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一种基于Kron简化的跨区域可用传输能力分布式算法 被引量:5

A Distributed Computation Method for Multi-area ATC Evaluation Based on Kron Reduction
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摘要 随着电网管制的放松与大互联系统的持续发展,关于高效实用的跨区域可用传输能力(ATC)计算方法的研究十分重要。现有的ATC计算方法面对跨区域ATC计算,存在海量信息汇集困难、互联系统计算规模庞大、计算耗时等问题。文中提出了一种基于Kron简化的ATC计算方法,通过系统分解、区域等效、数据交换和拓扑校正等4个步骤,实现了跨区域ATC的分布式计算,避免了大规模运行数据的集中处理,分摊了跨区域ATC的运算压力;同时利用改进型灵敏度分析法,在保证ATC在线计算时效性的前提下提高了计算精度。最后,采用IEEE 118节点算例验证了新算法的有效性。 With the deregulation of electric power market and the growing size of large inter-connected power systems,the need of performing fast online multi-area available transfer capability (ATC) evaluation has emerged.This paper is concerned with a multi-area ATC evaluation method based on Kron reduction and operating in four steps,namely,system decomposition,regional equivalence,data exchange and topology update.The implementation of system decomposition enables minimum exchange of information among different control areas and the central coordinator,and the massive calculation pressure of multi-area ATC is shared.An enhanced DC-ATC model is adopted to boost speed while keeping the error under control.The method is validated through an IEEE 118-bus test case.
出处 《电力系统自动化》 EI CSCD 北大核心 2013年第18期68-75,共8页 Automation of Electric Power Systems
基金 上海市优秀学术带头人计划资助项目(12XD1402900)~~
关键词 可用传输能力 分布式计算 灵敏度分析 Kron简化 多区域系统 available transfer capability (ATC) distributed computation sensitivity analysis Kron reduction multi-area system
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参考文献22

  • 1North American Electric Reliability Council.Available transfer capability definition and determination[R].1996.
  • 2Federal Energy Regulatory Commission.Open access same-time information system (formerly real-time information networks)and standards of conduct[S].1996.
  • 3王锡凡.电力市场条件下电网的安全保证体系[J].电网技术,2004,28(9):7-13. 被引量:47
  • 4刘皓明,李卫星,倪以信,严正,吴军基,邹云,吴复立.计及静态安全约束的跨区域双边交易最大交易量实用计算方法[J].电网技术,2003,27(9):1-5. 被引量:11
  • 5HAMOUD G.Feasibility assessment of simultaneous bilateral transactions in a deregulated environment[J].IEEE Trans on Power Systems,2000,15(1):22-26.
  • 6EJEBE G C,TONG J,WAIGHT J G,et al.Available transfer capability calculations[J].IEEE Trans on Power Systems,1998,13(4):1521-1527.
  • 7GRAVENER M H,NWANKPA C.Available transfer capability and first order sensitivity[J].IEEE Trans on Power Systems,1999,14(2):512-518.
  • 8BRESESTI P,LUCARELLA D,MARANNINO P,et al.An OPF-based procedure for fast TTC analyses[C]// Proceedings of IEEE Power Engineering Society Summer Meeting,July 25,2002,Chicago,IL,USA:1504-1509.
  • 9LI Weixing,SHAABAN M,YAN Zheng,et al.Available transfer capability calculation with static security constraints[C]//Proceedings of IEEE Power Engineering Society General Meeting,July 13-17,2003,Toronto,Canada.
  • 10EJEBE G C,WAIGHT J G,SANTOS-NIETO M,et al.Fast calculation of linear available transfer capability[C]//Proceedings of the 21st IEEE International Conference,May 16-21,1999,Santa Clara,CA,USA:255-260.

二级参考文献18

  • 1Federal Energy Regulatory Commission. Open access same-time information system and standards of conduct[Z]. Docket No. RM 95-9-000, Order 889, April 1996.
  • 2North American Electric Reliability Council. Available transfer capability definitions and determination[Z]. A Reference Document Prepared by TTC Task Force, June 1996.
  • 3Ejebe O C, Waight J G, Santos-Nieto Met al. Fast calculation of linear available transfer capabillty[J]. IEEE Transactions on Power Systems, 2000, 15(3): 1112-1116.
  • 4Saner PW, Reinhard K E, Overbye T J. Extended factors for linear contingency analysis[A]. Proceedings of the 34th Hawaii International Conference on System Sciences[C], Maui, Hawaii, 2001 : 697-703.
  • 5Eans M K, Quada J J, Sackett B. Fast linear contingency analysis[J]. IEEE Transactions on Power Apparatus and Systems,1982, PAS-101(4): 783-791.
  • 6Gravener M H, Nwankpa C, Tai-Sim Y. ATC computational issues[A]. Proceedings of the 32nd Annual Hawaii International Conference, Maui, Hawaii, 1999.
  • 7Shaaban M, Ni YLxin, Wu F F. Available transfer capability evaluation by decomposition[A]. Power Engineering Society Summer Meeting[C], 2001: 1122-1126.
  • 8Tuglie E D, Dicorato M, Scala M L et al, A static Optimization approach to assess dynamic available transfer capability[J]. IEEE Transactions on Power Systems, 2000, 15(3): 1069-1076.
  • 9Greene S, Dobson I, Alvarado F L. Sensitivity of transfer capability margins with a fast formula[J]. IEEE Transactions on Power Systems, 2002, 17(1): 34-40.
  • 10Wood A J, Wollenberg B F. Power generation operation, and control[M]. New York: John Wiley & Sons, inc Second edilion, 1996.

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