Application of wavelet threshold de-noising in scattering optical wake flow signal processing
-
Corresponding author:
ZHANG Xiao-hui, zhangxiaohui505@vip.sina.com
;
-
Received Date:
2010-12-10
Accepted Date:
2010-11-04
-
Abstract
For effectively detecting the backscattering optical wake flow signal from the noise,the collected original signal was transferred into one dimension discrete wavelets based on four Daubechies wavelet decomposition (db4WD) so that the low frequency term,indicating the backscattered signal from the shake waves,was distinguished from the high frequency terms, indicating noise.Then,the wavelet coefficients were obtained based on the threshold function.A new threshold function was put forward on the basis of wavelet soft and hard threshold de-noising method with entropies indicating the sparsity distribution of the original signal data.The new function can not only overcome discontinuity disadvantage of the hard threshold function,but also solve constant deviation in the soft threshold function.The new threshold function can effectively eliminate noise and overcome the disadvantage of soft and hard threshold function so that good results can be obtained.
-
-
References
[1]
|
JI B J,ZHOU D S,ZHANG J S.The torpedo based on the ship wake flow optical effect[J].Torpedo Technology,2000,8(3):40-43(in Chiese). |
[2]
|
ZHANG X H,LEI X H,RAO J H,et al.Study of homing means for laser-vrake-homing torpedoes[J].Laser Technology,2005,29(5):494496(in Chinese). |
[3]
|
RAO J H,GE W L,ZHU D H,et al.Ship wake detecting system based on backscattering light of bubbles[J].Journal of Naval University of Engineering,2008,20(4):62-65(in Chinese). |
[4]
|
LIU J F,LEI W N,JI B J.Restraint method of background interference for detection of light wakes[J].Torpedo Technology,2007,15(2):24-27(in Chinese). |
[5]
|
MENG L L,LIU C L.Segmental threshold de-noising arithmetic of SNR-vary signals[J].Vacuum Electronics,2005,47(3):13-16(in Chinese). |
[6]
|
JING W C,LI Q,REN L,et al.Application of wavelet transform in the data processing of white-light interferometry[J].Journal of Optoelectronics Laser,2005,16(2):195-198(in Chinese). |
[7]
|
DONOHO D L,JOHNSTONE I M,Ideal spatial adaptation via wavelet shrinkage[J].Biometrika,1994,81(3):425-455. |
[8]
|
TANG X.Application of wavelet transform[M].Chongqing:Chongqing University Press,2006:87(in Chinese). |
[9]
|
QI L M,LI X F,ZHANG G Z.Wavelet transform theory and its application in signal processing[J].Journal of University of Electroruc Science and Technology of China,2008,37(3):386-388(in Chinese). |
[10]
|
DONOHO D L,JOHNSTONE I M.Adapting to unknown smoothness via wavelet shrinkage[J].Journal of the American Statistical Assoc,1995,90(432):1200-1224. |
[11]
|
DONOHO D L,JOHNSTONE I M,Wavelet shrinkage asymptopia[J].Journal of Royal Statistical Society,1995,57(2):301-369. |
[12]
|
DONOHO D L.De-noising by soft-thresholding[J].IEEE Transaction on Infonnstion Theory,1995,41(3):613-27. |
[13]
|
LIN J.Wavelet de-noiaing bseed on maximum likelihood estimation and its application for feature extraction[J].Chinese Journal of Scientific Instrument,2005,26(9):923-927(in Chinese). |
[14]
|
QIU W H.The decision-making in management and the application of entmpy[M].Beijing:China Machine Press,2002:24(in Chineae). |
[15]
|
RAO J H,YANG K C,ZHANG X H,et al.Detecting simulative ship bubbles wake by pulsed laser[J].Optics & Optoelectronic Technology,2007,5(5):40-41(in Chinese). |
-
-
Proportional views
-