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非全测量信息的配电网概率潮流算法研究 被引量:2

Probabilistic Load Flow Arithmetic with Incomplete Measuring Data in Distribution Systems
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摘要 确定性潮流计算在反映配电网运行时的波动情况时存在着缺陷,引入了概率潮流计算理论进行配电网潮流分析。目前我国配电网自动化程度不高,量测装置配置不足,导致概率潮流计算时能获得的负荷数据严重不足。针对确定性潮流计算不能对整个配电网做出较为准确和全面的评判以及配电网中测量数据不足问题提出了一种基于伪测量数据获取的非全测量信息配电网概率潮流算法,该算法利用配电网中有限的实测量数据,采用某种负荷分配算法来估算伪测量数据;并基于各个节点负荷相互独立,负荷功率分布呈正态分布的假设,根据辐射型配电网的特点,提出了适合辐射型配电网的线性化概率潮流算法,得到了配网各节点电压的概率特性。最后通过计算实例验证了算法的有效性与正确性。 Because there is limitation in calculating load flow by using determinate method, this paper introduce probabilistic load flow (PLF) to analyze distribution system. At present, the distribution system's automatization is behind the times. So, in power distribution system, the availability of measuring data is limited, there are many pseudo measured data in calculating load flow in distribution system. In this paper, an appropriate method is presented to estimate circuit nodes' load demand base on the historical data acquired by the feeder terminal units (FTU) in distribution automation system (DAS). It is assumed that the load in every node is independent each other and the loads are all distributed in normal. Some practical approximations are introduced to modify the general probabilistic load flow methodology, which is used primarily in the composite systems, for analysis of distribution systems. The distribution systems' radial operating structure is also utilized. These have resulted in significant simplification of the general methodology. Results of these methods are provided on an actual distribution circuit illustrating its feasibility.
出处 《高电压技术》 EI CAS CSCD 北大核心 2006年第4期108-110,共3页 High Voltage Engineering
关键词 配电网络 概率潮流 伪测量 非全测量信息 负荷估计 distribution system probabilistic load flow pseudo measure incomplete measuring data estimation of loads
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参考文献18

  • 1Shirmohammadi D,Hong H W,Semlyken A,et al.A compensationbased power flow method for weakly meshed distribution and transmission networks[J].IEEE Trans on Power Systems,1988,3(2):753-762.
  • 2Zhang Fan,Cheng Carols.A modified Newton method for radial distribution system power flow analysis[J].IEEE Trans on Power Systems,1997,12(1):389-397.
  • 3王守相,阮同军,刘玉田.配电网潮流计算的回路阻抗法[J].电力系统及其自动化学报,1998,10(1):12-16. 被引量:25
  • 4张学松,柳焯,于尔铿,陈竟成.配电网潮流算法比较研究[J].电网技术,1998,22(4):45-49. 被引量:76
  • 5Borkowska B.Probabilistic load flow[J].IEEE Trans on PAS,1974,93(3):752-759.
  • 6Schilling MT,Leite da Silva A M,Billinton R,et al.Bibliography on power system probabilistic analysis[J].IEEE Transactions on Power System.1990,5(1):1-11.
  • 7Jorgensen P,Christensen J S,Tande J O.Probabilistic load flow calculation using Monte Carlo techniques for distribution network with wind turbines[J].Harmonics and Quality of Power,1998,10(2):1146-1151.
  • 8Sobierajski M.A method of stochastic load flow calculation[J].Archiv Fur Elektrotechnik,1978,4(1):283-288.
  • 9刘浩,侯博渊.保留非线性的快速P──Q分解随机潮流分析[J].电力系统及其自动化学报,1996,8(1):8-17. 被引量:9
  • 10黄进安 吴惟静.保留潮流方程非线性的电力系统概率潮流计算.电力系统自动化,1986,(6):3-12.

二级参考文献21

  • 1于尔铿,刘广一,王明俊.配电系统自动化及其发展(四)──配电管理系统的应用软件[J].电网技术,1996,20(10):55-58. 被引量:7
  • 2Chen T S,IEEE Trans PWD,1991年,6卷,3期,1146页
  • 3Luo G X,IEEE Trans,1990年,5卷,4期,1309页
  • 4Lin C E,EPSR,1987年,13卷,139页
  • 5Seung-jae Lee, Seng-ii Lim, Bok-Shin. Ahn. Service restoration of primary distribution systems based on fuzzy evaluation of multi-criteria [J]. IEEE Transaction on Power Systems. 1998,13(3): 1156-1163.
  • 6Curcic S, Ozveren C S, Lo K L. Com-puter based strategy for the restoration problem in electric power distribution systems [J]. IEE Proceedings-Gener. Transm. Distrib., 1997,144(5): 389-398.
  • 7J.Nahman, G.Strbac. A new algorithm for service restoration in large-scale urban distribution systems. Electric Power System Research [J]. 1994(29): 181-192.
  • 8Augugliaro A, Dusonchet L, E. Riva Sansevvrino. Multi-objective service restoration in distribution networks using an evolutionary approach and fuzzy sets [J]. Electric Power and Energy systems.2000(22): 103-110.
  • 9黄进安,吴惟静.保留潮流方程非线性的电力系统概率潮流计算[J]电力系统自动化,1986(06).
  • 10侯博渊,张荣祥.保留非线性的快速P-Q解耦潮流计算法[J]电机工程学报,1984(01).

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