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基于自适应多元变分模态分解的电力系统低频振荡模态辨识
引用本文:刘乃毓,蔡国伟,杨德友,王博闻. 基于自适应多元变分模态分解的电力系统低频振荡模态辨识[J]. 东北电力学院学报, 2020, 0(1): 1-7
作者姓名:刘乃毓  蔡国伟  杨德友  王博闻
作者单位:东北电力大学电气工程学院;中国电力工程顾问集团东北电力设计院有限公司
基金项目:吉林省科技发展计划项目(20180414023GH)。
摘    要:针对电力系统多元非线性信号模态辨识困难的问题,提出一种自适应多元变分模态分解方法(自适应MVMD)对多元低频振荡信号进行辨识.自适应MVMD法通过对构建的多元约束变分模型迭代求解获得最优分离模态集合,避免了噪声扰动下的模态混叠及虚假模态等问题.首先通过最大复原近似度确定分离模态数K,然后利用自适应多元变分模态分解法对多元信号进行辨识以获得模态集合,对各信号中同频模态分类提取,并利用Hilbert变换以及傅里叶变换频谱分布对振荡参数进行辨识.测试算例及仿真算例证明了该方法的有效性,与经验模态分解法对比结果显示自适应MVMD法对含噪声信号辨识能力更强.

关 键 词:低频振荡  多元变分模态分解  希尔伯特变换

Low-frequency Oscillation Mode Identification of Power System Based on Adaptive Multivariate Variational Mode Decomposition
Liu Naiyu,Cai Guowei,Yang Deyou,Wang Bowen. Low-frequency Oscillation Mode Identification of Power System Based on Adaptive Multivariate Variational Mode Decomposition[J]. Journal of Northeast China Institute of Electric Power Engineering, 2020, 0(1): 1-7
Authors:Liu Naiyu  Cai Guowei  Yang Deyou  Wang Bowen
Affiliation:(Electrical Engineering College,Northeast Electric Power University,Jilin Jilin 132012;Northeast Electric Power Design Institute of CPECC,Changchun Jilin 130022)
Abstract:Aiming at the difficulty of multi-linear signal modal identification in power system,an adaptive multivariate variational mode decomposition(adaptive MVMD)method is proposed to identify multi-oscillation signals.The adaptive MVMD algorithm obtains the optimal set of separated modes by iteratively solving the constructed multivariate constrained variational model,avoiding the problems of modal aliasing and false mode under noise disturbance.Firstly,the separation modal number K is determined by the maximum restoration approximation degree,then the multivariate signal is identified by the adaptive multivariate variational mode decomposition method to obtain the separated modal set,the same frequency signal in each channel is classified and extracted,and the Hilbert transform is utilized.And the Fourier transform spectrum distribution identifies the oscillation parameters.The test examples and simulation examples demonstrate the effectiveness of the proposed method.Compared with the empirical mode decomposition method,the adaptive MVMD method has stronger ability to identify noise-containing signals.
Keywords:Power system  Multivariate variational mode decomposition  Hilbert transform
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