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VMD-Hilbert变换在扬声器异常声检测中的应用 被引量:3

The application of VMD-Hilbert transform in loudspeaker Rub&Buzz detection
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摘要 针对基于时频分析的扬声器异常声检测方法中短时傅里叶变换、小波包变换存在的不足,提出了一种基于变分模态分解-希尔伯特(Variational Mode Decomposition and Hilbert,VMD-Hilbert)变换的扬声器异常声检测方法。首先通过仿真信号分析,研究了VMD-Hilbert变换的时频特性,并与其他三种时频分析进行了对比,结果表明VMD-Hilbert变换具有更好的自适应性、能量聚焦性与时频分辨率。然后,对实测扬声器声响应信号进行VMD-Hilbert变换,求得被测扬声器单元的时频矩阵与标准时频矩阵之间的特征距离,并与其它三种时频分析下的特征距离进行对比。实验结果表明,VMD-Hilbert变换下的类间特征距离的离散度较大,便于更好地设定阈值,从而验证了VMD-Hilbert变换能更好地表征异常声的时频特征,以及其在处理非线性、非平稳的扬声器声响应信号时的优越性。 In view of the shortcomings of loudspeaker Rub&Buzz detection based on time-frequency analysis,such as short-time Fourier transform and wavelet packet transform,a method of loudspeaker Rub&Buzz detection based on variational mode decomposition and Hilbert(VMD-Hilbert)transform is proposed.Firstly,the time-frequency characteristics of the VMD-Hilbert transform are studied by simulation signal analysis,and compared with the other three time-frequency analysis methods.The results show that the VMD-Hilbert transform has better adaptability,energy focus and time-frequency resolution.Then,the sound response signals of measured loudspeakers are processed with VMD-Hilbert transform to obtain the feature distances between the measured loudspeakers.The comparative analysis of feature distances obtained by different time-frequency analysis methods is made.The experimental results show that the dispersion of the feature distances between classes under VMD-Hilbert transform is larger,which is beneficial for setting the appropriate threshold.It is verified that the VMD-Hilbert transform can better represent the time-frequency characteristics of Rub&Buzz,and its superiority in dealing with nonlinear and nonstationary loudspeaker sound responses is also verified.
作者 周静雷 颜婷 房乔楚 ZHOU Jinglei;YAN Ting;FANG Qiaochu(School of Electronics and Information,Xi’an Polytechnic University,Xi’an 710048,Shaanxi,China)
出处 《声学技术》 CSCD 北大核心 2020年第2期200-207,共8页 Technical Acoustics
关键词 扬声器异常声检测 时频分析 变分模态分解 HILBERT变换 特征距离 loudspeaker Rub&Buzz detection time-frequency analysis variational mode decomposition Hilbert transform feature distance
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