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An analysis of market mechanism and bidding strategy for power balancing market in micro-grid

机译:微电网电力均衡市场的市场机制与竞价策略分析

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With the penetration of renewable energy sources such as photovoltaics or wind power, it becomes a more important issue to keep power system stable in terms of power balance with proper frequency. To this end, balancing markets have been developed and utilized in order to ensure the security of frequency regulation with lower cost based on the market principle. For example, in the European countries and regions, secondary and tertiary control balancing energy have been traded through balancing markets. Although the details about those market mechanisms are different from country to country, there are two mainstreams: “uniform-price auction” based on marginal fuel cost and “pay-as-bid auction” with discriminatory pricing. Under the uniform-price auctions, all players whose biddings are cleared receive the same market-clearing price which is the highest offer price cleared. In contrast, in the case of pay-as-bid auction, prices paid to cleared players are based on their own actual discriminatory bidding price, rather than the highest clearing price. For power suppliers, one of the most important issues is how to determine the bidding strategy in the electricity balancing auction market to satisfy their profit-maximizing goals. In this paper, supposing the frequency regulation in Micro-grid will be also realized based on balancing market, fundamental characteristics of two auction mechanisms, uniform-price and pay-as-bid methods, were examined. The behavior of each player in the balancing market, namely bidding strategy, is modelled by using Q-Learning algorithm to maximize player's profit. In this approach, the bidding strategy is regarded as one kind of stochastic optimal control problems and agent-based simulations are performed in which each player can learn from past experience. The performance comparison of the balancing market is discussed based on the simulation results.
机译:随着诸如光伏或风能之类的可再生能源的渗透,就保持电力系统在适当频率下的电力平衡而言,保持电力系统稳定变得更加重要。为此,已经开发并利用了平衡市场,以便根据市场原理以较低的成本确保频率调节的安全性。例如,在欧洲国家和地区,通过平衡市场来交易二级和三级控制平衡能量。尽管关于这些市场机制的细节因国家而异,但有两个主流:基于边际燃料成本的“统一价格拍卖”和带有歧视性价格的“按价拍卖”。在统一价格拍卖中,所有清除了报价的参与者都将获得相同的市场清算价格,这是最高的清算价格。相反,在按需拍卖的情况下,支付给清算参与者的价格是基于他们自己的实际歧视性出价,而不是最高清算价格。对于电力供应商而言,最重要的问题之一是如何在电力平衡拍卖市场中确定投标策略,以实现其利润最大化的目标。本文假设在平衡市场的基础上还将实现微电网的频率调节,研究了两种拍卖机制的基本特征,即均价和按需竞价方式。通过使用Q-Learning算法来模拟平衡市场中每个参与者的行为,即出价策略,以最大化参与者的利润。在这种方法中,出价策略被视为一种随机的最优控制问题,并且执行基于代理的模拟,每个参与者都可以从过去的经验中学到东西。基于仿真结果,讨论了平衡市场的绩效比较。

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