用户名: 密码: 验证码:
基于风险理论的含风电电力系统短期充裕性评估与决策
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
电力系统充裕性问题是贯穿电力系统规划与运行全过程的重要问题。考虑不确定性因素的影响,对电力系统充裕性进行评估与决策是保障电力系统安全、可靠运行的前提和手段。近年来,大规模风力发电的接入给原本可调、可控的电源出力带来了较大的不确定性,加上用电侧大量电动汽车充、放电的不确定性,使得电力系统运行调控的难度和风险都大大增加。传统的电力系统充裕性评估指标与方法已经难以适应目前电力系统短期运行领域电源与负荷的新特点。在这样的背景下,本论文以含风电电力系统短期充裕性评估与决策研究为题,开展的主要工作和取得的成果如下。
     针对由风电不确定性引起的备用需求决策问题,在分析不同时间尺度下风电功率的波动特性、风电功率短期预测误差的分布特点的基础上,借鉴风险理论,以风电功率预测误差为风电不确定性的表征,提出了基于时间的和基于功率的风电不确定性度量指标;引入精算学中的Buhlmann信度模型,将2种指标综合起来,形成信度风险度量指标,并将其用于估计由风电不确定性引起的系统运行备用需求。算例分析及指标的有效性检验表明,信度指标继承了基于时间的和基于功率的2种指标的优点,能够恰当地从历史数据信息和未来预测信息中获得某置信度下风电功率预测误差的风险信息,能够在不降低对实际损失覆盖程度的前提下,合理地减少不必要的备用,对电力系统经济运行起到一定的促进作用。
     针对计及电源与负荷不确定性风险的发电充裕性评估问题,在总结电力系统充裕性的基本知识以及常用的发电系统充裕性评估方法和评估指标的基础上,从短期运行的角度,以系统可用发电容量缺额为充裕性表征函数,对运行失负荷概率(operational loss of load probability, OLOLP)、运行失负荷期望(operational expected load not served, OELNS)指标进行了重新描述,提出了一个新的充裕性度量指标:延迟失负荷概率(buffered loss of load probability, BLOLP);分别分析了充裕性评估指标与负荷需求、负荷预测误差、常规机组容量、常规机组停运率、风电机组停运率和风电功率预测误差等影响因素之间的关系。对指标的定性分析表明,所提出的充裕性评估指标以一种概率性方法将系统运行划分为充裕、警戒和不充裕3种状态,有利于提高系统运行的可靠性。仿真算例表明,所提出的概率评估指标隐含着充裕性函数概率分布的尾部信息,反映的充裕性更全面。
     针对不确定性对机组组合的影响,基于充裕性约束提出了一种含风电电力系统机组组合模型。在传统的基于机组投运风险(unit commitment risk, UCR)和基于失负荷概率(loss of load probability, LOLP)、基于失负荷期望(expected load not served, ELNS)的充裕性约束的基础上,建立了基于所提出的OLOLP和BLOLP的机组组合模型,研究了其充裕性约束的求解方法。与其它机组组合模型算例的对比表明,本文所提出的基于BLOLP的机组组合模型具有运算速度快、结果可靠性高的优势,还能够给出在不同充裕性水平要求下系统机组的启停方案,实现机组有功出力和提供备用的协调优化,给出运行方案相对应的系统充裕性量化值,为调度工作提供直观参考。
     以电动汽车作为用电侧主要不确定性的代表,研究了含电动汽车的配电系统短期充裕性动态决策问题。在明确电动汽车工作模式、充放电特性和参与调度的方式的基础上,考虑来自电源侧与负荷侧的双重不确定性因素,以系统运行备用容量为充裕性表征函数,定义了2个充裕性动态度量指标,建立了以最大充裕性为目标的多阶段决策模型。仿真算例结果表明,所提出的充裕性动态度量指标在保证研究期内系统整体充裕性的同时,还能根据负荷大小协调各时段的可调度负荷资源;所建立的多阶段决策模型同时优化购电方案与电动汽车充、放电方案,考虑了研究期内不同时段的优化变量之间的相互关联,体现了动态优化的本质;配电系统的运营部门可以通过适当的引导和管理,减少电动汽车充、放电对系统运行的负面影响,充分发挥其削峰填谷的正面作用。
Power system adequacy is a foundmental question throughout system planning and operation. With consideration of uncertainties, power system adequacy evaluation and decision are basic work for system safety and reliability. The integration of large scale wind power generation in recent years has brought great uncertainty to troditional power system. At the same time, the charging and discharging behavior of electric vehicles at demand side are also uncertain. All the above bring lots of difficulties and risks to power system operation and control. Troditional adequacy evaluating indexes and methods can hardly meet the new request from system resource and load. Therefore, short term adequacy evaluation and decision making for power systems with wind power is studied in this dissertation. Main research work and innovative achievements obtained are as follows.
