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基于尝试变分模态分解的滚动轴承故障特征提取方法

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针对变分模态分解(VMD)在提取轴承微弱故障特征时参数难以选取的问题,提出了尝试变分模态分解(AVMD)方法.该方法以各模态中心频率确定惩罚系数,再以脉冲-峭度指标衡量模态所含的故障信息,通过迭代方式确定模态个数,最后对分解后的主模态包络解调完成故障特征提取.采用该方法及经验模态分解(EMD)、集成经验模态分解(EEMD)、VMD对轴承外圈、内圈和滚动体故障信号进行对比分析.结果表明:AVMD方法能够提取滚动轴承微弱故障特征,且能自适应地确定模态个数和惩罚系数;与EMD、EEMD相比,故障频率谱线更加清晰;与VMD相比,计算效率提升1倍,且建议方法敏感于轴承微弱故障特征,提升了VMD分解过程的可靠性和自适应性.
Fault Feature Extraction Method of Rolling Bearing Based on Attemptable Variational Mode Decomposition
Aiming at the problem of difficult parameter selection in variational mode decomposition(VMD)when extracting weak fault features of bearings,an attemptable variational mode decomposition(AVMD)method is proposed.This method ascertains the penalty coefficient based on the center frequency of each mode,and subsequently employs the pulse kurtosis index as the standard to measure the information content of mode features.The number of modes is determined through an iterative process.Finally,the decomposed main mode envelope is demodulated to complete the extraction of fault feature.By applying this method and empirical mode decomposition(EMD),ensemble empirical mode decomposition(EEMD)and VMD,a comparative analysis concering the fault signals of the outer ring,inner ring and rolling element of the bearing is conducted.The research results indicate that this method can adaptively determine the number of modes and penalty coefficients,and achieve the extraction of weak fault features of the bearing.Compared with EMD and EEMD,the amplitude of the characteristic frequency spectral lines is doubled,and the computational efficiency is also doubled.The proposed method is sensitive to the weak features of bearing with faults,thereby enhancing the reliability and adaptive of VMD in decomposing signals.

attemptable variational mode decompositionfeature extractionrolling bearingparameter optimizationfault diagnosis

石开、杨福恒、薛慧聪、张荫彬、龚廷恺、何陈诚

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南昌航空大学航空宇航学院,南昌 330063

中国航发贵州黎阳航空动力有限公司,贵阳 550081

南昌航空大学民航学院,南昌 330063

尝试变分模态分解 特征提取 滚动轴承 参数优化 故障诊断

2024

失效分析与预防
南昌航空大学 北京航空材料研究院

失效分析与预防

影响因子:0.352
ISSN:1673-6214
年,卷(期):2024.19(6)