Game on Pricing of a Micro Grid Based on Multi-agent System Considering New Energy Consumption

Pei-guang Chen, Shi Zuo, Hao Li
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Abstract

Based on the analysis of the characteristics of micro grid, we established a micro grid power market with the multi-agent theory to mode the interaction between micro grid and large grid. Then the Nash game theory was used to analyze the bidding strategy of micro grid considering a power market with imperfect competition. We found that the bidding strategy with high proportion factor and low cost quotation of micro grid can maximize the system’s profit. Although the change of any micro grid’s bidding strategy will lead to the adjustment of bidding strategy of other micro grids, the system will eventually achieve Nash equilibrium. Finally, we obtained the optimal bidding strategy and selection scheme of micro grid to maximize the micro grid’s profit through numerical analysis. Introduction Smart grid is considered as the next-generation power network. Its most important aim is to improve the energy efficiency, quality and reliability of the power system. It is also the inevitable result of the innovation and sustainable development of distributed generation and energy storage, advanced power electronics and modern communication technologies [1] . In order to efficiently and reliably manage and operate such an important and complex architecture, the micro grid (MG), as the most important component of smart grid, can integrate and coordinate the distributed MG through the distributed energy resource management platform. Distributed generation (DG) is that the power generation facilities placed directly in the distribution network or distributed near the load, generating electricity economically, efficiently and reliably [2] . Power generation facilities in the distributed generation system are called as distributed power sources including wind power generation, solar power generation, fuel cells, and micro gas turbines, et al. These power supplies usually have a small power generation (typically less than 50 MW) and are close to the user. They can generally supply power directly to nearby loads or output power to the grid as needed. This is called as distributed energy resources(DER) [3] . The efficient introduction of MG faces numerous challenges on many fronts such as design, control, and implementation [4] . Although many programs have been made in the MG generation technology, electricity trades among MGs have received limited attention [5] . In recent years, smart grid pricing related to electricity trades has always been a very important topic. In this field, some researches focused on demand-side management [6-8] . Also, some research studied the pricing mechanism of power market with different bidding models [9-11] . Consider the rapid development of MG technology, microeconomic analysis on power pricing considering a finite number of agents in the power market is important for the success of MG. In this paper, we construct a multi-agent system based power trading market with micro-grid, and investigate the optimal bidding strategy for micro grid with Nash game theory. At the same time, we exploit the bidding mechanism and income according to the market clearing bidding principle.
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考虑新能源消耗的多智能体系统微电网定价博弈
在分析微网特点的基础上,运用多智能体理论建立微网电力市场,对微网与大网之间的相互作用进行建模。然后运用纳什博弈论分析了考虑不完全竞争的电力市场下微电网的竞价策略。研究发现,采用高比例因子、低成本报价的微网竞价策略可以实现系统利润最大化。虽然任何一个微网的竞价策略的改变都会引起其他微网竞价策略的调整,但系统最终会达到纳什均衡。最后,通过数值分析,得到了微网利润最大化的最优竞价策略和选择方案。智能电网被认为是下一代电网。其最重要的目标是提高电力系统的能效、质量和可靠性。这也是分布式发电和储能、先进电力电子技术和现代通信技术创新和可持续发展的必然结果[1]。为了高效、可靠地管理和运行这样一个重要而复杂的体系结构,微网作为智能电网最重要的组成部分,可以通过分布式能源管理平台对分布式微网进行集成和协调。分布式发电(DG)是指直接置于配电网中或分布在负荷附近,能够经济、高效、可靠地发电的发电设施[2]。分布式发电系统中的发电设施称为分布式电源,包括风力发电、太阳能发电、燃料电池、微型燃气轮机等。这些电源通常有一个小的发电量(通常小于50兆瓦),并接近用户。它们通常可以直接向附近的负载供电,或者根据需要向电网输出电力。这被称为分布式能源(DER)[3]。MG的有效引入面临着许多方面的挑战,如设计、控制和实施[4]。虽然在MG发电技术方面已经有很多项目,但是MG之间的电力交易却受到了有限的关注[5]。近年来,与电力交易相关的智能电网定价一直是一个非常重要的课题。在这一领域,一些研究侧重于需求侧管理[6-8]。也有研究对不同竞价模式下电力市场的定价机制进行了研究[9-11]。考虑到自主定价技术的快速发展,在电力市场中考虑有限主体数量的电价微观经济分析对于自主定价的成功具有重要意义。本文构建了一个基于多智能体系统的微电网电力交易市场,并运用纳什博弈理论研究了微电网的最优竞价策略。同时,按照市场出清竞价原则开发竞价机制和收益。
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