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Modeling of Plug-in Hybrid Electric Vehicle Charging Demand in Probabilistic Power Flow Calculations

机译:插电式混合动力汽车的充电潮流计算模型

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Millions of electric vehicles (EVs), especially plug-in hybrid EVs (PHEVs), will be integrated into the power grid in the near future. Due to their large quantity and complex charging behavior, the impact of substantial PHEVs charging on the power grid needs to be investigated. Since the charging behavior of PHEVs in a certain regional transmission network or a local distribution network is determined by different uncertain factors, their overall charging demand tends to be uncertain and in this situation probabilistic power flow (PPF) can be applied to analyze the impact of PHEVs charging on the power grid. However, currently there is no suitable model of the overall charging demand of PHEVs available for PPF calculations. In this paper, a methodology of modeling the overall charging demand of PHEVs is proposed. The proposed methodology establishes a single PHEV charging demand model, and then employs queuing theory to describe the behavior of multiple PHEVs. Moreover, two applications are given, i.e., modeling the overall charging demand of PHEVs at an EV charging station and in a local residential community, respectively. Comparison between PPF calculations and Monte Carlo simulation are made on a modified IEEE 30-bus system integrated with the two demand models proposed.
机译:数以百万计的电动汽车(EV),尤其是插电式混合动力电动汽车(PHEV),将在不久的将来集成到电网中。由于其数量庞大且充电行为复杂,因此需要研究大量PHEV充电对电网的影响。由于插电式混合动力汽车在某个区域传输网络或本地配电网络中的充电行为是由不同的不确定因素决定的,因此它们的总体充电需求往往是不确定的,在这种情况下,可以使用概率潮流(PPF)来分析电动汽车的影响。 PHEV在电网上充电。但是,目前没有适用于PPF计算的PHEV总体充电需求模型。在本文中,提出了一种对PHEV的总体充电需求建模的方法。所提出的方法建立了一个单一的PHEV充电需求模型,然后采用排队论来描述多个PHEV的行为。此外,给出了两种应用,即分别对电动汽车充电站和当地居民社区中的电动汽车的总体充电需求进行建模。 PPF计算和蒙特卡洛模拟之间的比较是在改进的IEEE 30总线系统上进行的,该系统集成了所提出的两个需求模型。

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