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博弈论在微电网中的应用及展望 被引量:13

Application and Prospect of Game Theory in Microgrid
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摘要 微电网的特点决定了其运行、调度、控制等诸多形态明显不同于传统配电网。如何确定微电网系统中各决策主体最佳策略从而平衡和优化有关各方利益是一项极具挑战性的课题,面向复杂主体多目标优化的博弈论有望成为攻克微电网系统诸多关键难题的有力工具。该文主要针对微电网,集中讨论了博弈论在微电网源、网、荷、定价策略等环节中的典型应用,并对博弈论未来在微网型售电商、微电网与主网交互、可再生能源发电渗透率、微电网通讯网络建设等方面的应用进行了展望,希望对推动博弈论在微电网中的深入研究起到积极作用。 Due to the special characteristics of microgrid, the operation, dispatch and control in microgrid are significantly different from those in the traditional power grid. It is a challenging subject to determine the best strategies of the decision-making parts in microgrid in order to balance and optimize the profits of related parties. Game theory,a multitarget optimization method for complex subjects,is expected to be a powerful tool to solve the key problems of microgrid.This paper review s the typical applications of game theory in microgrid from the aspects of power source,network,load,and price policy,etc.,and discusses the future applications of game theory in microgrid,including the microgrid-type power sellers,the interaction between the microgid and main grid,the electric permeability of the sustainable energy,and the construction of the communication network,which can play positive roles in promoting the studies of game theory in microgrid.
出处 《电力建设》 北大核心 2016年第6期55-61,共7页 Electric Power Construction
基金 国家自然科学基金项目(51577059)~~
关键词 博弈论 微电网 合作博弈 非合作博弈 game theory microgrid cooperative game theory noncooperative game theory
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参考文献59

  • 1国务院.国务院关于促进光伏产业健康发展的若干意见[R].北京:国务院,2013.
  • 2国家电网公司.国家电网公司关于印发分布式电源并网相关意见和规范(修订版)的通知[2013]1718[R].北京:国家电网公司,2013.
  • 3范明天,张祖平,苏傲雪,苏剑.主动配电系统可行技术的研究[J].中国电机工程学报,2013,33(22):12-18. 被引量:346
  • 4LASSETER R H,PAIGI P. Microgrid: a conceptual solution[ C]// Proceedings of the 35th PESC. Aachen, Germany: IEEE, 2004: 4285-4290.
  • 5KAUR K, DUA A, J1NDAL A, et al. A novel resource reservation scheme for mobile PHEVs in V2G environment using game theoretical approach [ J ]. IEEE Transactions on Vehicular Technology,2015,64 (12) :5653-5666.
  • 6王晓云.微电网开启能源互联网“新纪元”[EB/OL].(2015-10-8)[2016-02-20].http://news.bjx.com.cn/html/20151008/669210-3.shtml.
  • 7国务院.关于进一步深化电力体制改革的若干意见[R].北京:国务院,2015.
  • 8卢强,陈来军,梅生伟.博弈论在电力系统中典型应用及若干展望[J].中国电机工程学报,2014,34(29):5009-5017. 被引量:183
  • 9BORDER K C. Fixed point theorems with applications to economics and game theory [ M ]. Cambridge: Cambridge University Press, 1989.
  • 10NASH J F. Equilibrium points in n-person games [ J ]. Proceedings from the National Academy of Science, 1950,36 (1) :48-49.

二级参考文献106

  • 1杨明,韩学山,王士柏,查浩.不确定运行条件下电力系统鲁棒调度的基础研究[J].中国电机工程学报,2011,31(S1):100-107. 被引量:50
  • 2陈颖,沈沉,梅生伟,卢强.基于改进Jacobian-Free Newton-GMRES(m)的电力系统分布式潮流计算[J].电力系统自动化,2006,30(9):5-8. 被引量:77
  • 3王蓓蓓,李扬,万秋兰,姜勇.需求弹性对系统最优备用投入的影响[J].电力系统自动化,2006,30(11):13-17. 被引量:27
  • 4薛禹胜,罗运虎,李碧君,罗建裕,Z.DONG,G.LEDWICH.关于可中断负荷参与系统备用的评述[J].电力系统自动化,2007,31(10):1-6. 被引量:54
  • 5Consortium for Electric Reliability Technology Solutions. White paper on integration of distributed energy resources[R]. Berkeley, California: Consortium for Electric Reliability Technology Solutions (CERTS), 2002.
  • 6Apt J. The spectrum of power from wind turbines[J]. Journal of Power Sources, 2007(169): 369-374.
  • 7Lin J, Sun Y Z, Cheng L, et al. Assessment of the power reduction of wind farms under extreme wind condition by a high resolution simulation model[J]. Applied Energy, 2012(96): 21-32.
  • 8Barton J, Infield D. Energy storage and its use with intermittent renewable energy[J]. IEEE Trans. on Energy Conversion, 2004, 19(2): 441-448.
  • 9Teleke S, Baran M E, Huang A Q, et al. Control strategies for battery energy storage for wind farm dispatching[J]. IEEE Trans. on Energy Conversion, 2009, 24(3): 725 - 732.
  • 10Department of Energy. Benefits of demand response in electricity markets and recommendations for achieving them: a report to the United State Congress pursuant to section 1252 of the Energy Policy Act of 2005[R]. Washington, DC: Department of Energy, 2006.

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