     To solve the reserve requirement caused by wind power uncertainty, the fluctuations of wind power output under different time scale and distribution characteristics of wind power short term froecast error are analyzed. With reference to the risk theory, wind power uncertainty evaluation indexes in time-dimension and power-dimension are proposed. Buhlmann credibility model is used to bring together the above indexes and establish the credibility indexes which are introduced into reserve requirement evaluation due to wind power uncertainty. Case study and validity test show that credibility indexes inherit the advantages of time-dimension indexes and power-dimension indexes and can obtain the risk information from both historical data and forecast data. The method reduces unreasonable operating reserve without loss of system security, which may be a kind of promotion to system economical operation.
     Aiming at generation system short term adequacy evaluation with uncertainties from resource and load, traditional reliability indexes operational loss of load probability (OLOLP) and operational expected load not served (OELNS) are redefined and a new index buffered loss of load probability (BLOLP) is proposed. In those definitions, shortage of available capacity (SOAC) is used as the representative function of system adequacy. The relationships between adequacy indexes and load requirement, load forecast error, capacity and forced outrage rate of traditional units, outrage rate of wind turbines and wind power forecast error are studied. Theoretical analysis shows that the system operation mode is divided into3parts:adequate, at risk and inadequate by the proposed index in a probabilistic manner. Simulation tests show that the proposed probability index is comprehensive than the other two because it contains adequacy function tail part information.
     To solve the unit commitment (UC) problem with adequacy constraint, constraints based on unit commitment risk (UCR), LOLP and ELNS are introduced and their solution methods are discussed. UC models with OLOLP and BLOLP adequacy constrains are established. Their solution methods are studied. By compare with the other UC models in case study, the model based on BLOLP adequacy constraint shows the advantages of fast speed and high reliability. It can solve the operation scheme under different adequacy request, optimize the active power and reserve capacity as well and show the adequacy estimation under certain operation scheme which may be a visualized reference to system operators.
     Taking plug-in hybrid electric vehicle (PHEV) as an example of demand side uncertainty, the operational adequacy decision making of distribution systems with PHEV is studied. Working mode, charging and discharging characteristics and dispatching manner of PHEV are introduced. Considering uncertainties from resource and load,2operational adequacy measuring indexes are proposed with system operating reserve as adequacy representative function. A multi-stage decision making model with the objective of maximum system adequacy is established. Results of simulation test show that the proposed indexes can coordinate the dispatchable load of different time sections with guarantee of adequacy of the whole study period. The multi-stage decision making model can optimize the purchase scheme of different energy and the dispatch scheme as well. Relationships between decision variables of different time sections are considered and that is the essence of dynamic optimization problem. The study shows a reference to the operation department of a distribution system to properly guide the PHEV charging and discharging behavior in order to reduce their negative effect and play a positive role in power system operation.
引文
[1]何祚庥,王亦楠.风力发电是我国能源和电力可持续发展战略的最现实选择[J].上海电力,2005,(1):8-18.
    [2]国家能源局.风电发展“十二五”规划[EB/OL]. (2012-07-07). http://www.nea.gov.cn/n_home/n_zwgk/n_tz/index.htm.
    [3]中国能源网.中国风电累计装机容量跃居世界第一[EB/OL]. (2011-01-17). http://www.chinaero.com.cn/rdzt/qjny/zxdt/01/87021.shtml.
