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基于网络信息的暂态稳定性定量分析——支路势能法 被引量:78

BRANCH POTENTIAL ENERGY METHOD FOR POWER SYSTEM TRANSIENT STABILITY ASSESSMENT BASED ON NETWORK DYNAMIC VARIABLES
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摘要 基于结构保持的多机电力系统拓扑暂态能量函数,分析了故障后暂态势能在网络中的分布变化特点,提取出基于网络信息的系统失去稳定时的关键特征量,以构建仅依赖网络信息的以支路势能分析为基础的可定性且可定量评价系统暂态稳定性的方法一支路势能法。该方法建立于电力系统网络信息的动态响应轨迹的基础上,指标的计算简单方便,不仅可用于第一摆、且可应用于多摆的稳定性评价,同时还可用于系统失稳模式、脆弱输电环节的识别,且具有在线应用的潜力。NEW ENGL,AND 10机系统的仿真算例验证了该方法的有效性。 Based on Topological Energy Function, the feature of line transient energy distributing over network has been studied. And a new transient stability analysis method -Branch Potential Energy Method is proposed, in which the earmark of system instability has been identified and the indices for quantitatively evaluating transmission line and power system stability degree have been established, and it is very simple to compute. The method not only can been used to first-swing and multi-swing stability assessment, but to identify the vulnerable line, critical cutest, and system instability mode. The Simulation on NEW ENGLAND 10 machines testifies the validation of the proposed method.
出处 《中国电机工程学报》 EI CSCD 北大核心 2004年第5期1-6,共6页 Proceedings of the CSEE
基金 国家自然科学基金项目(59977001)
关键词 电力系统 暂态稳定性 网络信息 定量分析 支路势能法 Power system Transient stability Network variables Assessment index Branch potential energy method
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参考文献14

  • 1余贻鑫 陈礼义.电力系统的安全性和稳定性[M].北京:科学出版社,1998..
  • 2Fouad A A, Vittal V.Power system transient stability analysis using the transient energy function method[M].Prentice Hall, Inc., 1992.
  • 3Maria G A, Tang C, Kim J.Hybrid transient stability analysis[J].IEEE Trans.on PWRS.1990, 5(2): 384-393.
  • 4穆钢,王仲鸿,韩英铎,黄眉.暂态稳定性的定量分析—轨迹分析法[J].中国电机工程学报,1993,13(3):23-30. 被引量:32
  • 5Bergen A R, Hill D J.A Structure Preserving Model For Power System Stability Analysis[J].IEEE Trans.on PAS, 1981, 100(1): 25-35.
  • 6殷明慧,邹云.电力系统结构保持模型相关不稳定平衡点方法的判别算法研究[J].中国电机工程学报,2003,23(9):83-89. 被引量:8
  • 7Xue Y, Van Cutsum T, Ribbens-Pavella M.A simple direct method for fast transient stability assessment of large power systems[J].IEEE Trans.on PWRS, 1988, 2(3): 400-412.
  • 8Rovnyak S, Liu C W, Lu J, Ma W M, Thorp J.Predicting future behavior of transient events rapidly enough to evaluate remedial control options in real-time[J].IEEE Trans.on Power System, 1995,10(3):1195-1203.
  • 9Bumett.Jr R O, Butts M M, Cease T W, et al.Synchronized phasor measurement of a power system event[J].IEEE Trans.on PWRS, 1994,9(3): 1643-1649.
  • 10Chandrashekhar K S, Hill D J.Cutset stability criterion for power systems using a structure-preserving model[J].Electric Power and Energy Systems.1986,8(3): 146-157.

二级参考文献24

  • 1穆钢,王仲鸿,韩英铎,黄眉.暂态稳定性的定量分析—轨迹分析法[J].中国电机工程学报,1993,13(3):23-30. 被引量:32
  • 2Bergem A R, Hill D J.A structrue preserving model for power system stability analysis[J].IEEE Trans on Power Apparatus and Systems,1981,PAS-100:25-35.
  • 3Narasimhamurhi N,Musavi M R.Ageneral energy fuaction for transient stability analysis of power systems[J].IEEE Trans on Circuits and Systems, 1984,CAS-31: 637-645.
  • 4Tsolas N A, Arapostathis A, Varaiya P P. A strucure preserving energy function for power system transient stability analysis[J].IEEE Trans on Circuits and Systems, 1985, CAS-32 1041-1049.
  • 5Hiskens I A,Hill D J.energy functions,transient stability and voltage behavior in power systems with nonlinear losds[J].IEEE Trans on Power Systems, 1989,4(4): 18-22.
  • 6Hill D J, Mateels I M Y. Stability theory for differenfial/algebraic systems with spplicafion to power systems[J].IEEE trans on Circuits and Systems,1990,CAS-37: 1416-1422.
  • 7Chiang H D, Chu C C, Cauley G. Direct stability analysis of electric power systems using energy functions: theory, applications, and perspective[J].Preceedings of the IEEE, 1995,38(11): 1497-1529.
  • 8Chiang H D, Hirsch M W, Wu F F.Stability region of nonlinear autonomous dynamical systems[J].IEEE Trans Auto Contr, 1988, AC-33(1): 16-27.
  • 9Chiang H D, Fekih-Ahmed L. On the direct method for transient stability analysis of power system structure preserving models[A].IEEE International Symposium On Cilcuits and Sytems[C]. 1902: 2545-2548.
  • 10De C L Marco, Bergen A R. A security measme for random lond disturbances in nonlinear powex system models[J]. IEEE Trans on Circuits and Systems, 1987 ,CAS-34: 1546-1557.

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