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The Empirical Mode Decomposition Process of Non-stationary Signals

机译:非平稳信号的经验模态分解过程

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The Hilbert-Huang transform is a new method for analysing nonlinear and non-stationary data, and the empirical mode decomposition is key part of the method. The transform method raised by Norden E. Huang and others. The transform method is applied in many areas of signal analysis. In this paper, the precipitation data of Beijing is used as the study'data. The data is decomposed by empirical mode decomposition method. Then with Space-time index method, the author probes dynamical non-stationary in the original data and the decomposition data, and made research to empirical mode decomposition process of the non-stationary signals. Finally the conclusion is that the precipitation time series is truly containing the non-stable factor, and with the decomposition, non-stationarity is weaker and weaker in the experience mode decomposition, the low frequency component's non-stationary is very weak.
机译:Hilbert-Huang变换是一种用于分析非线性和非平稳数据的新方法,经验模式分解是该方法的关键部分。 Norden E. Huang等人提出的变换方法。变换方法应用于信号分析的许多领域。本文以北京的降水数据为研究数据。数据通过经验模式分解方法分解。然后利用时空索引法,对原始数据和分解数据中的动态非平稳信号进行了探究,并对非平稳信号的经验模态分解过程进行了研究。最后得出的结论是,降水时间序列确实包含了不稳定因素,并且随着分解,在经验模式分解中非平稳性越来越弱,低频分量的非平稳性非常弱。

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