    [4]国家能源局.2013年风电产业继续保持平稳较快发展势头[EB/OL]. (2014-03-06). http://www.nea.gov.cn/2014-03/06/c_133166473.htm.
    [5]英大传媒.中国风电专题之风电特性[EB/OL]. http://www.indaa.com.cn/zt/zgfd/
    [6]国家电力监管委员会.我国风电发展情况调研报告[EB/OL]. (2009-07-21). http://www.serc.gov.cn/jgyj/ztbg/200907/t20090721_11739.htm.
    [7]北极星智能电网.中美差别: 电动汽车充换电站分布一览[EB/OL]. (2014-2-10). http://www.chinasmartgrid.com.cn/news/20140210/490006-2.shtml.
    [8]北极星智能电网.国家电网:充换电设施建设将全面放开[EB/OL]. (2014-03-14). http://www.chinasmartgrid.com.cn/news/20140314/497031.shtml.
    [9]北极星智能电网.2012年国家电网部分省市充换电站建设[EB/OL].(2013-9-3).http://www.chinasmartgrid.com.cn/news/20130903/457365.shtml.
    [10]郭永基.电力系统可靠性分析[M].北京:清华大学出版社,2003:11.
    [11]Billinton R, Allan R N. Reliability evaluation of power systems[M]. New York:Plenum Press,1996.
    [12]王锡凡.电力系统优化规划[M].北京:水利电力出版社,1980.
    [13]Billinton R, Fotuhifiruzabad M. Generating system operating health analysis considering standby units, interruptible load and postponable outages[J]. IEEE Transactions on power systems,1994,9(3):1618-1625.
    [14]Billinton R, Karki R. Application of Monte Carlo simulation to generating system well-being analysis[J]. IEEE Transactions on power systems,1999, 14(3):1172-1177.
    [15]Billinton R, Fotuhi-Firuzabad M. A reliability framework for generating unit commitment[J]. Electric power systems research,2000,56(1):81-88.
    [16]高亚静.考虑不确定性因素的电网可用输电能力的研究[D].北京:华北电力大学,2008.
    [17]Billinton R, Karki R, Gao Y, HuangD G, et al. Adequacy assessment considerations in wind integrated power systems [J]. IEEE Transactions on power systems,2012,27(4):2297-2305.
    [18]张硕.计及风电场容量可信度的电力系统可靠性研究[D].北京:华北电力大学,2010.
    [19]张粒子,凡鹏飞.考虑调峰适应性风险的风电场群时序规划方法[J].中国电机工程学报,2012,32(7):14-22.
    [20]赖业宁,薛禹胜,高翔,等.发电容量充裕度的风险模型与分析[J].电力系统自动化,2006,30(17):1-6.
    [21]周辉,娄素华,吴耀武,等.发电系统一致性运行可靠性指标及其优化模型[J].中国电机工程学报,2009,29(13):72-79.
    [22]Keko H, Rosa M A, Sumaili J. Wind power forecast uncertainty in daily operation of wind park combined with storage[C]. Energy market international conference on the European, Croatia,2011.
    [23]Banakar H, Luo C, Ooi B T. Impacts of wind power minute-to-minute variations on power system operation[J]. IEEE Transactions on power systems,2008,23(1):150-160.
    [24]张宁,周天睿,段长刚,等.大规模风电场接入对电力系统调峰的影响[J].电网技术,2010,34(1):152-157.
    [25]New York state energy research and development authority. The effect of integrating wind power on transmission system planning, reliability and operations [EB/OL]. http://www.nyserda.ny.gov/media/Files/EERP/Renewables/wind-integration-s tudy.ashx:2005-3
    [26]Black M, Strbae G. Value of bulk energy storage for managing wind Power fluctuations[J]. IEEE Transactions on energy conversion,2007,22(1): 197-205.
    [27]Hannele H. Impact of hourly wind power variations on the system operation in the Nordic countries[J]. Wind energy,2004,8(2):197-218.
