电力系统静态电压稳定性快速评估及其预防控制
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
近些年来,随着电网大规模广域互联和电力市场化改革的不断深入,使得电力系统的运行点更接近稳定极限,系统的电压稳定问题比以往更加突出。如何确保复杂运行条件下互联电网的电压稳定性已成为电力调度部门所面临的巨大挑战之一。本文以湖南电网电压稳定性科研项目为背景,以实现对电力系统电压稳定性的在线监控为目的展开了深入的研究,内容涉及到静态电压稳定性的快速评估算法及其预防控制策略等方面。本文取得的主要研究成果如下:
     提出了一种基于支路MVA功率灵敏度的N-1网络电压无功的快速计算方法。该方法以N网络的潮流计算为基础,利用节点电压对故障支路故障前MVA功率的灵敏度修正N网络节点电压,直接得到N-1网络的节点电压。方法特点为在计算不同支路故障的灵敏度时共用潮流计算收敛时的雅可比阵,因此不用重新因子表分解,且节点电压与支路MVA功率之间具有良好的线性关系,使得本方法不仅计算速度快而且精度较高。
     针对静态电压稳定临界点的求取问题,本文提出了一种基于灵敏度约束的电压稳定临界点快速算法。该算法特点为根据灵敏度约束引导,提出了一种自适应负荷增长步长选择方法,大跨度的逼近临界点,使得潮流计算次数明显减少;在步长预测过程中利用灵敏度技术来考虑发电机无功限值问题,以此来判断无功/电压约束转换点和系统的电压崩溃类型;当运行点靠近临界点后,通过对临界点的局部曲线拟合使得计算结果更加准确。
     以计算电压稳定临界点的拟合方程式为基础,本文提出了一种与鞍结分岔相关的负荷裕度灵敏度求解的新方法。与以往方法不同的是该方法无需计算临界点处的潮流雅可比矩阵零特征值所对应的左特征向量,只需运用拟合方程式结合拟合点信息即可推导出负荷裕度对指定参数的灵敏度。由于避免了对左特征向量的迭代求解,且拟合方程的求解为单个方程式的一般数值计算,因此该算法简单实用、计算速度快。
     针对电力系统静态电压稳定控制问题,本文提出了一种在线的预防调度算法。该算法可将预想的严重故障和失稳故障放在同一个数学模型中求解,同时增加了调度成本极低且对基态状态变量无影响的发电机有功分配因子这一虚拟参数,在满足裕度要求的前提下,通过对该虚拟参数的集中调度,可最大限度减小其他实际控制参数的调整量。特别是减少了对发电厂有功出力的大量、频繁调整,减弱了对发电厂的负面影响。
     以基于灵敏度约束的电压稳定临界点快速算法和在线电压稳定预防调度算法为基础,采用C++和java语言开发了基于Web模式的“在线静态电压稳定性快速分析及预防调度”系统软件,并对IEEE标准节点系统和湖南电网系统进行了数值分析,通过与其他方法的数值对比,验证了本文所提方法的正确性和快速性。最后成功的将该软件应用于对湖南电网电压稳定性的在线实时分析与控制。
In recent years, the large-scale wide area interconnected electric network and deregulated market environment of power systems have driven the operation of power systems closer to their limits than ever. Thereby, issues of voltage stability become more prominent than ever. Insuring power systems voltage operating safely and stably under complicated operating conditions has become a rigorous challenge to electric utilities. Voltage stability project of Hunan power grid as the background, in this dissertation an attempt is made to implement effective online voltage stability monitoring. The contents include fast assessment methods for power system static voltage stability and its preventive control approach. The following are the main contributions of this thesis:
     A novel fast accurate algorithm of calculating node voltage under the N-1network topology is proposed based on branch MVA power sensitivity in this paper. The pre-contingency voltage is calculated based on Newton power flow approach. The derivative of voltage with respect to branch MVA power is calculated by using the convergent power flow equation of the base network topology. So, the post-contingency node voltage is obtained by using MVA sensitivity. The coefficient matrix for different branch outage is identical, it is not necessary to factor the coefficient matrix repeatedly; And because of good linear relation between node voltage and branch MVA power, the advantage of the proposed approach is its high speed and high accuracy.
