研究生: |
賴英傑 Ying-Chieh Lai |
---|---|
論文名稱: |
台電系統低頻振盪參數之計算方法 Calculation Methods for Low Frequency Oscillation Parameters of Taipower System |
指導教授: |
陳士麟
Shi-Lin Chen |
口試委員: | |
學位類別: |
碩士 Master |
系所名稱: |
電機資訊學院 - 電機工程學系 Department of Electrical Engineering |
論文出版年: | 2004 |
畢業學年度: | 92 |
語文別: | 中文 |
論文頁數: | 88 |
中文關鍵詞: | 低頻振盪 、離散小波轉換 、阻尼常數 、監測 |
外文關鍵詞: | low frequency oscillations, discrete wavelet transform, damping constant, monitoring |
相關次數: | 點閱:3 下載:0 |
分享至: |
查詢本校圖書館目錄 查詢臺灣博碩士論文知識加值系統 勘誤回報 |
摘要
台電系統於民國73年首次出現低頻振盪現象,低頻振盪的發生降低供電品質,甚而危害系統安全。民國80年期間,台電公司進行電力系統強化之後,自發性低頻振盪現象已不復出現,但因台電系統具有先天性的長距離輸電特性以及區域的電力供需失衡,低頻振盪仍為台電系統的一項潛在問題。電力系統的大型擾動(跳機或跳線等故障),亦會造成變電所間的相角差以及電功率的短暫振盪現象,其振盪通常並非平穩且含有變動性的直流偏移量。
本論文結合可變視窗型離散傅立葉轉換及離散小波轉換分析低頻振盪信號,計算振盪信號之主要自然頻率及阻尼常數,用以評估系統之動態穩定度。對於含有定值直流偏移量之自發性低頻振盪,採用偵測三個波峰值的直流濾除方法結合可變視窗型離散傅立葉轉換,進行計算;至於大型擾動所激發的短暫振盪信號,由於內含非定值的直流偏移量,本論文提出以小波分解法,萃取其中屬於低頻振盪頻率範圍的信號,再進行可變視窗型離散傅立葉轉換分析。
小波函數的選用方面,本研究測試七種小波函數,經測試台電系統的記錄波形,建議選用db10小波函數及dmey小波函數,並結合可變視窗型離散傅立葉轉換,用於監測台電系統的低頻振盪參數。
Abstract
Low frequency oscillation phenomena first appeared in Taipower system in 1984. The phenomena not only deteriorated power supply quality but also threatened the system security. During 1990’s, Taiwan Power (Taipower) Company had strengthened its transmission system. Thus the spontaneous low frequency oscillation phenomena have not appeared again. However, because of the inherent longitudinal structure of transmission network and the regional power supply and demand imbalance, the low frequency oscillation is still a potential problem in the Taipower system. The large-scale perturbations caused by machine or transmission line trippings in the power system will still lead to the transient oscillations of power angle and power flow between substations. Such oscillations are normally unsteady and thus contain the variational DC offsets.
A method integrating the discrete Fourier transform at a variable size of sampling window and the discrete wavelet transform is proposed to analyze the signals of low frequency oscillations, including the calculation for the oscillation parameters such as the main natural frequency and the damping constant, based on them to assess the system dynamic stability. For the spontaneous low frequency oscillations with the constant DC offsets, it is proposed in this thesis to apply the DC offset filtering method by detecting the three waveform peaks, and then apply the discrete Fourier transform at the variable window size to the calculation for the oscillation parameters. As to the transient oscillatory signals having a variable DC offset which are usually excited by the large-scale perturbations, a process is proposed which applies the wavelet decomposition to extract the low frequency oscillation signal components, and then applies the same discrete Fourier transform as for the spontaneous low frequency oscillations.
Seven kinds of mother wavelets all integrated with the discrete Fourier transform at a variable window size have been tested on the Taipower system data. Among them, the db10 wavelet and the dmey wavelet functions have been chosen and suggested to use for monitoring the low frequency oscillation parameters of Taipower system.
