电力系统分布式状态估计的研究
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
电力系统互联是电力系统发展的必然趋势,这对能量管理系统的自动化水平要求越来越高。状态估计是能量管理系统的核心部分,状态估计算法的研究直接关系到状态估计计算的速度、精度等,面对大规模的电力系统,传统的状态估计算法已经不可能有所突破,因此必须开发新的状态估计算法以适应未来电力系统的发展需求。随着分散式控制技术的快速发展,其可能是未来电力系统控制发展的主要趋势。
     本文针对分散式控制技术,在研究传统算法和分级式算法的基础上,提出了分布式状态估计算法,建立了相应的数学模型,并进行了可观测性分析。其基本思想是多区域多处理器,与分级式算法相似,其优点有以下几方面:
     1)固有的并行计算性,加快了计算速度。它通过数据划分技术,将一个大的系统裂解为多个子系统,这些子系
    
    统可以分别进行求解,每个子系统的可观测性单独进行分
    析。
     2)分布式算法没有中央处理机,它通过消息传递模式
    来实现处理器之间的信息交流,从而消除了分级式算法数
    据传输过程的“瓶颈”问题,整体上加快了计算的速度。
     3)分布式算法通过其边界协调方程来修正边界节点估
    计值,从而保证了计算的精度。
     分布式算法实际上是将方程降维协调并行求解,不足
    的地方是目前受网络速度的制约,信息交流的占用时间比
    较大,尤其是边界节点数量很大时,网络耗时尤为突出。
    但是随着高速数据网络通讯技术的飞速发展,其实用性在
    未来是很有前途的。
     通过WSCC一9节点系统以PVM为软件平台在单机组成的
    局域网上进行了计算,计算的结果表明在适当的冗余度下,
    利用异构运算机制,分布式算法是比较成功的。
The interconnection of power systems is a inevitable trend with the development of future power system, correspondingly, we require the EMS to control the system better. SE(State Estimation) is the pivotal part of EMS, the algorithm of SE is related to the speed and precision in calculating directly. For a large-scale power system ,the conventional centralized state estimation methods have reached a stage in which substantial improvements in either speed or numerical robustness are unlikely. So we must open up new SE methods to adapt to the development of future power systems. Although the decentralized control techniques have not yet applied to power system ,however, they probably
    
    
    will be the main trend in the future because the decentralized control has obvious advantages over the centralized control for the large-scale interconnected systems.
    In the thesis, for adapting to the decentralized control techniques, we proposed the distributed state estimation(DSE) method, established the corresponding math model, and we made observability analysis after studying the conventional and hierarchical methods. The main idea of the distributed SE method is "multi-processor to multi-area". Compared with the hierarchical methods, the distributed SE method has following advantages :
    1) Inherent parallel characteristics quicken the calculating speed. In DSE method a large system has been decomposed into tow or more subsystems, these subsystems can be solved and made observability analysis solely.
    2)The DSE method has no central controlling computer. It realizes the information communication through the message passing pattern, and eliminates the bottleneck problem of the
    
    hierarchical methods in the process of data transferring.
    3) The DSE method modified the results of the boundary buses by the coordinate function, thus it ensures the calculating precision generally.
    The disadvantage of DSE method is that its time-consuming is serious because of the limit of the network's speed, especially there are large numbers of boundary buses. But with the quick development of the high data communication technique ,its practicability will be very promising.
    After calculating the WSCC-9 system based on local area network consisting of single computer and used the software platform PVM, it showed that the DSE method is successful when the redundancy was proper and asynchronous computation was used.
引文
[1] A,S, Deds, R.E. Larson, Dynamic Estimation of Tracking the State of a Power System, IEEE Trans. PAS Vol-89,1670-1678,1970
    [2] F.C. Shweppe, J. Wildes, D.B. Rom, Power System Static-State Estimation, Part Ⅰ-Ⅲ. IEEE Trans, PAS Vol-89,120-135,1970
    [3] A.S. Debs, R.E. Larson, L.P. Hajdu, On-Line Sequential State Estimation for Power Systems, Proc. 4th PSCC 3.3/7,1972
    [4] H.P. Horisberger, J.C. Richard, C. Rossier, A Fast Decoupled State-Estimation for Electric Power Systems, IEEE Trans. PAS Vol-95 208-216,1976
    [5] J.F, Dopazo, O.A. Klitin, L.S. Van Slyck, The AEP State Estimation Monitoring and Security System, IEEE Trans. PAS Vol-95 1618-1624,1976
    [6] 电力系统快速分解法状态估计程序,电力科学计算技术研究所,1978.3
    [7] 马志强,系统的可观测性与不良数据的再估计识别,广东省电力局中调所,1979.2
    [8] 吴伟贤,电力系统状态估计中错误数据的一次估计识别法,武汉水利电力学院学报,1980.4
    [9] 于尔铿,电力系统状态估计,1989年第二版,水利电力出版社出版,1989,8
    [10] 诸骏伟,电力系统分析,上册,1995年第一版,中国电力出版社,2002,5
    [11] 李碧君,薛禹胜,顾锦汶,基于权函数的电力系统状态估计算法,电力系统自动化,1999.8
    
