电动汽车充电负荷建模策略综述:电网与车辆概率方法的比较

Tecnura Pub Date : 2021-10-01 DOI:10.14483/22487638.18657
Carlos David Zuluaga Ríos, Daniel Felipe Florián Ceballos, Miguel Ángel Rojo Yepes, Sergio Danilo Saldarriaga Zuluaga
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引用次数: 3

摘要

目标:在本文中,我们回顾了如何在电网中对电动汽车的渗透率进行建模的不同方法。考虑到电动汽车的四个渗透水平,我们还通过实验评估和比较了三种概率电动汽车充电负载方法的性能。方法:我们对电动汽车最先进的充电负载建模策略进行了详细搜索,其中汇编了该主题的最具代表性的著作。提出了一种基于蒙特卡罗模拟的概率模型,并实现了另外两种方法。这些模型考虑了电动汽车的出发时间、到达时间和插电时间,它们被认为是随机变量。结果:获得了三种电动汽车充电需求的柱状图。此外,还计算了一个相似性度量,以了解最适合每个模型数据的分布。以上是在考虑平均20辆、200辆、2000辆和20000辆电动汽车的情况下完成的。结果表明,如果电动汽车的渗透率较低,则可以使用伽马分布对电动汽车充电需求进行建模。否则,如果VE穿透率较高,建议使用高斯或对数正态分布。结论:回顾了G2V方法下电动汽车建模的最新技术,其中确定了三组:确定性方法、处理不确定性和可变性的方法,以及最后的数据驱动方法。此外,我们观察到,EVCP模型3和伽马分布可以适用于在概率潮流分析中对电动汽车的渗透进行建模,或用于主动配电网的随机规划研究。融资:Institución Universitaria Pascual Bravo
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Review of Charging Load Modeling Strategies for Electric Vehicles: a Comparison of Grid-to-Vehicle Probabilistic Approaches
Objective: In this paper, we review different approaches to how the penetration of electric vehicles (EV) can be modeled in power networks. We also evaluate and compare experimentally the performance of three probabilistic electric vehicle charging load approaches considering four levels of penetration of EV. Methodology:  We carry out a detailed search of the state-of-the-art in charging load modeling strategies for electric vehicles, where the most representative works on this subject were compiled. A probabilistic model based on Monte Carlo Simulation was proposed and two more methods were implemented. These models take into account the departure time of electric vehicles, the arrival time and the plug-in time, which were conceived as random variables.   Results:  Histograms of the demand for charging of electric vehicles were obtained for the three models contemplated. Additionally, a similarity metric was calculated to know the distribution that best fits the data of each model. The above was done considering 20, 200, 2000 and 20,000 electric vehicles on average. The results show that if there are a low penetration of electric vehicles, it is possible to model the EV charging demand using a gamma distribution. Otherwise, it is recommended to use a Gaussian or Lognormal distribution if you have a high VE penetration. Conclusions: A review of the state of the art of the modeling of electric vehicles under a G2V approach was presented, where three groups are identified: the deterministic approaches, methods that deal with uncertainty and variability, and finally data driven methods were also identified. Additionally, we observed that the EVCP model 3 and the gamma distribution can be appropriate for modeling the penetration of EVs in probabilistic load flow analysis or for stochastic planning studies for active distribution networks. Financing: Institución Universitaria Pascual Bravo
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审稿时长
40 weeks
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