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Gaussian-modulated linear group delay model: Application to second-order time-reassigned synchrosqueezing transform

机译:高斯调制线性群时滞模型:在二阶时间重分配同步压缩中的应用

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摘要

This paper considers the analysis of impulsive-like signals whose time-frequency ridge curves are nearly perpendicular to the time axis. Although the instantaneous frequency of such a signal is a multivalued time-dependent function, its group delay is a single-valued function of frequency, which indicates that a frequency-domain signal model is more suitable for describing impulsive-like signals. Therefore, a new frequency-domain signal model, called Gaussian-modulated linear group delay (GLGD) model, is applied to the second-order time-reassigned transform (TSST2) that achieves the time-frequency representation (TFR) of impulsive-like signals while allowing mode decomposition. Compared to the recently proposed time-reassigned synchrosqueezing transform (TSST), the TSST2 can provide a more accurate group-delay estimator, which is beneficial to obtain a sharper TFR. Numerical signals and experimental signals are employed to validate the effectiveness of the proposed TSST2. (C) 2019 Elsevier B.V. All rights reserved.
机译:本文考虑了时频脊曲线几乎垂直于时间轴的类脉冲信号的分析。尽管此类信号的瞬时频率是一个多值时间相关函数,但其​​群延迟是频率的单值函数,这表明频域信号模型更适合描述类脉冲信号。因此,将一种称为高斯调制线性群时延(GLGD)模型的新频域信号模型应用于二阶时间重分配变换(TSST2),以实现类似脉冲的时频表示(TFR)信号,同时允许模式分解。与最近提出的时间重分配同步压缩变换(TSST)相比,TSST2可以提供更准确的组延迟估计器,这对于获得更清晰的TFR很有帮助。数值信号和实验信号被用来验证所提出的TSST2的有效性。 (C)2019 Elsevier B.V.保留所有权利。

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