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An aggregate model of plug-in electric vehicles including distribution network characteristics for primary frequency control

机译:包含用于一次频率控制的配电网特性的插电式电动汽车的集合模型

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Summary form only given. In the future, the number of plug-in electric vehicles (PEVs) that will participate in the primary frequency control (PFC) is likely to increase. In our previous research, the computational complexity of the PFC problem for a large number of PEVs was reduced using aggregate models of PEVs. However, in the literature on the PFC, the distribution network characteristics have not been included in the aggregate models of PEVs for the PFC, despite the fact that PEVs will be dispersedly connected to the distribution network. This paper proposes an aggregate model of PEVs for the PFC that further incorporates distribution network characteristics, i.e., the distribution network power loss (DNPL) and the maximum allowed current (MAC) of the lines and transformers. The DNPL variation is formulated according to the line and transformer impedance, spatial distribution of PEVs and loads, and active power variation of PEVs. Then, DNPL variation together with the MAC of the lines and transformers are incorporated in the proposed model of PEVs. Finally, the simulation results show an excellent agreement of 98% between the detailed model and the proposed aggregate model of PEVs.
机译:仅提供摘要表格。将来,将参与主频率控制(PFC)的插电式电动汽车(PEV)的数量可能会增加。在我们先前的研究中,使用PEV的汇总模型降低了许多PEV的PFC问题的计算复杂性。但是,在有关PFC的文献中,尽管PEV将分散地连接到配电网络,但配电网络的特性并未包括在PFC的PEV的总体模型中。本文提出了用于PFC的PEV的汇总模型,该模型进一步结合了配电网络的特性,即配电网络的功率损耗(DNPL)和线路和变压器的最大允许电流(MAC)。 DNPL变化根据线路和变压器的阻抗,PEV和负载的空间分布以及PEV的有功功率来确定。然后,将DNPL变化与线路和变压器的MAC一起纳入所提出的PEV模型中。最后,仿真结果表明,PEV的详细模型与提出的集合模型之间有98%的极佳一致性。

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