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作 者:杨国清[1] 付菁[1] 王德意[1] 贾嵘[1] 李润秋
机构地区:[1]西北旱区生态水利工程国家重点实验室(西安理工大学),陕西省西安市710048 [2]国网陕西省电力公司经济技术研究院,陕西省西安市710065
出 处:《电网技术》2018年第2期495-502,共8页Power System Technology
基 金:国家自然科学基金项目(51279161)~~
摘 要:伴随电力市场开放程度与日俱增,发电企业在调度出力中将拥有更大的决策权。因此,立足于兼顾电网与多种类型发电厂利益构建的调度模型显得极为必要。将电网作为博弈主体,在保证电力供求平衡的基础上,以其购电成本与环境成本最小化为优化目标;将风、水、天然气电厂作为3个参与电力市场博弈的独立从体,在综合考虑各类电厂出力特性的基础上,以3个参与者的收益最大化作为优化目标;将电厂出力策略以及电网优化的上网电价作为决策空间,构建了基于一主三从博弈理论的区域电力系统调度模型,并提出了基于NSGA-II求解该模型Stackelberg-Nash均衡解的算法。算例仿真表明,所建立的一主三从博弈区域电力系统调度模型能够适应不同季节下的区域系统调度,并显著提高了调度控制中各电厂间利益分配的均衡度与稳定程度。With increasing openness of electricity market, power generation enterprise will have more initiative power in power dispatching, thus it is extremely important to set up dispatching model based on profits of power plants and power grid. In this paper, the power grid acts as game leader, on the basis of ensuring balance of power supply and demand, with minimization of its purchase cost and environmental cost as optimization goal. Wind, hydro and gas power station acts as three independent followers, considering output characteristics of various types of power plants and setting maximization of the three followers' profit as optimization objective. With the followers' output strategies and the leader's optimized electricity price as decision space, a dispatching model of regional power system based on one-leader three-follower game theory is constructed. An equilibrium based on NSGA-II algorithm is designed to solve Stackelberg-Nash equilibrium of this model. Applicability of the dispatching model of regional power system based on the game theory is studied with example simulation. It shows that the one-leader three-follower game dispatching model of the regional power system can adapt to different seasons, improving balance degree and stability of distributions among different power stations.
关 键 词:风-水-气 区域电力系统 一主多从博弈 Stackelberg-Nash均衡 均衡度
分 类 号:TM732[电气工程—电力系统及自动化]
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