Yu Chen

Mr. Yu Chen

orcid

Research Focus & Metrics

Academic Career Length

7Years (2020-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 November 2020 in Aerospace Science and Technology
Verified
Journal Article
Closed access
MSMingliang Suo
Mingliang Suo
Laifa TaoLaifa Tao
Laifa Tao
BZBaolong Zhu
Baolong Zhu
YCYu Chen
Yu Chen
CLChen Lu
Chen Lu
yu Dingyu Ding
yu Ding

28 November 2023 in IEEE Transactions on Instrumentation and Measurement
Verified
Journal Article
Closed access
YCYu Chen
Yu Chen
Laifa TaoLaifa Tao
Laifa Tao
XLXue Liu
Xue Liu
Jian MaJian Ma
Jian Ma
Chen LuChen Lu
Chen Lu
HLHongmei Liu
Hongmei Liu
Intelligent fault diagnosis methods have gained much attention in industry. An important premise of these methods is that the training and test data maintain the same set of fault classes, known as the closed-set hypothesis, which, however, cannot be guaranteed in fault diagnosis tasks. This can result in potentially unknown faults being incorrectly randomly classified as a known fault class. To overcome this problem, we introduce open-set recognition and proposed an Open Fault Semantic subspace-based open-set Fault Diagnosis and Inference framework (OFS-FDI), which identifies unknown faults while completing the diagnosis of a known class of faults, and furthermore, inferring the possible fault type of unknown samples. First, a fault semantic subspace construction method is proposed to transform the original signal into a set of low-dimensional representation subsets conforming to a conditional Gaussian distribution, which is related to the fault semantic. Then, an outlier score is proposed to determine whether a sample is from an unknown class. Finally, a class directional index (CDI) metric is proposed to perform inferential analysis of possible fault classes. In the experiments based on two typical rotating machines, the outlier detection accuracy of OFS-FDI is improved by up to 0.04% compared to the comparative methods. The accuracy for unknown fault inference is up to 99.65%.

15 December 2023 in Batteries
Verified
Journal Article
Open access
PDF file
YCYu Chen
Yu Chen
Laifa TaoLaifa Tao
Laifa Tao
SLShangyu Li
Shangyu Li
HLHaifei Liu
Haifei Liu
LWLizhi Wang
Lizhi Wang
The accurate prediction of Li-ion battery capacity is important because it ensures mission and personnel safety during operations. However, the phenomenon of capacity recovery (CR) may impede the progress of improving battery capacity prediction performance. Therefore, in this study, we focus on the phenomenon of capacity recovery during battery degradation and propose a hybrid lithium-ion battery capacity prediction framework based on two states. First, to improve the density of capacity-related information, the simultaneous Markov blanket discovery algorithm (STMB) is used to screen the causal features of capacity from the initial feature set. Then, the life-long cycle sequence of batteries is partitioned into global degradation regions and recovery regions, as part of the proposed prediction framework. The prediction branch for the global degradation region is implemented through a long short-term memory network (LSTM) and the other prediction branch for the recovery region is implemented through Gaussian process regression (GPR). A support vector machine (SVM) model is applied to identify recovery points to switch the branch of the prediction framework. The prediction results are integrated to obtain the final prediction results. Experimental studies based on NASA’s lithium battery aging data highlight the trustworthy capacity prediction ability of the proposed method considering the capacity recovery phenomenon. In contrast to the comparative methods, the mean absolute error and the root mean square error are reduced by up to 0.0013 Ah and 0.0043 Ah, which confirms the validity of the proposed method.

31 January 2023
Verified
Book Chapter
Closed access
PDF file
YCYu Chen
Yu Chen
Laifa TaoLaifa Tao
Laifa Tao
YLYue Li
Yue Li
QWQiang Wang
Qiang Wang
MSMingliang Suo
Mingliang Suo
ZZZhengduo Zhao
Zhengduo Zhao