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Robust Energy Scheduling of Interconnected Smart Homes with Shared Energy Storage under Quadratic Pricing

机译:二次定价下共用磁智能家庭互联智能家庭的强大能量调度

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In this paper, we propose a novel robust framework for day-ahead energy scheduling of interconnected smart homes with shared energy storage system (ESS), taking into account users' behavior uncertainty. The objective is minimizing the total energy payment for each user while satisfying the constraint on the feasibility of energy transactions between users and the power grid in presence of data uncertainty. Unlike most existing robust scheduling frameworks that assume a linear cost function for energy purchased from the grid, our design presents a tractable robust optimization scheme to solve the energy scheduling problem with a more realistic quadratic cost function. We model device/comfort constraints as well as contractual obligations imposed by the power grid restricting the users' energy consumption to a maximum level at each time slot. Thus, in our problem, uncertainty affects both the quadratic objective function and linear contractual constraints. To solve the resulting problem, we first formulate a deterministic model of the scheduling problem, then establish a min-max robust counterpart, and finally apply some mathematical transformations to solve the equivalent problem. We also deal with the conservatism of the robust control algorithm and flexibility of the method for application to different settings. The validity and effectiveness of the proposed approach is verified by simulation results.
机译:在本文中,我们提出了一种新的稳健框架,用于互联智能房屋的互联智能房屋(ESS),考虑到用户的行为不确定性。目的是最大限度地减少每个用户的总能源支付,同时满足用户和电网在存在数据不确定性之间的能量交易的可行性约束。与采用从网格购买的能量的线性成本函数的最现有的强大的调度框架不同,我们的设计介绍了一种易易稳健的优化方案,以解决更现实的二次成本函数的能量调度问题。我们模型/舒适约束以及通过电网限制用户能量消耗在每个时隙的最大电平的合同义务。因此,在我们的问题中,不确定性会影响二次目标函数和线性合同限制。要解决结果问题,我们首先制定了调度问题的确定性模型,然后建立了MIN-MAX强大的对应物,最后应用一些数学转换来解决等效问题。我们还处理了鲁棒控制算法的保守主义和应用于不同设置的方法的灵活性。通过模拟结果验证了所提出方法的有效性和有效性。

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