    [28]Michael M, Pearl D, Debra L, et al. Operating reserves and wind power integration:an international comparison [EB/OL]. www.nrel.gov/docs/fyl 1 osti/49019.pdf:2010-10
    [29]Bessa R J, Matos M A. Comparison of probabilistic and deterministic approaches for setting operating reserve in systems with high penetration of wind power[C]. Mediterranean conference and exhibition on power generation, transmission, distribution and energy conversion. Agia Napa, Cyprus,2010: 1-9.
    [30]Anstine L T, Burke R E, Casey J E, et al. Application of probability methods to the determination of spinning reserve requirements for the Pennsylvania-New Jersey-Maryland interconnection[J]. IEEE Trans. Power App. Sys.,1963, 82(68):720-735.
    [31]Gooi H B, Mendes D P, Bell K R W, et al. Optimal scheduling of spinning reserve[J]. IEEE Transactions on power systems,1999,14(4):1485-1490.
    [32]Chattopadhyay D, Baldick R. Unit commitment with probabilistic reserve[C]. IEEE Power engineering society meeting. New York, USA, 2002:280-285.
    [33]Gouveia E M, Matos M A. Operational reserve of a power system with a large amount of wind power[C]. International conference on probabilistic methods applied to power systems. Iowa USA,2004:717-722.
    [34]Doherty R, Malley M O. Quantifying reserve demands due to increasing wind power penetration[C]. Power Tech conference. Bologna,2003.
    [35]Doherty R, Malley M O. A new approach to quantify reserve demand in systems with significant installed wind capacity[J]. IEEE Transactions on power systems,2005,20(2):587-595.
    [36]孟祥星,王宏.大规模风电并网条件下的电力系统调度[J].东北电力大学学报(自然科学版),2009,29(01):1-6.
    [37]Wang J X, Wang X F, Wu Y. Operating reserve model in the power market[J]. IEEE Transactions on power systems,2005,20(1):223-229.
    [38]任博强,彭鸣鸿,蒋传文,等.计及风电成本的电力系统短期经济调度建模[J].电力系统保护与控制,2010,38(14):67-72.
    [39]何永秀,黄文杰,谭忠富,等.电力备用市场化运营需求研究[J].中国电机工程学报,2004,24(03):46-51.
    [40]夏澍,周明,李庚银.含大规模风电场的电力系统动态经济调度[J].电力系统保护与控制,2011,39(13):71-77.
    [41]Ortega-Vazquez M A, Kirschen D S. Estimating the spinning reserve requirements in systems with significant wind power generation penetration[J]. IEEE Transactions on power systems,2009,24(2):114-124.
    [42]苏鹏,刘天琪,李兴源.含风电的系统最优旋转备用的确定[J].电网技术,2010,34(12):158-162.
    [43]Bouffard F, Galiana F D. Stochastic security for operations planning with significant wind power generation[J]. IEEE Transactions on power systems, 2008,23(2):306-316.
    [44]Morales J M, Conejo A J. Economic valuation of reserves in power systems with high penetration of wind power[J]. IEEE Transactions on power systems,2009,24(2):900-910.
    [45]Matos M A, Bessa R. Setting the operating reserve using probabilistic wind power forecasts[J]. IEEE Trans. on power systems,2011,26(2):594-603.
    [46]王乐,余志伟,文福拴.基于机会约束规划的最优旋转备用容量确定[J].电网技术,2006,30(20):14-19.
    [47]葛炬,王飞,张粒子.含风电场电力系统旋转备用获取模型[J].电力系统自动化,2010,34(6):32-36.
    [48]姚瑶,于继来.计及风电备用风险的电力系统多目标混合优化调度[J].电力系统自动化,201 1,35(22):118-124.
    [49]玉华,周任军,韩磊,等.基于CVaR的风电并网发电风险效益分析[J].电力系统保护与控制,2012,40(4):43-47.
    [50]Methaprayoon K, Yingvivatanapong C. An integration of ANN wind power estimation into unit commitment considering the forecasting uncertainty[J]. IEEE Transactions on industry applications,2007, (43):1141-1148.
    [51]张国强,吴文传,张伯明.考虑风电接入的有功运行备用协调优化[J].电力系统自动化,2011,35(12):15-19+46.