     The calculation of critical point is an important issue in the field of power system static voltage stability research. A fast sensitivity based algorithm for the determination of critical point was presented. The feature of the proposed algorithm is that not need to use power flow Jacobin matrix of critical point; Base on sensitivity technology, load increments step be reduced automatically with the slope of PV curve increased; During the processing for approaching the SNB point, reactive power limits of all generators is considered, and it can be used to determine the reactive power/voltage type conversion and identify critical point. The value of critical point can be calculated accurately as local curve fitting is close to the critical point.
     Based on fitting equation which was used to calculate the critical point, a new method is derived to compute the sensitivity of loading margin to voltage collapse with respect to any parameters. Differing from the traditional one, this method does not not need to compute the left eigenvector associated with the zero eigenvalue of power flower flow Jacobian matrix, evaluated at critical point. What's needed is just to the operating point is close to the critical point as possible used sensitivity guidance technique. Then, sensitivity information is obtained easily with fitting equation and information of fitting point. Avoiding the interation step to compute left eigenvector and fitting equation is only a single equation. Therefore, this method is more simple and more suitable for on-line static voltage stability analisis.
     An on-line prevention scheduling algorithm base on linear programming is presented. The feature of this algorithm is that Serious Contingencies and Unstable Contingencies can be solved in the same mathematical model; At the same time, virtual distribution factor is added, which low cost and no influence to state variable of base network. To increase the system static voltage stability margin, distribution factors is optimized used centralized scheduling. Under meetting the requirements of loading margin, the adjusted amount for actual parameter was reduced by this means. Especially, the adjustment about amount and frequency of active power output of the power plant was reduced, the negative impact to power plant is reduced simultaneously.
     Based on power systems static voltage stability fast assessment and preventive control algorithm which is mentioned in the previous paragraph, a monitoring Software of voltage stability is designed based on web. This Software in the server system is exploited by C++and Java programme language. Tests on IEEE standard bus system and Hunan power system verify the correctness and accurateness of this approach. Finally, this software is successful applied to on-line static voltage stability analysis of Hunan power system.
引文
[1]张彦魁.市场环境下的电力系统电压安全及预防控制研究:[上海交通大学博士学位论文].上海:上海交通大学,2007,35-46
    [2]胡学浩.美加联合电网大面积停电事故的反思和启示.电网技术,2003,27(9): 2-6
    [3]印永华,郭剑波,赵建军等.美加“8.14”大停电事故初步分析以及应吸取的教训.电网技术,2003,27(10):8-11
    [4]刘永奇,谢开.从调度角度分析8.14美加大停电事.电网技术,2004,28(8):10-15
    [5]高孟平.云南电网“95.9.7”大面积停电事故反思.云南电力技术,2000,4(28):51-53
