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一种基于分层多尺度反向离散熵的轴承损伤早期故障诊断改进方法。

An Improved Incipient Fault Diagnosis Method of Bearing Damage Based on Hierarchical Multi-Scale Reverse Dispersion Entropy.

作者信息

Xing Jiaqi, Xu Jinxue

机构信息

Marine Electrical Engineering College, Dalian Maritime University, Dalian 116026, China.

出版信息

Entropy (Basel). 2022 May 30;24(6):770. doi: 10.3390/e24060770.

Abstract

The amplitudes of incipient fault signals are similar to health state signals, which increases the difficulty of incipient fault diagnosis. Multi-scale reverse dispersion entropy (MRDE) only considers difference information with low frequency range, which omits relatively obvious fault features with a higher frequency band. It decreases recognition accuracy. To defeat the shortcoming with MRDE and extract the obvious fault features of incipient faults simultaneously, an improved entropy named hierarchical multi-scale reverse dispersion entropy (HMRDE) is proposed to treat incipient fault data. Firstly, the signal is decomposed hierarchically by using the filter smoothing operator and average backward difference operator to obtain hierarchical nodes. The smoothing operator calculates the mean sample value and the average backward difference operator calculates the average deviation of sample values. The more layers, the higher the utilization rate of filter smoothing operator and average backward difference operator. Hierarchical nodes are obtained by these operators, and they can reflect the difference features in different frequency domains. Then, this difference feature is reflected with MRDE values of some hierarchical nodes more obviously. Finally, a variety of classifiers are selected to test the separability of incipient fault signals treated with HMRDE. Furthermore, the recognition accuracy of these classifiers illustrates that HMRDE can effectively deal with the problem that incipient fault signals cannot be easily recognized due to a similar amplitude dynamic.

摘要

早期故障信号的幅值与健康状态信号相似,这增加了早期故障诊断的难度。多尺度反向离散熵(MRDE)仅考虑低频范围内的差异信息,忽略了较高频带中相对明显的故障特征。这降低了识别准确率。为了克服MRDE的缺点并同时提取早期故障的明显故障特征,提出了一种改进的熵,即分层多尺度反向离散熵(HMRDE)来处理早期故障数据。首先,使用滤波器平滑算子和平均向后差分算子对信号进行分层分解以获得分层节点。平滑算子计算平均样本值,平均向后差分算子计算样本值的平均偏差。层数越多,滤波器平滑算子和平均向后差分算子的利用率越高。通过这些算子获得分层节点,它们可以反映不同频域中的差异特征。然后,这种差异特征在一些分层节点的MRDE值中更明显地体现出来。最后,选择多种分类器来测试用HMRDE处理的早期故障信号的可分离性。此外,这些分类器的识别准确率表明HMRDE可以有效解决由于幅值动态相似而导致早期故障信号不易识别的问题。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/a025/9222367/04900158b36d/entropy-24-00770-g001.jpg

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