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Contract design for frequency regulation by aggregations of commercial buildings

机译:通过商业建筑进行频率调节的合同设计

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We investigate the contract design problem that an energy aggregator who participates in the wholesale market for Ancillary Services faces. Specifically, we consider a situation in which commercial buildings agree to adjust their heating, ventilation and air conditioning power consumption with respect to a nominal schedule, according to a signal sent by the aggregator. This signal may vary arbitrarily within a certain band, whose (time-varying) width is part of the agreed-upon contract between aggregator and building. In return, the aggregator offers monetary rewards to incentivize the individual buildings. This allows the aggregator to bundle the resulting capacities from different buildings and sell the total capacity in the spot market for frequency regulation. The aggregator's problem is to jointly determine nominal schedules, regulation capacities and monetary rewards to maximize its profit, while ensuring that the individual buildings have an incentive to participate. Assuming that there is no private information, we cast the contract design problem as a bilevel optimization problem, which we in turn reformulate as a mixed-integer program. We further show that if the building does not impose negative externalities on the aggregator, the problem reduces to a Linear Program.
机译:我们调查参与辅助服务批发市场的能源聚合商所面临的合同设计问题。具体来说,我们考虑一种情况,其中商业建筑同意根据聚合器发送的信号按照名义时间表调整其采暖,通风和空调的能耗。该信号可以在某个频带内任意变化,该频带的(随时间变化)宽度是聚合器与建筑物之间约定的合同的一部分。作为回报,聚集者提供金钱奖励来激励单个建筑物。这使聚合器可以将来自不同建筑物的最终容量捆绑在一起,并在现货市场上出售总容量以进行频率调节。集成商的问题是共同确定名义时间表,监管能力和金钱奖励,以最大化其利润,同时确保各个建筑物都有参与的动机。假设没有私人信息,我们将合同设计问题归为双层优化问题,然后将其重新设计为混合整数程序。我们进一步证明,如果建筑物不对集合器施加负面的外部影响,则问题可以归结为线性程序。

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