參考文獻
[1]台電系統適用之電力系統穩定器選擇,台灣電力公司系統規劃處,1984年。
[2]台電動態低頻振盪現象分析,台灣電力公司75年度研究發展專題,1986年。
[3]台電系統低頻振盪現象之實測與改善,經濟部83年度研究發展專題,1994年。
[4]蔡泓錡、李盛輝、朱家齊,民營電廠振盪模式之分析與改善策略之研究,中華民國第二十四屆電力工程研討會論文集,第1289~1293頁,2003年12月。
[5]K. P. Poon, K. C. Lee, “Analysis of Transient Stability Swings in Large Interconnected Power Systems by Fourier Transformation”, IEEE Trans. on Power Systems, Vol. 3, No. 4, pp.1573-1581, 1988.
[6]C. L. Chang, A. S. Liu, C. T. Huang, “Oscillatory Stability Analysis Using Real-Time Measured Data”, IEEE Trans. on Power Systems, Vol. 8, No.3, August 1993.
[7]I. Daubechies, Ten Lectures on Wavelets, SIAM, 1992.
[8]小波分析導論,崔錦泰著,程正興譯,西安交通大學出版社,1995年。
[9]凌波初步,單維彰著,全華圖書,1998年。
[10]M. Meunier, and F. Brouaye, “Fourier Ttransform,Wavelet,Prony Analysis : Tools for Harmonics and Quality of Power”, Proceedings of 8th International Conference on Harmonics and Quality of Power , Volume 1, pp.71 – 76, 1998.
[11]黃世杰、趙維和,應用小波轉換於電力系統次同步共振之鑑別,中華民國第二十四屆電力工程研討會論文集,第1567~1571頁,2003年12月。
[12]黃世杰、林矩民,應用離散小波轉換技術於分散式發電系統之孤島現象偵測,中華民國第二十三屆電力工程研討會論文集,第1174~1178頁,2002年12月。
[13]任震、黃雯瑩、何建軍、石志強、楊樺、楊浩,小波分析及其在電力系統中的應用-- (一)概論,電力系統自動化,第21卷,第1期,第5~7頁,1997年1月。
[14]P. Kundur, Power System Stability and Control, McGraw-Hill, 1993.
[15]Y. N. Yu, Electric Power System Dynamics, Academic Press, 1983.
[16]P. M. Anderson, and A. A. Found, Power System Control and Stability, IEEE Press, 1993.
[17]G. Rogers, Power System Oscillations, Kluwer Academic, 2000.
[18]林水秀,電力系統的動態和小信號穩定度,電機月刊,第十二卷,第三期,第266 ~ 276頁,2002年3月。
[19]李森源、石連柱、陳躬耕、廖如柏、林淳義,台電系統低頻振盪現象之回顧與分析,中華民國第十三屆電力工程研討會論文集,第772~777頁,1992年12月。
[20]台灣電力公司負載特性監錄設備之開發與安裝,經濟部80年度研究發展專題,1991年。
[21]Y. Y. Hsu, S. W. Shyue, and C. C. Su, “Low Frequency Oscillations in Longitudinal Power Systems: Experience with Dynamic Stability of Taiwan Power Company”, IEEE Trans. on Power Systems, Vol.2, No.1, pp.92-100, 1987.
[22]C. Barbier, E. Ferrari, and K. E. Johansson, “Questionnaire on Electromechanical Oscillation Damping in Power Systems Report on the Answers”, Electra, No. 64, pp.59-90, 1976.
[23]F. P. deMello, and C. Concordia, “Concepts of Synchronous Machine Stability as Affected by Excitation Control”, IEEE Trans. on Power Applied Systems, Apr., pp.189-202, 1969.
[24]O. I. Elgerd, Electric Energy System Theory - An Introduction, McGraw-Hill, 1982.
[25]張忠良、劉阿興、劉傳聖、胡文俊、陳永田、黃江滄,電力系統穩定器功能評估,中華民國第十三屆電力工程研討會論文集,第724~731頁,1992年12月。
[26]Wavelet Toolbox User’s Guide, The MathWorks, 2002.