    [52]Olsson M, Perninge M, Soder L. Modeling real-time balancing power demands in wind power systems using stochastic differential equations[J]. Electric power systems research.2010,80(8):966-974.
    [53]Lin J, Sun Y-z, Sorensen P, et al. Frequency modeling of wind power fluctuation and the application on power systems[C]. Power system technology (POWERCON). Hangzhou, China,2010:1-8.
    [54]Botterud A, Zhou Z, Wang J, et al. Unit commitment and operating reserves with probabilistic wind power forecasts[C]. IEEE PowerTech conference. Trondheim, Norway,2011:1-7.
    [55]Halamay D A, Brekken T K A. A methodology for quantifying variability of renewable energy sources by reserve requirement calculation[C]. IEEE energy conversion congress and exposition (ECCE). Atlanta, Georgia, 2010: 666-673.
    [56]Dialynas E N, Daoutis L G, Toufexis C, et al. Reliability and reserve capacity assessment of isolated power systems with increased penetration of renewable energy sources[C]. Mediterranean conference and exhibition on power generation, transmission, distribution and energy conversion. Agia Napa, Cyprus,2010:1-7.
    [57]尚志娟,周晖,王天华.带有储能装置的风电与水电互补系统的研究[J].电力系统保护与控制,2012,40(2):99-105.
    [58]杨琦,张建华,刘自发,等.风光互补混合供电系统多目标优化设计[J].电力系统自动化,2009,33(17):86-90
    [59]于芃,赵瑜,周玮,等.基于混合储能系统的平抑风电波动功率方法的研究[J].电力系统保护与控制,2011,39(24):35-40.
    [60]Saifur R, Manisa P. Operating impacts and mitigation strategies with large scale wind power penetration in the United States [J]. Automation of electric power system,2011,35(22):3-11.
    [61]张谦,王海潜,谢珍建.江苏电网消纳大规模风电的电源规划设计[J].电力系统自动化,2011,35(22):60-65.
    [62]李强,袁越,李振杰,等.考虑峰谷电价的风电-抽水蓄能联合系统能量转化效益研究[J].电网技术,2009,33(06):13-18.
    [63]石一辉,张毅威,闵勇,等.并网运行风电场有功功率控制研究综述[J].中国电力,2010,43(06):10-15.
    [64]Alejandro J G. Power reserve provision with wind farms[D]. Kassel:the university of Kassel,2010-11.
    [65]罗运虎,吴旭文,潘双来.需求侧两种可中断负荷与发电侧备用容量的协调[J].山东大学学报,2007,37(6):66-70.
    [66]向月,刘俊勇,魏震波,等.可再生能源接入下新型可中断负荷发展研究[J].电力系统保护与控制,2012,40(5):148-155.
    [67]高赐威,张亮.电动汽车充电对电网影响的综述[J].电网技术,2011,35(02):127-131.
    [68]于大洋,宋曙光,张波,等.区域电网电动汽车充电与风电协同调度的 分析[J].电力系统自动化,201 1,35(14):24-29.
    [69]Tang Y, Fang T. Research on demand response technology for reserve requirements caused by the large-scale penetration of wind power[C]. International conference on electric utility deregulation and restructuring and power technologies. Shandong, China,2011:292-296.
    [70]郑静,文福拴,李力,等.计及能效电厂优化配置的输电系统两层规划[J].电力自动化设备,2013,33(6):13-20.
    [71]张建平,张翔,程浩忠,等.考虑能效电厂影响的含风电电力系统生产模拟[J].华东电力,2013,41(9):1804-1807.
    [72]周景宏,胡兆光,田建伟,等.基于发电系统可靠性分析的能效电厂有效容量确定[J].电力系统自动化,2011,35(8):44-48.
    [73]陈海焱.含分布式发电的电力系统分析方法研究[D].武汉:华中科技大学,2007.
    [74]荆江平.分布式电源接入对配电网线路保护的影响及对策研究[J].电工电气,2013(12):22-25.
    [75]储维坤.分布式发电对系统稳定性影响的研究[D].南京:南京理工大学,2012.
