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基于模极大值小波域和TLS-ESPRIT的振荡瞬态识别方法
引用本文:胡为兵,李开成,张明,方聪.基于模极大值小波域和TLS-ESPRIT的振荡瞬态识别方法[J].电网技术,2008,32(21):47-51.
作者姓名:胡为兵  李开成  张明  方聪
作者单位:电力安全与高效湖北省重点实验室(华中科技大学)
摘    要:对于电能质量扰动检测和定位中振荡瞬态的检测、识别,目前普遍采用的是时频特征矢量提取和智能模式识别方法,此类方法无法准确提取电能质量振荡瞬态信号不同频率分量的组成。结合模极大值小波域和总体最小二乘法旋转不变技术的信号参数估计(total least squares-estimation of signal parameters via rotational invariance techniques,TLS-ESPRIT)可以很好地实现振荡信号的检测与识别。对于输入信号,首先采用模极大值小波域检测振荡发生的起始时刻和终止时刻,然后利用振荡时间间隔内的信号建立观测空间矩阵,通过奇异值分解和总体最小二乘法实现特征值截尾,将采样信号观测空间分解为信号子空间和噪声子空间,得到振荡信号每个构成频率分量的相应参数。仿真结果证实了所提出方法的可行性。

关 键 词:电能质量  振荡瞬态  模极大值小波域  总体最小二乘法  旋转不变技术信号参数估计  奇异值分解
收稿时间:2008-01-11

Identification of Oscillatory Transients Based on Modulus Maximum Wavelet Domain and TLS-ESPRIT
HU Wei-bing LI Kai-cheng ZHANG Ming FANG Cong.Identification of Oscillatory Transients Based on Modulus Maximum Wavelet Domain and TLS-ESPRIT[J].Power System Technology,2008,32(21):47-51.
Authors:HU Wei-bing LI Kai-cheng ZHANG Ming FANG Cong
Affiliation:Electric Power Security and High Efficiency Key Lab (Huazhong University of Science and Technology), Wuhan 430074,Hubei Province,China
Abstract:At present the time domain eigenvector extraction and intelligent pattern recognition are widely applied to oscillatory transients detection and recognition for power quality disturbances detection and location, however, these methods cannot precisely extract the composition of different frequency components in power quality oscillatory transient signals. The detection and recognition of oscillatory signals can be well implemented by combining modulus maximum wavelet domain with total least squares-estimation of signal parameters via rotational invariance techniques (TLS-ESPRIT). For input signals, firstly the initial time and the end time of the oscillation are detected by modulus maximum wavelet domain; then using the signals within the time interval of the oscillation the observation space matrix is built, and by means of singular value decomposition and total least squares method the truncation of eigenvalue is implemented; and then the observation space of sampled signals is resolved into signal subspace and noise subspace, thus the corresponding parameters of each frequency component that composes the oscillatory signals are obtained. Simulation results verify the feasibility of the proposed method.
Keywords:power quality  oscillatory transients  modulus maximum wavelet domain  total least squares (TLS)  estimation of signal parameters via rotational invariance techniques (ESPRIT)  singular value decomposition (SVD)
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