    
    [12] Ilya W. Slutsker, Bad Data Identification In Power State Estimation Based On Measurement Compensation And Linear Residual Calculation, IEEE Trans on Power Systems Vol. 4, No. 1 53-59,1989
    [13] 于尔铿,刘广一等,能量管理系统(EMS).科学出版社,1998
    [14] Wu F F. Power System State Estimation: A Survey. Electrical Power&Energy Systems, 1990, 12(2)
    [15] Baldick R, Clements K A, Pinjo-Dazigal. Implementing Non-Quadratic Objective Function for State Estimation and Bad Data Rejection. IEEE Trans on Power System ,1997,12(1)
    [16] Celik M K, Abur Ali. A Robust WLAV State Estimation Using Transformations. IEEE Trans on Power Systems. 1992,7(1)
    [17] Singh H, Alvarado F I, Liu W-H E. Constrained LAV State Estimation Using Penalty Functions. IEEE Trans on Power Systems, 1997,12(1)
    [18] Mili I, Chenial M G, Viachare N S. Robust State Estimation Based on Project Static. IEEE Trans on Power Systems, 1996,11(2)
    [19] 郭伟,单渊达,M估计方法及其在电力系统状态估计中的应用,电机工程学报,2000.9
    [20] Bose A, Clements K A. Real-Time Modeling of Power Networks. Proceedings of the IEEE, 1987,75 (12)
    [21] Holten L, Gjesvik A, Anm S. Comparison of Different Methods for State Estimation. IEEE Trans on Power Systems, 1988,3(4)
    [22] 刘浩,侯博渊.保留非线性的快速P-Q分解状态估计法。电力系统自动化,1995,19(1)
    [23] 谭学清,李光熹,熊曼丽.直角形式混合法状态估计.电力系统自动化,
    
    1997, 21 (12)
    [24] Vempati N, Slutsker I W,William. Enhancements to Givens for Power System State Estimation. IEEE Trans on Power Systems, 1991,6(2)
    [25] Costa A S, Quintana V H. An Orthogonal Row Processing Algorithm for Sequential State Estimation. IEEE Trans on Power Apparatus and Systems, 1981, PAS-100(8)
    [26] Vempati N, Slutsker I W,William. Orthogonal Sparse Vector Methods. IEEE Trans on Power Systems, 1992,7(2)
    [27] Amerongen R A M V. On the Exact Incorporation of Virtual Measurements in Orthogonal-Transformation Based on State Estimation Procedures. Electrical Power&Energy Systems, 1991,13(3)
    [28] 顾锦汶,正交变换电力系统状态估计研究,浙江大学学报,1986,20(2)
    [29] Nucera R R, Gilles M. A Blocked Sparse Matrix Formulation for the Solution of Equality Constrained State Estimation. IEEE Trans on Power Systems, 1991,6(1)
    [30] Clements K A, Davids P W, Frey K D. Treatment of Inequality Constrained in Power System State Estimation. IEEE Trans on Power Systems, 1995,10(2)
    [31] Koglin H J, Neisius T. Bad Data Detection and Identification. Electrical Power &Energy Systems, 1990,12(2)
    [32] Korres G N, Contaxis G L. A Reduced Model for Bad Data Processing in State Estimation. IEEE Trans on Power Systems, 1991,6(2)
    [33] Zhang B M, Lo K L. A Recursive Measurement Error Estimation
    