    [76]Tang Y, Rahman S. A framework of agent-based demand response to provide reserves necessary for high-level wind penetration[C]. Asia-Pacific power and energy engineering conference (APPEEC). Chengdu, China,2010: 1-4.
    [77]崔宁宁.含风电系统旋转备用优化模型研究[D].北京:华北电力大学,2012.
    [78]姜文.计及风力发电的电力系统可靠性与动态经济调度研究[D].上海:上海交通大学,2012.
    [79]Ding X Y, Lee W J, Wang J X, et al. Studies on stochastic unit commitment formulation with flexible generating units[J]. Electric Power Systems Research,2010,80(1):130-141.
    [80]Bouffard F, Galiana F D. An electricity market with a probabilistic spinning reserve criterion[J]. IEEE Transactions on power systems,2004,19(1): 300-307.
    [81]Vladimiro Miranda, Pun Sio Hang. Economic dispatch model with fuzzy wind constraints and attitudes of dispatchers [J]. IEEE Transactions on power systems,2005,20(4):2143-2145.
    [82]Lingfeng Wang, Chanan Singh. PSO-based multi-criteria economic dispatchconsidering wind power penetration subject to dispatcher's attitude [J]. PowerSymposium,2006:269-276.
    [83]Bala Venkatesh, Peng YU, H B Gooi, et al. Fuzzy MILP unit commitmentincorporating wind generators[J]. IEEE Transactions on power systems.2008,23(4):1738-1746.
    [84]邱威, 张建华,刘念.含大型风电场的环境经济调度模型与解法[J].中国电机工程学报,2011,31(19):8-16.
    [85]Senjyu T, Shimabukuro K, Uezato K, et al. A fast technique for unit commitment problem by extended priority list[J]. IEEE Transactions on power systems,2003,18(2):882-888.
    [86]王承民,郭志忠,于尔铿.电力市场中一种基于动态规划法的经济符合分配算法[J].电力系统自动化,2000,(10):19-26.
    [87]Ouyang Z, Shahidehpour S M. An intelligent dynamic programming for unit commitment application [J]. IEEE Transactions on power systems,1991, 6(3):1203-1209.
    [88]Finardi EC, da Silva EL. Solving the hydro unit commitment problem via dualdecomposition and sequential quadratic programming[J]. IEEE Transactions on power systems,2006,21(2):835-844.
    [89]黎静华,韦化.基于内点法旳机组组合模型[J].电网技术,2007,31(24):28-34.
    [90]李颖浩,郭瑞鹏.基于广义Benders分解的启发式机组组合优化[J].电网技术,2012,36(3):179-183.
    [91]Cvijic S, Jinjun Xiong. Security constrained unit commitment and economic dispatch through benders decomposition:a comparative study[J]. IEEE Power and energysociety general meeting,2011:1-8.
    [92]雷兴.风电接入带来的不确定性研究[D].济南:山东大学,2012.
    [93]韩爽.风电场功率短期预测方法研究[D].北京:华北电力大学,2008.
    [94]Ortega-VazquezM A, Kirschen D S. Should the spinning reserve procurement in systems with wind power generation be deterministic or probabilistic[J]. Conf. sustainable power generation and supply,2009:1-9.
    [95]张国强,张伯明.考虑风电接入后二次备用需求的优化潮流算法[J].电力系统自动化,2009,33(8):25-28.
    [96]方江晓,周晖,黄梅,等.基于统计聚类分析的短期风电功率预测[J].电 力系统保护与控制,2011,39(11):67-78.
    [97]杨洪,古世甫,崔明东,等.基于遗传优化的最小二乘支持向量机风电场风速短期预测[J].电力系统保护与控制,2011,39(11):44-48.
    [98]Hamon C, Soder L. Review paper on wind power impact on operation of reserves[C]. Energy market(EEM) international conference on the European. Zagreb, Croatia,2011:895-903.
    [99]Gezer D, Nadar A. Determination of operating reserve requirements considering geographical distribution of wind power plants[C]. International conference on clean electrical power (ICCEP). Ischia, Italy,2011:797-801.
