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分歧理论及其在电力系统稳定性分析中的应用
Bifurcation Theory and its Application in Analyzing the Stability of Power System
【摘要】 分歧理论是研究非线性系统的一种有效的数学工具。介绍了分歧理论的基本概念和内容,并且针对单机无穷大系统,利用Hopf分歧理论,分析电力系统低频振荡中的非线性奇异现象,得到了与常规线性化分析不同的新结论,数值积分验证了该结论的正确性。
【Abstract】 Bifurcation theory is a useful mathematic method in studying nonlinear system. In this paper, general idea and theory of bifurcation is introduced, and nonlinear singular phenomenon in LFO (Low Frequency Oscillation) of a single-infinite power system is analyzed based on Hopf Bifurcation Theory. A new conclusion was reached which is different from that of a conventional linearization analysis, and it is validated by means of SBS (step by step) method.
【关键词】 分歧理论;
低频振荡;
非线性;
系统参数;
【Key words】 bifurcation theory; low frequency oscillation; nonlinear; power system parameters;
【Key words】 bifurcation theory; low frequency oscillation; nonlinear; power system parameters;
- 【文献出处】 北京石油化工学院学报 ,Journal of Beijing Institufe of Petrochemical Technology , 编辑部邮箱 ,2002年01期
- 【分类号】TM712
- 【被引频次】6
- 【下载频次】187