    Identification Method for Bad Data Analysis in Power System State Estimation. IEEE Trans on Power System ,1991,6(1)
    [34] Xiang Niande, Wang Shiying,Yu Erkeng. A New Approach for Detection and Identification of Multiple Bad Data in Power System State Estimation. IEEE Trans on PAS, 1982,101(2)
    [35] Z. Shi and W.B. Gao. Stability by Decentralized Control for Large-scale Interconnected Systems. Large-Scale Systems, 1986, 10,147-155.
    [36] M.K Sundareshan and R.M. Elbanna. Large-scale systems with symmetrically interconnected subsystems: analysis and synthesis of decentralized controllers. Proc. 29th CDC, Honolulu, Hawaii, 1990, Dec, 1137-1142.
    [37] Th. Van Cutsem and M. Ribbens-Pavella. Critical Survey of Hierarchical Methods For State Estimation of Electric Power Systems. IEEE Trans on PAS, 1983,102(10),3415-3424.
    [38] A. Abur and P. Tapadiya. Parallel State Estimation Using Multiprocessors. Electrical Power Systems Research 1990,18,67-73.
    [39] 李先彬,电力系统自动化,水利电力出版社,1986,10-125.
    [40] 宋雨,阎力芳等,电能管理系统网络应用程序,电力情报,No.3,1992.
    [41] 于尔铿,电力系统状态估计,1989年第二版,水利电力出版社,1989,3-12
    [42] 罗清华,用状态估计程序研究甘肃电网调度自动化系统遥测量配置,电力系统自动化,No.3,1990,1-10.
    [43] A. Pandian, K, Parthasarathy and S.A Soman. Towards Fast Givens
    
    Rotation Based Power System State Estimator. IEEE Trans on Power Systems, 1990,14(3),837-843.
    [44] J.W. Wang and V.H. Quinta. A Decoupled Orthogonal Row Processing Algorithm for Power System State Estimation. IEEE Trans on PAS, 1984,103(8),2337-2344.
    [45] A. Simoes-Costa and V.H. Quintana. An Orthogonal Row Processing Algorithm For Power System Sequential State. Estimation. IEEE Trans on PAS ,1982,100(8), 3791-3799.
    [46] 李光熹,正交变换法电力系统状态估计,武汉水利电力学院学报,1991,24(2),119-125.
    [47] 刘广一,胡锡龙等,快速正交变换阻尼最小二乘法在电力系统状态估计中的应用,中国电机工程学报,1991,11(6),34-40.
    [48] A. Monticelli and C.A.F. Murari, F.F. Wu. A Hybrid State Estimation Solving Normal Equations by Orthogonal Transformations. IEEE Trans on PAS 1985 105,3460-3468.
    [49] A. Monticelli. Testing Equality Constraint Hypotheses in Weighted Least Squares State Estimators. IEEE Trans on Power Systems, 2000,15(3),950-954.
    [50] 倪小平,张步涵,一种带有等式约束的状态估计新算法,电力系统自动化,2001,Nov.10,42-44.
    [51] A. Gjelsvik, S. Aam and L. Holten. Hachtel' s Augmented Matrix Method - A Rapid Method Improving Numerical S5tability in Power System Static State Estimation. IEEE Trans on PAS
    
    1985,104, Nov. 2987-2993.
    [52] I.S. Duff and J.K. Reid. A Comparison of Some Methods for the Solution of Sparse Overdetermined Systems of Linear Equations. J. Inst. Maths Applics, 1976,17,267-280.
    [53] A. Monticelli, C.A.F. Murari and F.F. Wu. A Hybrid State Estimation Solving Normal Equations by Orthogonal Transformation. IEEE Trans on PAS, 1985,105,3460-3468.
    [54] W-H.E. Liu, F.F. Wu and L. Holten. Computational Issues in the Hachtel' s Augmented Matrix Method for Power System State Estimation. Proc. 9th Power System Computation Conference, Lisbon, Sep. 1987.
    [55] Lars Holten, Anders Gjelsvik and F.F. Wu. Comparison of Different Methods for State Estimation. IEEE Trans on Power Systems, 1988, vol3. No. 4,1798-1806.
    [56] FRED C. SCHEPPE and J. WILDES. Power System Static-State Estimation, Part Ⅰ :Exact Model. IEEE Trans on PAS, 1970, vo189, No. 1, 120-135.
    [57] Uemura K. State Estimation of Large-Scale Electric Power Systems by Decomposition Methods. Proc. Of the 5th IFAC World Congress ,Paris 1972.
    [58] Irving M.R. and Sterling M.J.M. Multi-level State Estimation and Optimal Control. Proc. Of the IFAC Symp. on Comp. Applic. in Large-Scale Power Syst. New Delhi, Aug. 1979.
    [59] Marsh J. F. and Cristi R. State Estimation on Electric Power Systems
    