    [100]Bludszuweit H, Dominguez-Navarro J A, Llombart A. Statistical analysis of wind power forecast error[J]. IEEE Transactions on power systems,2008, 23(3):983-991.
    [101]Samson S, Thoomu S, Fadel G, et al. Reliable design optimization under aleatoryand epistemic uncertainty[C]. ASME 2009 international design engineeringtechnical conferences & 35th design automation conference, DETC2009-86473, San Diego, California,2009.
    [102]Rockafellarrt, Roysetjo. On buffered failure probability in design and optimization of structures[J]. Reliability engineering & system safety,2010, 95(5):499-510.
    [103]Philippe Jorion. Value at Risk:The new benchmark for managing financial risk[M].3rd ed. McGraw-Hill,2006.
    [104]Rockafellar R T, Uryasev S. Optimization of conditional value-at-risk[J]. Journal of risk 2,2000:21-41.
    [105]Artzner P, Delbaen F, Eber J M, et al. Coherent measures of risk[J]. Mathematical finance,1999,9(3):203-228.
    [106]郭思培.金融风险测度分析[D].武汉:华中师范大学,2003.
    [107]李平.我国金融市场风险价值VaR与CVaR的理论研究及应用[D].广州:暨南大学,2007.
    [108]Fabbri A, GomezSanRoman T. Assessment of the cost associated with wind generation prediction errors in a liberalized electricity market[J]. IEEE Trans. power systems,2005,20(8):1440-1446.
    [109]杨文佳,康重庆,夏清,等.基于预测误差分布特性统计分析的概率性短期负荷预测[J].电力系统自动化,2006,30(19):47-52.
    [110]孟生旺,刘乐平.非寿险精算学[M].北京:中国人民大学出版社.2007.
    [111]Hailong Liu, Hui Wang, Financial risk management[M]. Beijing:China Financial & Economic Publishing House,2009.
    [112]B.Efron. Bootstrap methods:another look at the Jackknife[J]. The annuals of statistics,1979,7(1):1-26.
    [113]Kupiec P. Technique for verifying the accuracy of risk measurement models[J]. Journal of derivatives,1995,3:73-84.
    [114]元博,周明,李庚银,等.基于可靠性指标的含风电电力系统的发电和运行备用的协调调度模型[J].电网技术,2013,36(3):800-807.
    [115]Billinton R, Karki B. Unit commitment risk analysis of wind integrated power systems[J]. IEEE Transactions on power systems,2009,24(2): 930-939.
    [116]郭永基.电力系统可靠性原理和应用(上册)[M].北京:清华大学出版社,1983.
    [117]杨莳百,戴景宸,孙启宏.电力系统可靠性分析基础及应用[M].北京:水利水电出版社,1986.
    [118]程五一,王贵和,吕建国.系统可靠性理论[M].北京:中国建筑工业出版社,2010.
    [119]Rick Durrett. Probability:theory and examples[M]. Cambridge University Press.2010:61.
    [120]盛骤,谢式千,潘承毅.概率论与数理统计[M].北京:高等教育出版社,1999:47-50.
    [121]Anstine L T, Burke R E, Casey J E, et al. Application of probability methods to the determination of spinning reserve requirements for the Pennsylvania-New Jersey-Maryland interconnection[J]. IEEE Trans. power app. syst.,1963,82(68): 720-735.
    [122]蒋程,张建华,刘先正,等.计及运行工况的风电机组停运模型[J].电力系统保护与控制,2013,41(24):112-116.
    [123]Siahkali H, Vakilian M. Stochastic unit commitment of wind farms integrated in power system[J]. Electric power systems research,2010,80(9): 1006-1017.
    [124]周玮,孙辉,顾宏,等.计及风险备用约束的含风电场电力系统动态经济调度[J].中国电机工程学报,2012,32(01):47-55+19.
    [125]Papoulis A, Pillai S U. Probability, random variables and stochastic processes[M]. New York:McGraw-Hill,2002.
    [126]Billinton R, Kumar S, Chowdhury N, et al. A reliability test system for educational purposes-basic data[J]. IEEE Transactions on power systems, 1989,4(3):1238-1244.
