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An Improved Time-Frequency Representation Based on Nonlinear Mode Decomposition and Adaptive Optimal Kernel

机译:基于非线性模式分解和自适应最优核的改进的时频表示

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摘要

Time-frequency representation (TFR) based on Adaptive Optimal Kernel (AOK) normally performs well only for monocomponent signals and has poor noise robustness. To overcome the shortcomings of AOK TFR mentioned above, a new TFR algorithm is proposed here by integrating nonlinear mode decomposition (NMD) with AOK TFR. NMD is used to decompose multicomponent signals into a bundle of meaningful oscillations and then AOK is applied to compute the TFR of individual oscillations, finally all these TFRs are summed together to generate one TFR. Through quantitative comparison with other TFR methods to both simulated and real signals, the superiority of proposed TFR based on NMD and AOK on removing noise and many other measurement index of TFR are shown.
机译:基于自适应最佳内核(AOK)的时频表示(TFR)通常仅对单分量信号表现良好,并且噪声鲁棒性较差。为了克服上述AOK TFR的缺点,在此提出了一种新的TFR算法,它将非线性模式分解(NMD)与AOK TFR集成在一起。 NMD用于将多分量信号分解为一堆有意义的振荡,然后将AOK应用于计算单个振荡的TFR,最后将所有这些TFR相加在一起以生成一个TFR。通过与其他TFR方法对模拟信号和真实信号的定量比较,显示了基于NMD和AOK的TFR在消除噪声和TFR的许多其他测量指标方面的优越性。

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