    [6]张皖军,尹其云.1996年电网事故的启示.电网技术,1997,21(4):54-57
    [7]毛晋.台湾7.29大停电分析.国际电力,2002,10(2):41-48
    [8]韩祯祥,曹一家.电力系统的安全性及防治措施.电网技术,2004,28(9):1-6
    [9]王漪.电压稳定的节点阻抗解析:[哈尔滨工业大学博士学位论文].哈尔滨:哈尔滨工业大学,1999:1-2
    [10]吴际舜.电力系统静态安全分析.上海:上海交通大学出版社,1985,25-60
    [11]袁季修.电力系统安全稳定控制.北京:中国电力出版社,1996,112-138
    [12]赵金利.电压系统静态电压稳定在线监视:[天津大学博士学位论文].天津:天津大学,2007:10-17
    [13]刘觉,金振东.电力市场的发展EMS的新挑战.电力系统自动化,1997,21(2):7-9
    [14]Y.Mansour. Voltage stability of power system:Concepts, analytical tools and industry experience, IEEE Publication 90TH0358-2-PWR,1990
    [15]L.H.Fink, Ed. Potosi. Bulk Power System Voltage Phenomena I-Voltage Stability and Security.1988
    [16]L.H.Fink, Ed. Potosi. Bulk Power System Voltage Phenomena I-Voltage Stability and Security.1991
    [17]包黎昕.电压稳定动态分析及预防电压崩溃措施的研究:[华中科技大学博士学位论文].武汉:华中科技大学,2000:5-6
    [18]李宏仲,程浩忠,朱振华等.分岔理论在电力系统电压稳定研究中的应用评 述.继电器,2006,34(4):69-74
    [19]周双喜,朱凌志,郭锡玖,王小海.电力系统电压稳定性及其控制.北京:中国电力出版社,2004,35-56
    [20]Voltage stability of power systems:concepts, analytical tools, and industry experience. IEEE Work Group on Voltage Stability, IEEE Special publication 90TH0358-2-PWR,1990
    [21]Definition and classification of power system stability. IEEE/CIGRE Joint Task Force on Stability Terms and Definitions. IEEE Trans on Power Systems,2004, 19 (2):28-31
    [22]中华人民共和国国家经济贸易委员会. 电力系统安全稳定导则,DL755-2001.北京:中国电力出版社,2001,71-80
    [23]余贻鑫.电压稳定研究评述.电力系统自动化,1999,23(21):1-8
    [24]江伟.基于直接法的静态电压稳定临界点计算:[天津大学博士学位论文].天津:天津大学,2005:1-2
    [25]徐敬友.用于电压态势分析的连续潮流法研究:[哈尔滨工业大学博士学位论文].哈尔滨:哈尔滨工业大学,2000:2-10
    [26]Yuan Zhou, V.Ajjarapu. A novel approach to trace time-domain trajectories of power systems in multiple time scales. IEEE Trans on Power Systems,2005, 20 (1):149-155
    [27]Y. Mansour. Suggested Techniques for Voltage Stability analysis. IEEE Publication 93TH0620-5PWR,1993
    [28]Sekine Y, Ohtsuki H. Cascaded Voltage Collapse. IEEE Trans on Power Systems,1990,5(1):409-412
    [29]CIGRE Task Force 38.02.10. Modeling of voltage collapse including dynamic phenomena. Electra,1993,26 (147):71-77
    [30]Sekine Y. Reverse action of on-load tap changer in association with voltage collapse. IEEE Trans on Power Systems,1990,5(1):38-42
    [31]段献忠,何仰赞,陈德树等.有载调压变压器与电压稳定性关系动态分析.电力系统自动化,1995,19(1),62-68
    [32]CIGRE Task Force 38.02.11 CIGRE Technical Brochure:Indices Predicting Voltage Collapse Including Dynamic Phenomenon. Electra,1995(159):135-147
    [33]周双喜,姜勇,朱凌志.电力系统电压稳定性指标述评.电力系统自动化,2000,25(1),21-27
    [34]张维莉.电力系统静态电压稳定性分析与校正控制研究:[河海大学硕士学位论文].南京:河海大学,2006:14-15
    [35]程浩忠.电力系统电压崩溃临状态的近似计算.电力系统自动化,1996,20(5),35-41
    [36]张芳.电力系统动态电压稳定控制算法研究:[天津大学博士学位论文].天津:天津大学,2007:5-10
    [37]周双喜,冯治鸿,杨宁.大型电力系统PV曲线的求取.电网技术,1996,20(8):4-8
    [38]A jjarapu V, Christy C. The Continuation Power Flow:A Tool for Steady State Voltage Stability Analysis. IEEE Trans on Power Systems,1992,7 (1):416-423
    [39]郭瑞鹏,韩祯祥.电压稳定分析的改进连续潮流法.电力系统自动化,1999,23(4):13-16
    [40]祝达康,程浩忠.求取电力系统PV曲线的改进连续潮流法.电网技术,1999,23(14):1-9
    [41]Kataoka Y. An approach for the regularization of a power flow solution around the maximum loading point. IEEE Trans on Power Systems,1992,7 (3): 1068-1077
