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波流信号交叉谱估计方法比较 被引量:3

COMPARISON AMONG METHODS FOR CROSS-SPECTRA ESTIMATION BETWEEN WAVE AND CURRENT
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摘要 本文利用风浪实验数据,采用Welch、MTM、MVDR等方法估计了波面位移和铅直流速的凝聚谱,以期得到适合于波流信号的交叉谱估计方法。数据分析结果表明,三种方法给出的凝聚谱估计在以谱峰频率为中心的较宽频段上基本一致,均高于临界值,表明波流信号在主导波频段上存在显著的相关性;在高频段,MVDR方法估计存在一个类似单谱的指数衰减趋势,而另外两种方法的估计值持续高于临界值。数值模拟结果亦表明MVDR方法有更强的相关信号识别能力和频率分辨能力,且不易出现伪峰,因而估计结果更加可靠。 We employed and compared three methods: Welch, MTM, and MVDR, to estimate wave-current cross-spectra, and analyzed three pairs of data of wave and current from our wind-wave experiment. The results show that the magnitude-squared coherence estimated by the three methods is similar in peak frequency, implying that coherence between wave and current in dominant frequency band is significant. In high-frequency band, the estimated magnitude-squared coherence by MVDR method decays as wave spectra and current spectra do, unlike the coherence from the other two methods that stay significant even in very high frequency band. In addition, numerical simulation showed that MVDR method is more capable of distinguishing adjacent cohere frequency without spurious peak, and its result could be more reliable.
出处 《海洋与湖沼》 CAS CSCD 北大核心 2015年第4期725-731,共7页 Oceanologia Et Limnologia Sinica
基金 国家自然科学基金项目 41276010号 教育部博士点专项基金项目 20130132130002号
关键词 交叉谱 凝聚谱 波流相关性 Welch方法 MTM方法 MVDR方法 cross-spectra magnitude-squared coherence wave-current interaction Welch method MTM method MVDR method
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  • 1王涛,李家春.波流相互作用研究进展[J].力学进展,1999,29(3):331-343. 被引量:20
  • 2袁耀初,赵进平,王惠群,楼如云,陈洪,王康墡.南海东北部450m以浅水层与深层海流观测结果及其谱分析[J].中国科学(D辑),2002,32(2):163-176. 被引量:17
  • 3黄建国.现代谱分析的发展及应用(二)[J].数据采集与处理,1991,6(1):33-45. 被引量:5
  • 4Babanin A V, 2009. Breaking of ocean surface waves. Acta Physica Slovaca, 59(4): 305--535.
  • 5Benesty J, Chen J D, Huang Y A, 2005. A generalized MVDR spectrum. IEEE Signal Processing Letters, 12(12): 827--830.
  • 6Bortel R, Sovka P, 2007. Approximation of statistical distribution of magnitude squared coherence estimated with segment overlapping. Signal Processing, 87(5): 1100--1117.
  • 7Capon J, 1969. High-resolution frequency-wave number spectrum analysis. Proceedings of the IEEE, 57(8): 1408--1418.
  • 8Carter G C, 1987. Coherence and time delay estimation. Proceedings of the IEEE, 75(2): 236--255.
  • 9Gallet C, Julien C, 2011. The significance threshold for coherence when using the Welch's periodogram method: Effect of overlapping segments. Biomedical Signal Processing and Control, 6(4): 405-409.
  • 10Jenkins G M, Watts D G, 1968. Spectral Analysis and its Applications. San Francisco: Holden Day, 256--300.

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