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基于谐波小波的电力系统谐波分析 被引量:6

Harmonic Analysis in Power System Based on Harmonic Wavelet
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摘要 电力系统中的谐波对电网危害巨大,对其进行监测和分析就显得非常重要。在谐波小波以及谐波小波包的基础上,提出谐波小波变换的表达式以及谐波小波算法,给出电力系统谐波分析的仿真示例。仿真结果表明,利用谐波小波变换分解,并通过最小二乘法拟合出的各次谐波频率和幅度的误差率完全符合谐波分析的精度要求。在电力系统谐波的分析中,谐波小波算法具有其他算法无可比拟的优越性。 Harmonics in power system are harmful to power network. It is significant to detect and analyze them. On the basis of harmonic wavelet and harmonic wavelet packet, the expression of harmonic wavelet transform and the algorithm of harmonic wavelet are proposed and then a simulation example of harmonic analysis in power system is given. The simulation results show that the error rate of each harmonic frequency and amplitude corresponds to the accuracy requirement of harmonic analysis completely with the decomposition of harmonic wavelet transform and least square method fitting. The algorithm of harmonic wavelet is superior to the others in harmonic analysis of power system.
作者 张天瑜
出处 《现代电子技术》 2009年第5期159-162,166,共5页 Modern Electronics Technique
关键词 谐波小波 谐波分析 电力系统 谐波 间谐波 最小二乘法拟合 harmonic waveler harmonic analysis power system harmonics inter - harmonics least square method fitting
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  • 1Kumar A, Das B, Sharma J. Robust Dynamic State Estimation of Power System Harmonics [J]. International Journal of Electrical Power & Energy Sys terns, 2006,28 ( 1 ) : 65 -74.
  • 2Madtharad C, Premrudeepreechacharn S, Watson N R, et al. An Optimal Measurement Placement Method for Power System Harmonic State Estimation [J]. IEEE Trans. on Power Delivery,2005,20(2) :1 514 - 1 521.
  • 3Lin H C. Remote Power System Harmonics Measurement and Monitoring via the Internet [J]. International Journal of Electrical Engineering Education, 2005,42 (3) : 267 - 279.
  • 4Kanao N, Yamashita M, Yanagida H,et al. Power System Harmonic Analysis' Using State - Estimation Method for Japanese Field Data[J].IEEE Trans. on Power Delivery, 2005,20(2) :970 - 977.
  • 5Chang G W,Chen C I,Liu Y J ,et al. Measuring Power System Harmonics and Interharmonics by an Improved Fast Fourier TransformBased Algorithm [J]. IET Generation, Transmission & Distribution,2008,2(2):192- 201.
  • 6Lu S L. Application of DFT Filter Bank to Power Frequency Harmonic Measurement [J]. IEE Proceedings -Generation, Transmission and Distribution, 2005,152 ( 1 ) : 132 - 136.
  • 7Testa, A, Gallo D, Langella, R. On the Processing of Harmonics and Interharmonies: Using Hanning Window in Standard Framework [J]. IEEE Trans. on Power Delivery, 2004,19(1) ;28 - 34.
  • 8Musha T, Kumazawa T. Instantaneous Structural Intensity by the Harmonic Wavelet Transform [J]. Journal of Sound and Vibration,2007,306(1 - 2) :377 - 388.
  • 9Chancey V C, Flowers G T, Howard C L. A Harmonic Wavelets Approach for Extracting Transient Patterns from Measured Rotor Vibration Data [J].Journal of Engineering for Gas Turbines and Power, 2003,125 ( 1 ) : 81 - 89.
  • 10Liu B. Adaptive Harmonic Wavelet Transform with Applications in Vibration Analysis [J]. Journal of Sound and Vibration, 2003,262 (1) : 45 - 64.

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