Time-frequency Analysis of Non-stationary Signal Based on Sliding Mode Singular Spectrum Analysis and Wigner-ville Distribution

Zhe Li, Shi-bai Sun, Yichuan Wang, Weiguo Dai, Jiaxing Qiu, Z. Liu
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引用次数: 0

Abstract

In order to obtain better performance of time-frequency representation(TFR) in non-stationary signal processing using Wigner-Ville distribution(WVD), an adaptive time-frequency analysis method based on combination of sliding mode singular spectrum analysis(SM-SSA) and Wigner-Ville distribution(SM-SSA-WVD) was proposed. Through mode decomposition of original signal by SM-SSA and linear superposition of TFRs for each mode by WVD, the cross terms are effectively suppressed, which obtaining higher adaptive ability and energy concentration of WVD results comparing to the traditional WVD methods. The proposed cross-term free method is applied to analyze several kinds of simulated clean and noisy multi-component modulated signals. The TFRs of the proposed method work better in restraining the cross terms of WVD than some other adaptive decomposition methods, thus obtaining higher time-frequency resolution and noise robustness.
基于滑模奇异谱分析和Wigner-ville分布的非平稳信号时频分析
为了在Wigner-Ville分布(WVD)非平稳信号处理中获得更好的时频表示(TFR)性能,提出了一种基于滑模奇异谱分析(SM-SSA)和Wigner-Ville分布(SM-SSA-WVD)相结合的自适应时频分析方法。通过SM-SSA对原始信号进行模态分解,利用WVD对各模态的tfr进行线性叠加,有效抑制了交叉项,获得了比传统WVD方法更高的自适应能力和能量浓度。将所提出的无交叉项方法应用于几种纯噪声多分量调制信号的仿真分析。与其他自适应分解方法相比,该方法能更好地抑制WVD的交叉项,从而获得更高的时频分辨率和噪声鲁棒性。
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