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A game-theoretic pricing model for Energy Internet in day-ahead trading market considering distributed generations uncertainty

机译:考虑分布式发电不确定性的日间交易市场中能源互联网的博弈定价模型

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This paper designs a distributed trading mechanism for Energy Internet in which the uncertainty of distributed generations (DGs) is considered. In order to match up Energy Internet, the new energy frame, a novel energy accessing mode called We-Energy (WE) is proposed for the convenience of energy regulation, energy trading and information interaction. First, multiple interconnected WEs are considered in a region where, at a given time, some WEs have superfluous energy for sale to make profits called Surplus-WEs, but some WEs need to buy additional energy to meet local demands called Short-WEs. Under the trading mechanism, the market clearing price (MCP) is determined by supplies as well as demands. Then, a Bayesian game model considering distributed generations (DGs) uncertainty is established to analyze the strategies among WEs, which are assumed as the bidding supplies and demands. A unique Bayesian-Nash equilibrium among Surplus-WEs and Short-WEs are proved respectively according to hessian matrix, and solved by using the Karush-Kuhn-Tucker (KKT) conditions. Numerical results show that the designed MPC can reflect the relationship of supply and demand better, and maximize the utility of all the WEs.
机译:本文设计了一种能源互联网的分布式交易机制,其中考虑了分布式发电的不确定性。为了与能源互联网相匹配,提出了一种新的能源框架,即一种称为We-Energy(WE)的新型能源访问模式,以方便能源监管,能源交易和信息交互。首先,在一个区域中考虑了多个相互连接的WE,在某个时间,有些WE具有多余的能源出售以获利,称为盈余WE,但有些WE需要购买更多的能源以满足本地需求,即Short WE。在交易机制下,市场清算价格(MCP)由供求决定。然后,建立了考虑分布式发电(DG)不确定性的贝叶斯博弈模型来分析WES中的策略,这些策略被假定为投标的供求关系。分别根据粗麻布矩阵证明了剩余WE和短WE之间独特的贝叶斯纳什均衡,并利用Karush-Kuhn-Tucker(KKT)条件求解。数值结果表明,设计的MPC可以更好地反映供求关系,最大程度地发挥所有WE的效用。

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