    Using Partitioned Network Models. Proc. Of the IFAC Symp. on Comp. Applic. in Large-Scale Power Syst. New Delhi, Aug. 1979.
    [60] Brice C.W. and Cavin R.K. Multiprocessor Static State Estimation. Proc. Of the Power Industry Computer Applications Conference, 1981.
    [61] L. Murphy and F. F. Wu. An Open Design Approach for Distributed Energy Management System[J].IEEE Transaction on Power System, 1993, vol8(3):1172-1179.
    [62] Clements K.A. and Dension O.J. A Muti-area Approach to State Estimation in Power System Networks. IEEE PES Summer Meeting, Paper C72 465-3, San Francisco, July 1972.
    [63] Kobayashi H. and Narita S. Model Coordination Method Applied to Power System Control and Estimation Problems. Proc. of the IFAC/IFIP 4th Int. Conf. On Digital Computer Appl. to Process Control, 1974, 114-128.
    [64] Van Cutsem Th. and Horward J.L. A Two-Level Static State Estimator for Electric Power Systems. IEEE Trans on PAS, 1981, vol-100, No. 8,3722-3732.
    [65] Wallach Y.and Handschin E. An Efficient Parallel Processing Method for Power System State Estimation. IEEE Trans on PAS, 1981, vol-100, No. 11, 4402-4406.
    [66] Th. Van Cutsem and M. Ribben-Pavella. Critical Survey of Hierarchical Methods For State Estimation of Electric Power Systems. IEEE Trans on PAS, 1983, vol-102, No. 10, 3415-3424.
    
    
    [67] Ananda, A. L. And B. Srinivasan, Distributed Computing Systems: Concepts and Structures ,IEEE Computer Society Press, 1991.
    [68] Andrews, G. R., R. D. Schlichting, R. Hayes, and T. D. M. Purdin, "The design of the Saguaro distributed operating system" , IEEE Transactions on Software Engineering, 13, 1, Jan. 1987, 104-118
    [69] Enslow, P. H. What is a 'distributed' data processing system, IEEE Computers, 22, 1, Jan. 1978, 13-21.
    [70] Tanenbaum, A. S., Distributed Operating Systems, Prentice-Hall, Inc., 1995.
    [71] 陈国良,并行计算-结构·算法·编程,高等教育出版社,2003.
    [72] K. Seidu and H. Mukai. Parallel Multi-Area State Estimation[J].IEEE Trans on PAS, 1985, vol-104(5):1026-1034.
    [73] A. Abur and P. Tapadiya. Parallel State Estimation Using Multiprocessors[J]. Electrical Power System Research, 1990, vol-18,67-79.
    [74] Reza Ebrahimian and Ross Baldick. State Estimation Distributed Processing[J]. IEEE Transaction on Power System, 2000, vol 15(4):1240-1246.
    [75] A. Monticelli and A. Garcia. Modeling Zero Impedance Branches in Power System State Estimation[J]. IEEE Transaction on Power System, 1991, vol6(4):1561-1570.
    [76] H. Sasaki and K. Aoki. A Parallel Computation Algorithm For Static State Estimation By Means of Matrix Inversion Lemma. IEEE Trans on Power Systems, 1987, vol-2, No. 3,624-632.
    
