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Hilbert-Huang变换在信号处理中的应用

The Application of Hilbert-Huang Transform in Signal Procession
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摘要 在许多实际问题中,信号瞬时参数的提取有重要意义.数十年来,人们已提出多种计算方法,但这些方法均有一定局限性.文章利用一种改进的Hilbert变换——Hilbert-Huang变换进行信号瞬时参数的提取,结果表明:Hilbert-H uang变换是对非平稳时程进行数据分析的有效工具。 In practice, it is quite important to extract the instantaneous parameters from signals. However, the existing methods for calculating instantaneous parameters have some defects. In this paper, Hilbert- Huang transform, an accurate method of calculating instantaneous frequency of a constant amplitude signal is suggested. The result shows Hilbert - Huang transform is an efficient method for analysis of non - stationary data.
作者 郑伟
出处 《淮北煤炭师范学院学报(自然科学版)》 2007年第3期57-60,共4页 Journal of Huaibei Coal Industry Teachers College(Natural Science edition)
关键词 瞬时参数 Hilbert变换:Hilbert-Huang变换 instantaneous parameters Hilbert transform Hilbert - Huang transform
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  • 1张晓哲 罗奇峰.地震加速度波的时-频反应谱分析[J].结构工程师,1999,:37-42.
  • 2de Boor C. A practical guide to splines[M]. New York: Springer Verlag, 1978.
  • 3Sehumaker L L. Spline functios: Basic theory[M]. New York:Wiley, 1981.
  • 4Huang N E,Shen Z,Long S R,et al. The empirical mode deocomposition and the Hilbert spectrtrum for nonlinear and ram-station time series analysis[J]. Proc R Sex:, 1998,A454:903 - 995.
  • 5Shuo M. HHT analysis of near-field seismic ground motions[D]. Denver: Colorado School of Mines, 2001.
  • 6Potter R K,Kopp G,Green H C.Visible speech[M].New York:Van Nostrand,1947
  • 7Ville.Theorie et applications de la notion de signal analytique.Cables et Transmission,1948,2A:61-74
  • 8Morlet J,et al.Wave propagation and sampling theory-partz:sampling theory and complex waves.Geophysics,1982,47(2):222-236
  • 9Qin Shuren,et al.Research of Wavelet Transform Instument System for Signal Analysis,Chinese Journal of Mechanical Engineering.V13,June 2000:114-121
  • 10Leon Cohen.Time-Frequency Analysis:Theory and Applications.New York:Prentice Hall,1995

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