非平稳周期信号时频分析方法研究

Qiang Zhou, Jiuqiang Han
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引用次数: 0

摘要

非平稳周期信号(NPS)是一类周期服从正态分布的随机信号,其周期的统计平均值(SAVP)非常重要,但很难得到。采用短时功率谱(STPS)、Wigner-Ville分布(WVD)和小波变换(WT)等时频分析方法获得了NPS的SAVP,并利用高斯白噪声和大振幅彩色噪声验证了这些方法的抗干扰能力。分析结果表明,惯性滤波后的STPS能有效地将NPS从噪声中分离出来,具有良好的NPS时频分辨率,具有较高的测量精度。光滑伪Wigner-Ville分布(SPWVD)和重分布SPWVD具有良好的时频聚集和分辨率,但其抗干扰能力存在缺陷。小波变换具有很强的抗干扰能力。综上所述,三种方法均能计算出NPS的SAVP,其中STPS和WVD测量精度较高,而WT具有更完善的动态特性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Research of Time-frequency Analysis Method of Nonstationary Periodic Signal
Nonstationary periodic signal (NPS) is a sort of stochastic signal whose period follow normal distribution, and the statistic average value of period (SAVP) of NPS is very important but difficult to yield. Several time-frequency analysis method including short time power spectrogram (STPS), Wigner-Ville distribution (WVD) and wavelet transform (WT) are employed to obtain the SAVP of NPS, then Gauss white noise and color noise with large amplitude are used to verify the anti-interference capability of these methods. The analytic results show that STPS with inertia filtering can separate NPS from noise efficiently and has good time-frequency resolution of NPS, which means high measurement precision of SAVP. Smooth pseudo Wigner-Ville distribution (SPWVD) and redistribution SPWVD have excellent time-frequency aggregation and resolution, but their anti-interference capability is a flaw. WT has powerful ability of anti-disturbance. In sum, all the three methods can compute SAVP of NPS, among them, STPS and WVD have higher measurement precision while WT has more perfect dynamic characteristic.
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