han, Ming-Xun Sun, Chuang Liang et al.· Engineering Research Express· 0 citations
To address the severe distribution shifts of transmission systems under cross-speed and cross-load conditions, as well as the inability of conventional convolutions to adaptively decouple time-frequency features, which renders models vulnerable to source domain overfitting amidst temporal impact scale variations and sp...
Hong-Wei Fan, Peng-Fei Li, Jie Li et al.· Structural Health Monitoring· 0 citations
The effectiveness of the proposed dynamic depthwise separable temporal convolution, hierarchical residual-connected, long short-term memory, hierarchical adaptive attention (DDSC-T-HRC-LSTM-LSTM-HAA), a lightweight single-branch framework integrating DDSC-T, HRC LSTM, and HAA is validated.
Hong-Chao Wang, Bo-Wen Liu, Shuang-Wang Wang et al.· Engineering Research Express· 0 citations
A frequency-aware time–frequency representation learning framework, named Multi-branch Frequency Enhancement Temporal Attention Network (MFETA-Net), which achieves accuracies of 77.26% and 79.60% under the smallest training setting, indicating its capability to learn discriminative fault representations from limited la...
Experiments on the CWRU bearing dataset across seven signal-to-noise ratio levels demonstrate that the proposed method achieves 99.75% accuracy under clean conditions and maintains 92.50% at -4 dB SNR, representing a 7.25 percentage-point improvement over the single-domain baseline.
The results show that SAMACNN outperforms both classical and advanced methods on the two datasets, demonstrating strong robustness and generalization capability in complex variable-condition measurement environments.
DaXin Li, Hong Wang, Hai Xue et al.· Engineering Research Express· 0 citations
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