    [42]Semlyen A, Gao B, Janischewskyj W. Calculation of the extreme loading condition of a power system for the assessment of voltage stability. IEEE Trans on Power Systems,1991,6 (1):307-315
    [43]Chiang H D, Flueck A J, Shah K S. CPFLOW:A practical tool for tracing power system steady-state stationary behavior due to load and generation variations. IEEE Trans on Power Systems,1995,10(2):623-634
    [44]彭志炜.基于分岔理论的电力系统电压稳定性研究:[浙江大学博士学位论文].杭州:浙江大学,1998:4-15
    [45]EPRI TR-101931, Voltage Stability/Security Assessment and On-line Control, Voll.1, Final Report, Prepared by Ontario Hydro, April 1993
    [46]Canizares C A, Alvarado F L. Point of Collapse and Continuation Methods for Large AC/DC Systems. IEEE Trans on Power Systems,1993,8(1):1-8
    [47]李宏仲,程浩忠,滕乐天等.以简化直接法求解电力系统动态电压稳定Hopf分岔点.中国电机工程学报,2006,26(8):28-32
    [48]江伟,王成山等.直接计算静态电压稳定临界点的新方法.中国电机工程学报,2006,26(10):1-6
    [49]刘永强,严正,倪以信.基于辅助变量的潮流方程二次转折分岔点的直接算法.中国电机工程学报,2003,23(5):9-13
    [50]Z.Yan, Y.Liu, F.Wu, et al. Method for direct calculation of quadratic turning points. IEE Proc. Gener. Transm. Distrib.2004,151 (1), January,83-89
    [51]郭瑞鹏,韩祯祥,王勤.电压崩溃临界点的非线性规划模型及算法.中国电机工程学报,1999,13(4):1-9
    [52]李华强,刘亚梅.鞍结分岔与极限诱导分岔的电压稳定性评估.中国电机工程学报,2005,25(24):56-60
    [53]Parker C J, Morrison I F. Application of an optimization method for determining the reactive margin from voltage collapse in reactive power planning. IEEE Trans on Power Systems,1996,11 (3):1473-1481
    [54]韦化,丁晓莺.基于现代内点理论的电压稳定临界点算法.中国电机工程学报,2002,22(3):27-31
    [55]胡泽春,王锡凡.基于最优乘子潮流确定静态电压稳定临界点.电力系统自动化,2006,30(6):6-11
    [56]Zarate L A, Castro C A. Fast computation of security margins to voltage collapse based on sensitivity analysis. IEE Proceedings:Generation, Transmission and Distribution,2006,153 (1):35-43
    [57]Luis A, Carlos A. Sensitivity techniques for the fast assessment of security margins to voltage collapse. IEEE Trans on Power Systems,2004,23 (3): 62-69
    [58]Zhao Jinquan, Chiang H D. Enhanced look-ahead load margin estimation for voltage security assessment. IEEE Trans on Power Systems,2003,6 (3): 2640-2645
    [59]Lemaitre C, Paul J P, Tesseron J M. An indicator of the risk of voltage profile instability for real-time control applications. IEEE Trans on Power Systems, 1990,5(1):154-161
    [60]赵柯宇,吴政球,刘阳华.N-1故障状态下电力系统静态电压稳定极限的快速计算.电网技术,2008,32(17):58-63
    [61]Suzuki M, Wada S, Sato M. Newly developed voltage security monitoring system. IEEE Trans on Power Systems,1992,7 (3):965-973
    [62]Zeng Z C, Galiana F D, Ooi B T. A simplified approach to estimate maximum loading conditions in the load flow problem. IEEE Trans on Power Systems, 1993,8 (2):646-653
    [63]Galiana F D, Zeng Z C. Analysis of the load flow behavior near a jacobian singularity. IEEE Trans on Power Systems,1992,7(3):1362-1369
    [64]P. W. Sauer, M. A. Pai. Power system steady-state stability and the load flow Jacobian. IEEE Trans on Power Systems,1990,11 (5):1374-1383
    [65]薛禹胜.现代电网稳定理论和分析技术的研究.电力系统自动化,2000,15 (10):1-6
    [66]张琳.电力系统静态电压安全评估:[广西大学硕士学位论文].南宁:广西大学,2005:22-23
    [67]吴际舜,候志俭,苟北.电力系统预想事故分析快速分析.电网技术,1994,18(4),12-17
    [68]郭琦,张伯明,赵晋泉等.综合动态安全与静态电压稳定的协调预防控制.电力系统自动化,2006,30(23):1-6
    [69]郭瑞鹏,吴浩,韩祯祥等.在线多预想故障静态电压崩溃预防控制.中国电机工程学报,2006,26(19):1-6
    [70]薛禹胜,王正风.暂态电压安全预防控制的优化.电力系统自动化,2006,30(9):1-4
