引用本文:鞠 平,刘咏飞,王红印,孙建华,余一平.电力系统的广义强迫振荡[J].电力自动化设备,2016,36(9):
JU Ping,LIU Yongfei,WANG Hongyin,SUN Jianhua,YU Yiping.General forced oscillations of power systems[J].Electric Power Automation Equipment,2016,36(9):
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电力系统的广义强迫振荡
鞠 平1, 刘咏飞1, 王红印2, 孙建华2, 余一平1
1.河海大学 能源与电气学院,江苏 南京 210098;2.河南省电力公司 电力调度控制中心,河南 郑州 450052
摘要:
随着新能源发电和新型负荷的并网接入,随机激励对电力系统的影响日渐突出,且电力系统中振荡现象时有发生,但由于不明原因而难以抑制。从频域的角度,发现了电力系统在随机激励下的广义强迫振荡现象,分析了广义强迫振荡产生机理。提出的广义强迫振荡理论指出:如果输入随机激励功率谱频段能够覆盖电力系统中某些较弱阻尼模式频率,就有可能引发较大的强迫振荡,振荡中包含这些较弱阻尼模式频率分量。采用电流注入法,在新英格兰10机39节点系统进行了计算分析,结果验证了广义强迫振荡理论的正确性。所提广义强迫振荡理论是对传统狭义强迫振荡理论的突破。
关键词:  电力系统  振荡  强迫振荡  随机激励  功率谱密度  模态分析
DOI:
分类号:
基金项目:国家重点基础研究发展计划(973计划)项目(2013-CB228204);国家自然科学基金资助项目(51137002,51190102)
General forced oscillations of power systems
JU Ping1, LIU Yongfei1, WANG Hongyin2, SUN Jianhua2, YU Yiping1
1.College of Energy and Electrical Engineedng,Hohai University,Nanjing 210098,China;2.Electric Power Dispatching&C0ntrolling Center,Henan E1ectric Power Company,Zhengzhou 450052,China)
Abstract:
With the increasing integration of renewable generation and new loads into power systems,the dynamics of power systems under random excitation is receiving increasing concern. Meanwhile,lots of oscillations occasionally occur in interconnected power systems,which are difficult to explain and control. From the viewpoint of frequency domain,the mechanism and fundamental theory of general forced oscillation in power systems are developed. It proves that the general forced oscillations may be caused when the frequency bands,observed in the power spectral density of random excitation,can cover the inherent frequencies of some weaker damp modes in the power system,and the general forced oscillation contains all frequency components of these modes. This new theory is verified by digital simulation in the 10-generator,39-bus New England Test System. The general forced oscillation theory breaks through the special forced oscillation theory.
Key words:  electric power systems  oscillation  forced oscillation  random excitation  power spectral density mode analysis

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