    
    [77] A.A. El-Keib and J. Nieplocha. A Decomposed State Estimation Technique Suitable For Parallel Processor Implementation. IEEE Trans on Power Systems, 1992, vol-7, No. 3,1088-1097.
    [78] S. Iwamoto and M. Kusano. Hierarchical State Estimation Using A Fast Rectangular-Coordinate Method. IEEE Trans on Power Systems, 1989, vol-4, No. 3, 870-880.
    [79] 王耀瑜,余贻鑫。分布式能量管理状态估计分布式异步迭代算法.中国电机工程学报,1996,vol-16,No.3,160-164.
    [80] 任先成,韩富春。分布式电力系统状态估计.电力系统及其自动化,2003,vol-15,No.5,11-13.
    [81] Monticelli A. and Wu. F.F. Network Observability:Thoery. IEEE Trans on PAS, 1985, vol-104, No. 4,1042-1048.
    [82] 邓佑满,张伯明,王世缨,相年德。网络可观测性的拓扑分析.清华大学学报(自然科学版),1993,vol-33,No.4,8-11.
    [83] Krumpholz G.R. and Clements K.A. Power System Observability: A Pratical Algorithm Using Network Topology. IEEE Trans on PAS, 1980, vol-99, No. 4,1534-1542.
    [84] 张海波,张伯明等。电力系统状态估计可观测性分析中关于岛合并的理论分析.中国电机工程学报,2003,vol-23,No.2,46-49。
    [85] 张海波,张伯明等。基于潮流定解条件的电力系统状态估计可观测性分析.中国电机工程学报,2003,vol-23,No.3,54-58.
    [86] 李碧君,薛禹胜,顾锦汶等。电力系统状态估计问题的研究现状和展望.电力系统自动化,1998,vol-22,No.11,53-61.
    
    
    [87] George N. Korres, Peter J. Katsikas and Kevin A. Clements. Numerical Observability Analysis Based on Network Graph Theory. IEEE Trans on Power Systems, 2003, vol-18, No. 3,1035-1045.
    [88] K.A. Clements, G.R. Krumpholz and P.W. Davis. Power System State Estimation with Measurement Deficiency: An Algorithm that Determines the Maximal Observable Subnetwork. IEEE Trans on PAS, 1982, vol-101,3044-3052.
    [89] 纪珊珊.基于PVM的并行计算在PC机群上的实现(The realization of parallel computing on cluster of PCs based on PVM)[D].大连理工大学(DaLian University of Technology):李盘林(Li Panlin),2000,1-50.
    [90] P.M.安德森,A.A.佛阿德。电力系统的控制与稳定。水利电力出版社.1979.
    [91] 国家并行计算机工程技术研究中心。PVM培训手册。2000年8月。
    [92] 周洪宇,马维新,袁斌。电力系统网络方程并行算法研究及潮流并行计算的实现.清华大学学报,1994,vol-34,No.4,95-101.
    [93] 汪芳宗。电力系统潮流的并行松弛牛顿计算方法。电力系统自动化,1998,vol-12,No.12,16-19.
    [94] 邱家驹,罗国麟。电力系统并行算法研究—基于稀疏向量技术的大树枝法及比较.电网技术,1995,vol-19,No.7,22-25.
    [95] 韩晓言,韩祯祥。电力系统暂态定性分析的内在并行算法研究.中国电机工程学报,1997,vol-17,No.3,145-148.
    [96] 汪芳宗。基于高度并行松弛牛顿方法的暂态稳定性实时分析计算的并行算法。中国电机工程学报,1999,vol-11,No.11,14-17.
    
    
    [97] G. Cohen. Auxiliary Problem Principle and Decomposition of Optimization Problems. Journal of optimization theory and applications: 1980, vol-32, No. 3,277-305.
    [98] 卫加宁,郭庆平,章社生等。基于虚拟边界条件—维搜索预报的并行算法。武汉交通科技大学学报,2000,vol-24,No.2,109-112.
    [99] 卫加宁,王伟沧,皮新明等。一类虚拟边界预条件多重网格并行算法。武汉理工大学学报(交通科学与工程版),2001,vol-25,No.1,4-7.
    [100] 周春华.基于粘接元技术的区域分裂解法及其应用.空气动力学学报,2001,vol-19,No.1,66-74.
    [101] 周春华.广义Stokes问题的区域分裂解法及其事后误差估算.空气动力学学报,2000,vol-18,No.2.206-211.

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700