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谐波法复杂周期信号周期测量
引用本文:李文臣,丹梅,王雪松,王国玉.谐波法复杂周期信号周期测量[J].数据采集与处理,2009,24(6).
作者姓名:李文臣  丹梅  王雪松  王国玉
作者单位:1. 国防科技大学电子科学与工程学院,长沙,410073;中国人民解放军63880部队,洛阳,471003
2. 国防科技大学电子科学与工程学院,长沙,410073
基金项目:国家自然科学基金,国防科技大学科研计划 
摘    要:利用复杂周期信号频谱存在大量等间隔幅度起伏的谐波分量.提出了复杂周期信号的谐波法周期测量.谐波法之FT-Abs-IFT(FAIF)是周期信号频谱包络的反傅里叶变换,输出为频谱包络对应时域信号与周期冲击信号的卷积.其最大值是等幅度或起伏幅度(噪声条件下)的周期冲击信号,通过门限栓测和周期测量得到信号周期(或频率).最后通过与常用周期信号测量方法(同态滤波法、自相关法和AMDF)的仿真比较,表明对于复杂周期信号,谐波法之FAIF测量精度高,误差率低和良好的抗噪性能.

关 键 词:周期信号  谐波法  自相关  平均幅度差函数(AMDF)

Period Measurement of Complicated Periodic Signal Using Harmonic Wave Method
Li Wenchen,Dan Mei,Wang Xuesong,Wang Guoyu.Period Measurement of Complicated Periodic Signal Using Harmonic Wave Method[J].Journal of Data Acquisition & Processing,2009,24(6).
Authors:Li Wenchen  Dan Mei  Wang Xuesong  Wang Guoyu
Abstract:The spectrums of the complicated periodic signals include many harmonic componcnts and their amplitudes are fluctuant.Based on the feature.the period measurement by the harmonic wave method is proposed for the complicated periodic signal.One of the harmonic wave methods,FT-Abs-IFT(FAIF),iS the inverse Fourier transform(IFT)of the spectrum envelope.Then,the output signal is the convolution of the spectrum envelope time domain signal and the periodic impulse signal.The maximum of the convolution output is also the periodic impulse signal with constant amplitude under the noise-free condition,or fluctuant amplitude under the noise condition.The signal period(or frequency)can be obtained by the threshold detection and the period measurement.The simulation comparisons of the harmonic wave method and conventional methods(including homomorphic filtering,autocorrelation and average magnitude difference function(AMDF))are given.The result indicates that the FAIF has high measurement precision,lower error rate,and fine anti-noise performance for period measurement of the complicated periodic signal.
Keywords:FT-Abs-IFT(FAIF)  periodic signal  harmonic wave method  FT-Abs-IFT(FAIF)  autocorrelation  average magnitude difference function(AMDF)
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