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Two-level decision-making model for a distribution company in day-ahead market

机译:日前市场中分销公司的两级决策模型

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This study presents a two-level decision-making (TLDM) model for a distribution company (Disco) in the day-ahead market (DAM), where Disco has two additional resources, interruptible load (IL) and distribution generation (DG). At the upper level of the model, the competition among Discos for purchasing power from DAM is modelled using a matrix game with the assumption that the cost information of generators and Discos is common knowledge. In the lower level, each Disco's strategy on its ILs and DGs are derived through an optimisation problem. The TLDM model significantly reduces the size of the matrix game and thus lowers the computational barrier. Owing to implementation difficulties of mixed strategies, a reinforcement learning algorithm is used to derive Discos’ strategies from the matrix game. This algorithm always provides pure strategies for Discos, even if the matrix game has no pure Nash equilibrium. An 8-bus system is used to illustrate the efficiency of the proposed model and solution method. The results are compared with those obtained using a bi-level optimisation method reported in the literature.
机译:这项研究为日前市场(DAM)中的配电公司(Disco)提出了一个两级决策(TLDM)模型,其中Disco有两个附加资源,可中断负荷(IL)和配电生成(DG)。在模型的上层,假设发电机和Discos的成本信息是公知知识,则使用矩阵博弈对Discos之间从DAM购买动力的竞争进行建模。在较低级别,每个Disco的IL和DG的策略都是通过优化问题得出的。 TLDM模型显着减小了矩阵博弈的大小,从而降低了计算障碍。由于混合策略的实施困难,因此采用强化学习算法从矩阵博弈中得出Discos的策略。即使矩阵博弈不具有纯纳什均衡,该算法也始终为Discos提供纯策略。使用8总线系统来说明所提出的模型和求解方法的效率。将结果与使用文献报道的双层优化方法获得的结果进行比较。

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