文章摘要
薛禹胜,刘庆龙,陈国平.基于轨迹模式空间解耦及模式能量序列的振荡分析 (三)时变性分辨率从摆次细化到时间断面[J].电力系统自动化. DOI: 10.7500/AEPS20190430036.
XUE Yusheng,LIU Qinglong,CHEN Guoping.Oscillation Analysis Based on Trajectory Modes Decoupled in Space and Mode-energy-sequence: Part Three Time-varying Resolution Thinning from Swing to Time Section[J].Automation of Electric Power Systems. DOI: 10.7500/AEPS20190430036.
基于轨迹模式空间解耦及模式能量序列的振荡分析 (三)时变性分辨率从摆次细化到时间断面
Oscillation Analysis Based on Trajectory Modes Decoupled in Space and Mode-energy-sequence: Part Three Time-varying Resolution Thinning from Swing to Time Section
DOI:10.7500/AEPS20190430036
关键词: 振荡能量  扩展等面积准则(EEAC),主导映象系统  非哈密顿因素  轨迹断面能量(ESE)
KeyWords: oscillation energy  extended equal-area criterion (EEAC)  controlling image system  non-Hamiltion factor  energy of trajectory section (ESE)
上网日期:2019-06-11
基金项目:国家电网公司总部科技项目资助“基于轨迹特征根的电力系统振荡基础理论研究、算法开发及应用验证”
作者单位E-mail
薛禹胜 南瑞集团有限公司(国网电力科学研究院有限公司) xueyusheng@sgepri.sgcc.com.cn 
刘庆龙 南京理工大学 自动化学院 liuqinglong@sgepri.sgcc.com.cn 
陈国平 国家电网公司 国家电力调度控制中心 chen-guoping@sgcc.com.cn 
摘要:
      本系列文章的前两篇以振荡模式的空间解耦代替频域解耦,并通过互补群模式的摆次能量演化来反映复杂振荡行为的特征。由于其对时变性的分辨率较低,也不利于讨论多模式之间的交互作用,故该文提出在每个积分步末端所对应的时间断面处,按实际变量值重新冻结映象系统的非哈密顿因素,按虚构的哈密顿系统来估计该断面后的不平衡功率vs转角的曲线。进而评估各互补群模式的振荡总能量(或其裕度)的时间序列,将轨迹振荡能量序列分析方法的时间分辨率从按模式摆次细化为按积分步长,更好地反映振荡的局部时变性。针对分别计及调速器或计及机械功率周期性扰动的两个算例,揭示了系统“反常”振荡行为的机理。
Abstract:
      The first two articles in this series replace the oscillation modes decoupled in frequency domain with in space, and reflect the characteristics of complex oscillation behavior based on the variation of the complementary-cluster intergroup swing energy. However, it is difficulty to discuss the interaction between multi-modes due to the low resolution of time-varying. In this paper, the non-Hamilton factors of image system are frozen according to the actual variable values at the time section corresponding to the end of each integral step. Therefore, the curve of the unbalanced power vs power angle of the section is estimated according to the virtual Hamilton OMIB (VH-OMIB) system. Then, the time series of the total oscillation energy (or its margin) of each complementary-cluster mode is evaluated. Thus the time resolution of the trajectory oscillation energy sequence analysis method is thinning from swing of the mode to integral step which can reflect the local time-varying of oscillation better. Finally, the mechanism of system abnormal oscillation behavior is revealed in the case with governor or cyclical mechanical power disturbance.
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