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Nonlinear squeezing time-frequency transform for weak signal detection

机译:非线性压缩时频变换用于弱信号检测

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摘要

Conventional time-frequency analysis methods can characterize the time-frequency pattern of multi-component nonstationary signals. However, it is difficult to detect weak components hidden in complex signals because the time-frequency representation is influenced by the signal amplitude. In this paper, a novel algorithm called nonlinear squeezing time-frequency transform (NSTFT) is proposed to characterize the time-frequency pattern of multi-component nonstationary signals. Most importantly, theoretical analysis shows that the NSTFT method is independent of the signal amplitude and is only relevant to the signal phase, thus it can be used for weak signal detection. Moreover, an improved ridge detection algorithm is proposed in this paper for instantaneous frequency estimation. The experiments on simulated and real-world signals show that the NSTFT method can effectively detect weak components in complex signals, and the comparison study with some other time-frequency analysis methods also shows the advantages of the NSTFT method in weak signal detection.
机译:常规的时频分析方法可以表征多分量非平稳信号的时频模式。但是,由于时频表示受信号幅度的影响,因此很难检测出隐藏在复杂信号中的弱分量。本文提出了一种新的算法,称为非线性压缩时频变换(NSTFT),以表征多分量非平稳信号的时频模式。最重要的是,理论分析表明,NSTFT方法与信号幅度无关,仅与信号相位有关,因此可用于弱信号检测。此外,针对瞬时频率估计,本文提出了一种改进的脊检测算法。对模拟信号和真实信号的实验表明,NSTFT方法可以有效地检测复杂信号中的弱分量,与其他时频分析方法的比较研究也显示了NSTFT方法在弱信号检测中的优势。

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