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Increasing electric vehicle adoption through the optimal deployment of fast-charging stations for local and long-distance travel

机译:通过最佳地部署局部和长途旅行的快速充电站的最佳部署

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We present a new strategic multi-period optimization problem for the siting of electric vehicle (EV) charging stations. One main novelty in this problem is that EV adoption over time is influenced by the availability of charging opportunities, as well as by local EV diffusion. Furthermore, to the best of our knowledge, this is the first contribution where the distribution of charging demand is modeled with a combination of node-based - more appropriate for urban or suburban settings - and flow-based approaches - with which we can model the needs of EVs to recharge on intermediary stops on long-haul travels. We propose a mixed-integer linear programming (MILP) formulation for this problem. Our computational experiments show that by simply implementing it in state-of-art MILP solvers, we are unable to obtain feasible solutions for realistically-sized instances. As such, we propose a rolling horizon-based heuristic that efficiently provides provably good solutions to instances based on much larger territories (namely the province of Quebec and the state of California) than those tackled by the methods proposed in the literature for the location of EV charging stations. (C) 2020 Elsevier B.V. All rights reserved.
机译:我们为电动车辆(EV)充电站选址提供了一种新的战略多时期优化问题。这个问题的一个主要新颖性是,EV通过时间受到充电机会的可用性,以及当地的EV扩散的影响。此外,据我们所知,这是充电需求分布的第一种贡献,其中包含基于节点的组合 - 更适合城市或郊区设置 - 以及我们可以模拟的流动的方法在长途旅行中,EVS对中间停止充电的需求。我们提出了一个混合整数的线性编程(MILP)配方进行此问题。我们的计算实验表明,通过简单地在艺术首字母溶解器中实施它,我们无法获得现实大小的实例可行的解决方案。因此,我们提出了一种基于滚动的地平线的启发式,有效地为基于更大的地区(即魁北克省和加利福尼亚州)的实例提供了可释放的良好解决方案,而不是由文献中提出的位置所提出的方法EV充电站。 (c)2020 Elsevier B.v.保留所有权利。

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