    [71]Zhihong Feng, Ajjarapu V, Dominic J. A comprehensive approach for preventive and corrective control to mitigate voltage collapse. IEEE Trans on Power Systems,2000,15 (2):791-797
    [72]赵晋泉,江晓东.一种基于连续线性规划的静态稳定预防控制方法.电力系统自动化,2005,29(14):17-22
    [73]赵晋泉,江晓东,张伯明.一种在线电力系统静态稳定增强控制算法.中国电机工程学报,2005,25(8):7-12
    [74]Capitanescu F, Cutsem T V. Preventive Control of Voltage Security Margins: A Multicontingency Sensitivity-based Approach. IEEE Trans on Power Systems,2002,17 (2):358-364
    [75]邓阳.故障后电力系统状态的快速计算研究及程序实现:[湖南大学硕士学位论文].长沙:湖南大学,2009:45-58
    [76]张育英.探讨全国电力系统安全、可靠运行的基础.电力自动化设备,2007,27(6):122-124
    [77]田立峰,黄媛,刘俊勇.电网静态安全的自适应超实时预测.电力自动化设备,2010,30(4):16-20
    [78]容文光,吴政球,匡文凯.基于泰勒级数展开的N-1牛顿拉夫逊法快速潮流修正计算.电网技术,2007,31(2):42-46
    [79]何洋,洪潮,陈昆薇.稀疏向量技术在静态安全分析中的应用.中国电机工程学报,2003,23(1):41-44
    [80]F.D. Galiana. Bound Estimates of the Severity of Line Outages in Power System Analysis and Ranking. IEEE Transactions on Power Apparatus and Systems, 1984,17 (9):2612-2622
    [81]K. Nara, K. Tanaka, H. Kodama, et al. On-Line Contingency Selection for Voltage Security Analysis. IEEE Trans on Power Apparatus and Systems, 1985,17 (10):154-160
    [82]W.F.Tinney. Compensation Methods with Ordered Triangular Factorization. IEEE Trans on Power Apparatus and Systems,1972,6 (1): 123-127
    [83]V.Brandwajn. Efficient Bounding Method for Linear Contingency Analysis. IEEE Trans on Power Systems,1988,3 (3):38-43
    [84]K.Mamandur, G Berg. Efficient Simulation of Line and Transformer Outage in Power System. IEEE Trans PAS,1982,19 (5):3733-3741
    [85]C. Lee, N. Chen. Distribution factors of reactive power flow in transmission line and transformer outage studies. IEEE Trans on Power Systems,1992,7 (2): 194-200
    [86]S. N. Singh, S. C. Srivastava. Improved voltage and reactive power distribution factors for outage studies. IEEE Trans on Power Systems,1997,12 (2): 1085-1093
    [87]Pablo A. Ruiz, Peter W. Sauer. Voltage and Reactive Power Estimation for Contingency Analysis Using Sensitivities. IEEE Trans on Power Systems,2007, 22 (6):639-647
    [88]A.Ozdemir, J. Y. Lim, C.Singh. Branch outage simulation for MVARS flows: Bounded network solution. IEEE Trans on Power Systems,2003,18 (4): 1523-1528
    [89]A.Ozdemir, J. Y. Lim, C.Singh. Post-outage reactive power flow calculations by genetic algorithms:Constrained optimization approach. IEEE Transactions on Power Systems,2005,20 (3):1262-1272
    [90]Z.Jia, B.Jeyasurya. Contingency Ranking for On-line Voltage Stability Assessment. IEEE Trans on Power Systems,2000,15 (3):1093-1097
    [91]Chiang H.D, Jean-Jumeau R. Toward a practical performance index for predicting voltage collapse in electric power system. IEEE Trans on Power Systems,1995,10 (4):584-592
    [92]张元鹏,周双喜,王利锋等.静态电压稳定性分析模型的理论基础.中国电机工程学报,1999,19(10):12-17
    [93]江伟,王成山等.电压稳定裕度对参数灵敏度求解的新方法.中国电机工程学报,2006,26(2):13-18
    [94]Greene S, Dobson I, Alvarado F.L. Contingency Ranking for Voltage Collapse via a Single Nose Curve. IEEE Trans on Power Systems,1999,14(1):232-240
    [95]Greene S, Dobson I, Alvarado F L. Sensitivity of the loading margin to voltage collapse with respect to arbitrary parameters. IEEE Trans on Power Systems,, 1997,12 (1):232-240