    [127]Billinton R, Kumar S, Chowdhury N, et al. A reliability test system for educational purposes-basic results[J]. IEEE Transactions on power systems, 1990,5(1):319-325.
    [128]牛晨光,刘丛.基于相空间重构的神经网络短期风电预测模型[J].中国电力,2011,44(11):73-77.
    [129]Nikzad M, Mozafari B, Bashirvand M, et al. Designing time-of-use program based on stochastic security constrained unit commitment considering reliability index[J]. Energy,2012,41(1):541-548.
    [130]Guodong L, Tomsovic K. Quantifying Spinning Reserve in Systems With Significant Wind Power Penetration[J]. IEEE Transactions on power systems, 2012,27(4):2385-2393.
    [131]Yazdaninejad M, Haghifam M. Evaluation of responsive load participation in optimal satisfying system security constraints[J]. IEEE power and energy society general meeting,2012:1-8.
    [132]Viswanath A, Goel L, Wang P. Mixed integer programming formulation techniques and applications to Unit Commitment problem[J]. Conference on power & energy,2012:25-30.
    [133]Pagnoneelli B K, Ahmed S, Shapiro A. Sample average approximation method for chance constrained programming:theory and applications[J]. J Optim. Theory Appl,2009(142):399-416.
    [134]孙闻,房大中.考虑系统可靠性和经济性的机组组合方法[J].电网技术,2008,32(06):47-51.
    [135]IBM CPLEX12.2[EB/OL].2010[2011-04-03]. https://www.ibm.com/developerworks/university/software/get_software.html.
    [136]Ongsaku W, Petcharaks N. Unit commitment by enhanced adaptive Lagrangian relaxation[J]. IEEE Trans on power systems,2004,19(1): 620-628.
    [137]中关村储能产业技术联盟储能专业委员会.储能产业研究白皮书2013[EB/OL]. http://www.cnesa.org.
    [138]陈树勇,全世,田光宇,等.可外接充电式HEV的研究与发展[J].交通信息与安全,2009,27(02):134-139.
    [139]Hadiey S W, Tsyetkova A. Potential impacts of plug-in hybrid electric vehicles on regional power generation[EB/OL]. (2010-09-10). http://www.ornl.gov/info/ornlreview/v41_1_09/regional_phev_analysis.pdf.
    [140]Jeffrey Gonder, Tony Markel, Andrew Simpson, et al. Using GPS travel data to assess the real world driving energy use of plug-in hybrid electric vehicles (PHEVs)[J]. Transportation research board (TRB) 86th Annual Meeting washington,2007,1:21-25.
    [141]郑竞宏,戴梦婷,张曼,等.住宅区式电动汽车充电站负荷集聚特性及其建模[J].中国电机工程学报,2012,32(22):32-38+21.
    [142]萧树铁,钱敏平,叶俊.随机数学[M].北京:高等教育出版社,2004.
    [143]New York independent system operator. Alternateroute:electrifying the transportation sector, potentialimpacts of plug-in hybrid electric vehicle's on New York state's selectricity system[EB/OL]. (2010-07-05). http://www.nyiso.com/public/webdocs/newsroom/press_releases/2009/Alter nate_Route_NYISO_PHEV_Paper_ 062909.pdf
    [144]蔡秋娜,文福拴,薛禹胜,等.基于SCUC的可入网混合电动汽车优化调度方法[J].电力系统自动化,2012,36(01):38-46.
    [145]中国南方电网有限责任公司.中国南方电网运行备用管理规定[M].2004.
    [146]周辉.市场条件下的发电投资分析与发电系统运行可靠性研究[D].武汉:华中科技大学,2009.
    [147]Rockafellar R T, Uryasev S. Conditional value at risk for general lossdistributions[J]. Journal of banking &finance,2002(26):1443-1471.
    [148]The reliability test system task force of the application of probability methods subcommittee. IEEE reliability test system[J]. IEEE Transactions on power apparatus and system,1979,98(6):2047-2054.
    [149]林秀丽,汤大钢,丁焰,等.中国机动车行驶里程分布规律[J].环境科学研究,2009,22(3):377-380.

© 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