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基于贝叶斯频谱估计的频率分辨率研究 被引量:1

Study of Frequency Resolution Based on Bayesian Spectrum Estimation
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摘要 研究了贝叶斯频谱估计的基本理论和基本方法,分别对频率扫描法和频差扫描法进行了研究和计算。仿真结果显示,采用加窗方法可有效提高频率扫描法的频率识别精度。在采样信号相同的条件下,频率扫描法的频率采样点数为1000,得到的频率分辨率为1%。差频扫描法的采样点数为100,得到的频率分辨率为0.1%。贝叶斯频谱分析中模型的选取是决定性的因素。 It discusses the rationale and principle of Bayesian spectrum analysis, studies and calculates the frequency scanning method and the frequency difference scanning method respectively. The result of the simulation reveals that the precision of frequency identification can be raised effectively when using frequency windowing method. Under the same signal sampling condition, the resolution of frequency is about 1% with the frequency sampling point equaling to 1000 by making use of the frequency scanning method, and is about 0. 1% of 100 sampling point by making use of the frequency difference scanning method. The most important factor would be the selection of the model in Bayesian spectrum estimation, that is the conclusion.
出处 《仪器仪表学报》 EI CAS CSCD 北大核心 2005年第9期905-908,共4页 Chinese Journal of Scientific Instrument
关键词 贝叶斯方法 频谱分析 模型选取 加窗 Bayesian method Spectrum analysis Model selection Windowing
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参考文献6

  • 1Bretthorst G L. Bayesian spectrum analysis and parameter estimation. St, Louis, USA :Springer Verlag Press, 1987.26-32.
  • 2Bretthorst G L. Bayesian analysis II signal detection and model selection. Journal of Magnetic Resonance,1990: 552-570.
  • 3Li X Rong. Probability, random signals, and statistics.Florida. USA..CRC Press LLC, 1999. 102-165.
  • 4Jaynes E T. Probability theory, the logic of science.London :Cambridge University Press, 2002.89-223.
  • 5Jaynes E T. Bayesian spectrum and chirp analysis in proceedings of maximum-entropy and Bayesian methods. Boston, USA:Ray Simth Press, 1987. 16-20.
  • 6Roemer Louis, Cowling David. Bayesian methods in nondestructive testing. Materials Evaluation, 2001(1):59-62.

同被引文献5

  • 1Bretthorst G L. Bayesian analysis I1 signal detection and model selection [J ]. Journal of Magnetic Resonance. 1990,88: 552 - 570.
  • 2Bretthorst G L. Bayesian Spectrtma Analysis and Parameter Estimation [M]. New York. Springer Verlag Press, 1988.
  • 3Jeffreys, Sir Harold. Theory of Probability [ M ]. London: Oxford University Press, 1939,89-223.
  • 4Roemer Louis, Cowling David. Bayesian Methods in Nondestructive Testing[ J ]. Materials Evaluation, January 2001.59- 62.
  • 5王茹,邢毓华.一种提高谐波相位检测精度的方法[J].西安建筑科技大学学报(自然科学版),2004,36(1):116-118. 被引量:3

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