Page 210 - 《振动工程学报》2025年第9期
P. 210
2140 振 动 工 程 学 报 第 38 卷
LI K,NIU Y Y,SU L,et al. Rolling bearing fault diagno-
6 结 论 sis method based on parameter optimized VMD[J]. Journal of
Vibration Engineering,2023,36(1):280-287.
[7] NAZARI M,SAKHAEI S M. Variational mode extraction:
传统算法难以分离提取共振频带重叠的轴承复
a new efficient method to derive respiratory signals from
合故障特征,提出了自适应的 AVME-OMOMEDA 算
ECG[J]. IEEE Journal of Biomedical and Health Informatics,
法,通过构造仿真信号和试验信号进行验证,得出以 2018,22(4):1059-1067.
下结论: [8] 俞惠惠,郑近德,潘海洋,等. 基于自适应变分模态提取
(1)提出的 S 变换谱自相关能量谱能够有效提 的低速重载滚动轴承故障诊断方法 [J]. 振动与冲击,
取轴承故障所产生共振频带的中心频率,进而自适 2022,41(11):65-71.
应确定 VME 参数中心频率的初始值,解决了 VME YU H H,ZHENG J D,PAN H Y,et al. Fault diagnosis
method of low speed and heavy load rolling bearing based on
需提前预设中心频率初始值的问题。
adaptive variational mode extraction[J]. Journal of Vibration
(2)通过提出的多点峭度谐波积谱自适应确定
and Shock,2022,41(11):65-71.
故障周期 T,定步长搜索法确定滤波器长度 L可实现
[9] 王鑫,江星星,宋秋昱,等. 自适应变分模式提取的轴承
MOMEDA 算法的自适应,且多点峭度谐波积谱在强 故障诊断方法 [J]. 振动与冲击,2023,42(15):83-91.
噪声下的表现优于多点峭度谱。 WANG X,JIANG X X,SONG Q Y,et al. Bearing fault
(3)通过将 AVME 降噪后的多点峭度谐波积谱 diagnosis method based on adaptive variational mode extrac-
与降噪前、VMD 降噪后和带通滤波后的多点峭度谐波 tion[J]. Journal of Vibration and Shock, 2023, 42( 15) :
积谱进行比较,证明了 AVME 降噪的有效性和优越性。 83-91.
[10] MCDONALD G L,ZHAO Q. Multipoint optimal minimum
(4)分别采用 RVME、FMD、VMD-MCKD、CYCBD
entropy deconvolution and convolution fix: application to
算法分析试验信号,并将分析结果与所提方法进行
vibration fault detection[J]. Mechanical Systems and Signal
对比分析,证明了所提方法在效果和时间成本上更
Processing,2017,82:461-477.
具优越性。 [11] WANG Z J, DU W H, WANG J Y, et al. Research and
application of improved adaptive MOMEDA fault diagnosis
参考文献: method[J]. Measurement,2019,140:63-75.
[12] WANG H B, YAN C F, WANG Z G, et al. Compound
fault diagnosis method for rolling bearings based on the multi-
[1] 周俊,伍星,迟毅林,等. 盲解卷积和频域压缩感知在轴
point kurtosis spectrum and AO-MOMDEA[J]. Measurement
承复合故障声学诊断的应用 [J]. 机械工程学报,2016,
Science and Technology,2023,34(9):095012.
52(3):63-70.
[13] STOCKWELL R G,MANSINHA L,LOWE R P. Localiza-
ZHOU J,WU X,CHI Y L,et al. Blind deconvolution and
tion of the complex spectrum: the S transform[J]. IEEE
frequency domain compressive sensing application in bearing
Transactions on Signal Processing,2002,44(4):998-1001.
composite acoustic fault diagnosis[J]. Journal of Mechanical
[14] PANG B,NAZARI M,SUN Z D,et al. An optimized vari-
Engineering,2016,52(3):63-70.
ational mode extraction method for rolling bearing fault diag-
[2] LI C X,LIU Y Q,LIAO Y Y,et al. A VME method based
nosis[J]. Structural Health Monitoring,2022,21(2):558-
on the convergent tendency of VMD and its application in
570.
multi-fault diagnosis of rolling bearings[J]. Measurement,
[15] 王朝阁,李宏坤,胡少梁,等. 利用参数自适应多点最优
2022,198:111360.
最小熵反褶积的行星轮轴承微弱故障特征提取 [J]. 振动工
[3] 冯坤,李业政,胡明辉. 一种用于滚动轴承故障诊断的脉
程学报,2021,34(3):633-645.
冲增强提取方法 [J]. 振动工程学报,2023,36(2):582-592.
WANG C G,LI H K,HU S L,et al. Weak fault feature
FENG K,LI Y Z,HU M H. A pulse enhancement extrac-
extraction of planetary bearing based on parameter adaptive
tion method for fault diagnosis of rolling bearing[J]. Journal of
MOMEDA[J]. Journal of Vibration Engineering, 2021,
Vibration Engineering,2023,36(2):582-592.
34(3):633-645.
[4] DRAGOMIRETSKIY K, ZOSSO D. Variational mode
[16] PANG B, NAZARI M, TANG G J. Recursive variational
decomposition[J]. IEEE Transactions on Signal Processing,
mode extraction and its application in rolling bearing fault
2013,62(3):531-544.
diagnosis[J]. Mechanical Systems and Signal Processing,
[5] ZHANG X,MIAO Q,ZHANG H,et al. A parameter-adap-
2022,165:108321.
tive VMD method based on grasshopper optimization algo-
rithm to analyze vibration signals from rotating machinery[J].
Mechanical Systems and Signal Processing, 2018, 108: 第一作者:刘志军(1999—),男,硕士。
58-72. E-mail:2731171661@qq.com
[6] 李可,牛园园,宿磊,等. 参数优化 VMD 的滚动轴承故障 通信作者:周 俊(1985—),女,博士。
诊断方法 [J]. 振动工程学报,2023,36(1):280-287. E-mail:zhoujun@kust.edu.cn