    [96]Greene S. Margin and sensitivity methods for security analysis of electric power systems. Madison.University of Wisconsin,1998:41-45
    [97]程浩忠,祝达康,张焰.临近电压崩溃点处的系统最优控制方向.电力系统自动化,1999,23(21):25-30
    [98]Bao Lixin, Huang Zhenyu, Xu Wilsum. Online voltage stability monitoring using var reserves. IEEE Trans on Power Systems,2003,18(4):1461-1469
    [99]Antonio C. Zambroni de Souza. Julio C, et al. On-line voltage stability monitoring. IEEE Trans on Power Systems,2000,15 (4):1300-1305
    [100]刘文博,张伯明等.在线静态电压稳定预警与预防控制系统.电网技术,2008,32(17):6-11
    [101]李钦,孙宏斌等.静态电压稳定分析模块在江苏电网的在线应用.电网技术,2006,30(6):11-17
    [102]Yorino N, Li Huaqiang, Sasaki H. A predictor/corrector scheme for obtaining q-limit point for power system. IEEE Trans on Power Systems,2005,20(1): 130-137
    [103]张尧,宋文南.节点电压稳定临界点状态和弱节点的确定.中国电机工程学报,1993,13(6):40-45
    [104]王庆红,周双喜,胡国根.基于扩展潮流模型的电力系统电压稳定分析.电网技术,2002,26(10):25-29
    [105]Ejebe G C, Irisarri G D, Mokhtari S, et al. Methods for contingency screening and ranking for voltage stability analysis of power system. IEEE Trans on Power Systems,1996,11 (1):350-356
    [106]Jain T, Srivastava L, Sing S N. Fast voltage contingency screening using radial basis function neural network. IEEE Trans on Power Systems,2003,18 (4): 1359-1366
    [107]邱晓燕,李兴源,林伟.在线电压稳定性评估中事故筛选和排序方法的研究.中国电机工程学报,2004,24(9):51-54
    [108]马平,蔡兴国.电压稳定分析中支路型故障筛选及排序算法研究.中国电机工程学报,2007,27(1):44-48
    [109]T Kumano, A Yokoyama, Y Sekine. Fast monitoring and optimal preventive control of voltage instability. Electrical Power and Energy Systems,1994,16 (2):117-125
    [110]M Larsson, D J Hill, G Olsson. Emergency voltage control using search and predictive control. Electrical Power and Energy Systems,2002,24(5):121-130
    [111]郭瑞鹏,韩祯祥,王琴.电压崩溃临界点的非线性规划模型及算法.中国电机工程学报,1999,19(4):14-17
    [112]王成山,徐晓菲,余贻鑫等.电力系统电压稳定域的局部可视化描述及其应用.中国电机工程学报,2004,24(3):1-5
    [113]Canizares C A. Applications of optimization to voltage collapse analysis. IEEE/PES Summer Meeting, San Diego,1998,14(2):1-8
    [114]Canizares C A, Rosehart W, Berizzi A, et al. Comparison of voltage security constrained optimal power flow techniques. IEEE/PES Summer Meeting, Vancouver, BC, Canada,2001:1680-1685
    [115]Wu Q, Popovic D H, Hill D J. Voltage security enhancement via coordinated control. IEEE Trans on Power Systems,2001,16(1):127-135
    [116]钟浩,吴政球,李日波等.基于灵敏度约束的电压鞍结分岔点快速算法.中国电机工程学报,2010,26(2):13-18
    [117]陈宝林.最优化理论与算法.北京:清华大学出版社,1989,49-66
    [118]Olofsson M, Andersson G, Soder L. Linear programming based optimal power flow using second order sensitivities. IEEE Trans on Power Systems,1995,10 (3):1691-1697
    [119]Urdaneta A J, Gomez J F. A hybrid genetic algorithm for optimal reactive power planning based upon successive linear programming. IEEE Trans on Power Systems,1999,14 (4):1292-1298
    [120]康忠健,陈学允.电网静态电压稳定控制数学模型的研究.电力系统自动化,1999,11:21-24
    [121]孙卫琴编著Tomcat与Java Web开发技术详解.北京:电子工业出版社,2009,30-41
    [122]孙鑫Servlet/Jsp深入详解—基于Tomcat的Web开发.北京:电子工业出版社,2008,56-78
    [123]卫军,夏慧军,孟腊春编著Extjs Web应用程序开发.北京:机械工业出版社.2009,34-57
    [124]张峰,李慧丽编著.Java Web 2.0架构开发与项目实战.北京:人民邮电出版社.2006,12-27
    [125]李春葆,曾慧.SQL Server 2000应用系统开发教程.北京:清华大学出版社2008,89-102

© 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