A COMPARISON BETWEEN THE MODIFIED SPECTROGRAM AND THE PSEUDO-WIGNER-VILLE DISTRIBUTION WITH AND WITHOUT MODIFICATION

被引:13
作者
MOSS, JC
HAMMOND, JK
机构
[1] Institute of Sound and Vibration Research, Southampton University
关键词
D O I
10.1006/mssp.1994.1019
中图分类号
TH [机械、仪表工业];
学科分类号
0802 ;
摘要
Two main factors have previously favoured the choice of the pseudo-Wigner-Ville distribution (PWVD) over the spectrogram for time-frequency analysis of monocomponent signals. First, the PWVD has better resolution, and secondly, it provides a more accurate estimate of the instantaneous frequency. However, Kodera‘s modification of the spectrogram provides significant improvements in both these areas. The spectrogram‘s energy can be repositioned closer to the instantaneous frequency, and the spread in time and frequency due to the lag window can be reduced. This paper applies Kodera‘s modification to the PWVD and demonstrates that the modified PWVD can reduce the small amount of spreading in frequency introduced by the PWVD‘s time lag window. The performance of the PWVD, the modified spectrogram, and the modified PWVD are compared using time-frequency plots, for a selection of noise-free monocomponent and multicomponent signals. The modified distributions are shown to produce more highly resolved estimates of the instantaneous frequency for the monocomponent signals. The modified spectrogram is particularly useful for multicomponent signals with components that are well separated in time and frequency as it can provide highly resolved individual components without the significant cross terms which are a feature of PWVD. © 1994 Academic Press, Limited.
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页码:243 / 258
页数:16
相关论文
共 20 条
[1]  
Gupta M.S., American Journal of Physics, 43, pp. 1087-1088, (1975)
[2]  
Boashash B., Jones G., O'shea P., Proceedings of an International Conference on Advanced Algorithms and Architectures for Signal Processing, 1152, (1989)
[3]  
Gabor D., IEEE Journal, 93, pp. 429-457, (1946)
[4]  
Kodera K., Gendrin R., Devilledary C., IEEE Transactions on Acoustic, Speech and Signal Processing, S26, pp. 64-76, (1978)
[5]  
Imberger J., Boashash B., Journal of Physical Oceanography, 16, pp. 1997-2012, (1986)
[6]  
Janse C.P., Kaizer A.J.M., Journal of the Audio Engineering Society, 31, pp. 198-223, (1983)
[7]  
Claasen C.M., Mecklenbrauker W.F.G., Philips Journal of Research, 35, pp. 372-389, (1980)
[8]  
Cohen L., Journal of Mathematical Physics, 7, pp. 781-786, (1966)
[9]  
Flandrin P., IEEE International Conference on ASSP, 3, pp. 1B-41B, (1984)
[10]  
Choi H.-I., Williams W.J., IEEE Transactions on ASSP, 37, pp. 862-871, (1989)