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应用小波变换实现突变信号检测 被引量:2

Application of Wavelet Transform to Burst Signal Detection
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摘要 介绍了基于小波变换模极大值的奇异性检测理论,针对噪声中故障信号突变点的检测问题,根据信号和噪声的模极大值的尺度变换特性,提出利用3层以上细节信号的乘积作为检测信号。该方法既可以达到增强信号的目的,又可以抑制噪声,求该乘积信号的小波变换,可以实现奇异点精确定位。 The principle of signal singularity detection based on wavelet transformation modulus maximum is discussed in this paper. Aiming at the burst points of failure signals in noise, the product of detailed signals above three layers is used as detection signals according to the modulus maximum scale characteristics of signals and noise. Not only the signals can be intensified but also the noise can he lowered. The odds can be located precisely through calculating wavelet transformation of product signals.
出处 《电力学报》 2009年第5期396-398,共3页 Journal of Electric Power
关键词 小波变换 突变信号 故障诊断 wavelet transformation burst signal failure detection
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同被引文献19

  • 1郑势,王秋光,石雨涛.采用小波变换的有效值和频率测量方法[J].电气应用,2007,26(2):101-104. 被引量:6
  • 2施云惠,阮秋琦.一维连续小波变换[J].高等学校计算数学学报,2007,29(1):1-8. 被引量:5
  • 3Federico A, Kaufmann G H. Robust phase recovery in temporal speckle pattern interferometry using a 3D directional wavelet transform [ J ]. Optics Letters, 2009.34 (15) :2 336-2 338.
  • 4Weng Jiawen,Zhong Jingang, Hu Cuiying. Phase reconstruction of digital holography with the peak of the two- dimensional Gabor wavelet transform [ J ]. Applied Optics,2009.48(18) :3 308-3 316.
  • 5Fan Hong-yi, Liu Shu-guang, Hu Li-yun. Symplecticdilation mixed wavelet transform and its correspondence in quantum optics [ J ], Optics Letters, 2009.34 (05) : 551-553.
  • 6Galloway C M, Galloway R L, Etchegoin P G. An iterative algorithm for background removal in spectroscopy by wavelet transforms [ J ]. Applied Spectroscopy, 2009.63 (12) :1 370-1 376.
  • 7Quan Cheng-gen, Miao Hong, Fu Yu. Surface contouring by optical edge projection based on a continuous wavelet transform [ J ]. Applied Optics, 2006.45 (20) :4 815-4 820.
  • 8Elharar E, Stem Adrian, Hadar Ofer,et al. A hybrid compression method for integral images using discrete wavelet transform and discrete cosine transform [ J ]. Journal of Display Technology, 2007.3 (03) : 321-325.
  • 9Mallat S, Hwang W L. SinguLarity detection and processing with wavelets[ J]. IEEE Trans on Information Theory, 1992, 38(2) :617 - 643.
  • 10Sun Q, Tang Y. Singularity analysis using continuous wave- let transform for bearing fault diagnosis[ J ]. Mechanical Sys- tems and Signal Processing,2002,16(6) : 1025 - 1041.

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