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Market Clearing and Settlement Using Participant Based Distributed Slack Optimal Power Flow Model for a Double Sided Electricity Auction Market - Part I

机译:双向电力拍卖市场中基于参与者的分布式松弛最优潮流模型的市场清理和结算-第一部分

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摘要

AC and DC OPF models are widely used in the industry for market clearing and settlement of primary electricity market. Research works available in literature have used locational marginal price to price electricity. But this research work by using Participant Based Distributed Slack Power Flow and a unique delivery/withdrawal point for energy called "Market Center" provides a new framework for pricing the electricity. Using the Participant Based Distributed Slack Power Flow Model a Participant based Distributed Slack Non Linear Optimal Power Flow model for market clearing and settlement of primary transaction in a double sided electricity auction market is proposed in Part 1 of this paper. Part II of this paper proposes an equivalent lumped linear model for faster convergence. The optimal solution gives the optimal schedules of the individual participants. The formulae to decompose the amount payable to GENCO participant and marginal price to be received from the DISCO participant into its components are also derived which is different from all available techniques in literature which calculate bus wise nodal prices. The proposed model is tested on Radial Five bus system and PJM system for market clearing and settlement of primary electricity market.
机译:交流和直流OPF模型在行业中广泛用于市场结算和一次电力市场的结算。文献中已有的研究工作使用局部边际价格来定价电。但是,这项研究工作通过使用基于参与者的分布式松弛潮流和名为“市场中心”的独特能源输送/提取点,为电价提供了新的框架。在本文的第1部分中,使用基于参与者的分布式松弛潮流模型,提出了一种基于参与者的分布式松弛非线性最优潮流模型,用于在双向电力拍卖市场中进行一次交易的市场清算和结算。本文的第二部分提出了一种等效的集总线性模型,以加快收敛速度​​。最佳解决方案给出了各个参与者的最佳时间表。还推导了将应付给GENCO参加者的金额和从DISCO参加者收取的边际价格分解成其组成部分的公式,这与文献中所有计算公交明智节点价格的可用技术不同。该模型在径向五母线系统和PJM系统上进行了测试,用于市场结算和一次电力市场结算。

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