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A stochastic optimization approach to the aggregation of electric vehicles for the provision of ancillary services

机译:用于提供辅助服务的电动汽车聚集的随机优化方法

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摘要

We address the problem of the optimal management of an aggregate of electric vehicles (EVs) for the provision of ancillary services to the grid, by means of a bidirectional vehicle-to-grid (V2G) infrastructure. We consider the case of a charging point operator that acts as an aggregator and has to optimally choose the charge/discharge power profile of each vehicle so as to maximize its profits, while satisfying technical constraints and final user constraints (the latter expressed as a minimum desired charge for motion). In this setting the aggregator can operate on both an energy market and an ancillary services market: in the latter, the deployed power depends on a signal received by the aggregator after the market closing time; this signal can be discrete or continuous. We formulate the problem via stochastic programming, under the assumptions of optimal bidding strategy and known vehicle arrivals and departures. We obtain, via mixed-integer linear programming, an exact robust counterpart of the constraints and an expected value cost function, which is exact if the signal is discrete. If the signal is continuous, the cost function varies depending on the probability distribution of the signal and could require an approximation to obtain a computationally tractable formulation. We then show that, in the case of uniform probability, an efficient formulation can be obtained by introducing a negligible approximation of the cost function; a numerical example shows the validity of the approach.
机译:我们通过双向车辆到电网(V2G)基础设施来解决为网格提供辅助服务的电动汽车(EVS)总量的最佳管理问题。我们考虑充当聚合器的充电点操作员的情况,并且必须最佳地选择每个车辆的充电/放电功率曲线,以便最大化其利润,同时满足技术限制和最终用户约束(后者表示为最小值期望的运动充电)。在此设置中,聚合器可以在能源市场和辅助服务市场上运行:在后者中,部署功率取决于市场关闭时间后聚合器接收的信号;该信号可以是离散的或连续的。我们通过随机编程制定问题,在最佳招标策略和已知车辆到来和偏离的假设下。我们通过混合整数线性编程获得,一个约束的精确稳定的对应物和预期值成本函数,这是一个精确的信号如果信号是离散的。如果信号是连续的,则成本函数根据信号的概率分布而变化,并且可能需要近似以获得计算易释放的制剂。然后,我们表明,在均匀概率的情况下,可以通过引入可忽略的成本函数的近似来获得有效的制剂;数字示例显示了方法的有效性。

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