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Optimal Sizing of Stationary Energy Storage Systems Participating in Primary Frequency Regulation Markets

机译:参与一次频率调节市场的固定式储能系统的最佳尺寸

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Stationary energy storage systems (ESSs) are becoming a prominent option to support the power grid via ancillary services. For instance, transmission system operators (TSOs) can take advantage of the fast control capabilities of stationary ESSs to implement primary frequency regulation. However, capital costs are directly related to the battery energy capacity and the power rate of the charger. Thus, from the perspective of the ESS owner, the higher the ESS capacity is, the more expensive the initial investments result. Based on historical frequencies and given a regulation market, this paper proposes a multi-objective approach to determine the optimal size and objective state of charge of an stationary ESS participating in primary frequency regulation. The proposed optimization method is a flexible enumerative approach that, given a set of market rules and an investment cost function, returns the optimal Pareto front of the problem. The Pareto front is a suitable multiobjective optimization method that shows the trade-off between conflicting objective functions: capital cost and availability/profit. Using the regulation market structure of one of the largest TSOs in USA (PJM interconnection), simulations demonstrate that the proposed approach is a flexible and practical decision-making tool, that investors can exploit when designing their ESS to participate in primary frequency regulation markets.
机译:固定式储能系统(ESS)成为通过辅助服务支持电网的重要选择。例如,传输系统运营商(TSO)可以利用固定式ESS的快速控制功能来实现主频率调节。但是,资本成本直接关系到电池的能量容量和充电器的电费率。因此,从ESS所有者的角度来看,ESS容量越高,初始投资结果就越昂贵。基于历史频率并在给定监管市场的基础上,本文提出了一种多目标方法来确定参与一次频率监管的固定式ESS的最佳规模和客观收费状态。所提出的优化方法是一种灵活的枚举方法,在给定一组市场规则和投资成本函数的情况下,该方法可以返回问题的最优Pareto前沿。 Pareto前沿是一种合适的多目标优化方法,它显示了冲突目标函数之间的权衡:资本成本和可用性/利润。模拟使用美国最大的TSO之一(PJM互连)的监管市场结构,表明所提出的方法是一种灵活而实用的决策工具,投资者在设计自己的ESS来参与初级频率监管市场时可以利用。

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