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基于最大自相关冲击谐波与噪声反卷积及参数优化快速集合经验模态分解的滚动轴承早期故障检测

Incipient fault detection of rolling bearing using maximum autocorrelation impulse harmonic to noise deconvolution and parameter optimized fast EEMD.

作者信息

Zheng Kai, Luo Jiufei, Zhang Yi, Li Tianliang, Wen Jiafu, Xiao Hong

机构信息

School of Advanced Manufacturing Engineering, Chongqing University of Posts and Telecommunications, Chongqing, China.

School of Advanced Manufacturing Engineering, Chongqing University of Posts and Telecommunications, Chongqing, China.

出版信息

ISA Trans. 2019 Jun;89:256-271. doi: 10.1016/j.isatra.2018.12.020. Epub 2018 Dec 17.

Abstract

Incipient Fault Detection of Rolling Bearing with heavy background noise and interference harmonics is a hot topic. In this paper, a new method based on parameter optimized fast EEMD (FEEMD) and Maximum Autocorrelation Impulse Harmonic to Noise Deconvolution (MAIHND) method is proposed for detecting the incipient fault of rolling bearing. Firstly, the FEEMD method with parameters optimization is used to reduce the noise and eliminate the interference harmonics of the fault signal. As a noise assistant improved method, the FEEMD can reduce the mode mixing and enhance the calculation efficiency significantly. Secondly, a new indicator is developed to select the sensitive IMF. Finally, a novel MAIHND method is employed to extract impulse fault feature from the sensitive IMF. Simulation and experiments results indicated that the proposed parameter optimized FEEMD-MAIHND method can effectively identify the weak impulse fault feature of rolling bearing. Moreover, the excellent performance of the proposed indicator for sensitive IMF component selection and MAIHND method is verified.

摘要

在存在大量背景噪声和干扰谐波的情况下对滚动轴承进行早期故障检测是一个热门话题。本文提出了一种基于参数优化快速集合经验模态分解(FEEMD)和最大自相关脉冲谐波与噪声反卷积(MAIHND)方法的新方法,用于检测滚动轴承的早期故障。首先,使用参数优化的FEEMD方法来降低噪声并消除故障信号的干扰谐波。作为一种噪声辅助改进方法,FEEMD可以减少模态混叠并显著提高计算效率。其次,开发了一种新的指标来选择敏感的固有模态函数(IMF)。最后,采用一种新颖的MAIHND方法从敏感的IMF中提取脉冲故障特征。仿真和实验结果表明,所提出的参数优化FEEMD-MAIHND方法能够有效地识别滚动轴承的微弱脉冲故障特征。此外,验证了所提出的用于选择敏感IMF分量的指标和MAIHND方法的优异性能。

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