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An Optimization Model for the Temporary Locations of Mobile Charging Stations

机译:移动收费站临时位置的优化模型

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A possible solution with which to alleviate the range anxiety of electric vehicle (EV) drivers could be a mobile charging station which moves in different places to charge EVs, having a charging time of even half an hour. A problem that arises is the impossibility of charging in any location due to heavy traffic or limited space constraints. This paper proposes a new operational mode for the mobile charging station through temporarily stationing it at different places for certain amounts of time. A mathematical model, in the form of an optimization problem, is built by modeling the mobile charging station as a queuing process, the goal of the problem being to place a minimum number of temporary service centers (which may have one or more mobile charging stations) to minimize operating costs and the charger capacity of the mobile charging station so that the service offered is efficient. The temporary locations obtained are in areas with no or few fixed charging stations, making the mobile station infrastructure complementary to the fixed charging station infrastructure. The temporary location operational mode, compared to current moving operational mode, is more efficient, having a small miss ratio, short mean response time and short mean queuing time.
机译:一种可以缓解电动车辆(EV)驱动器的焦虑的可能解决方案可能是移动充电站,其在不同的地方移动到EV的地方,其充电时间均为半小时。由于交通拥挤或有限的空间限制,所产生的问题是在任何位置充电。本文通过在不同的地方临时驻扎在不同的地方,为移动充电站进行了新的操作模式。以优化问题的形式,通过将移动计费站建立作为排队过程来构建数学模型,该问题的目标是放置最小数量的临时服务中心(这可能具有一个或多个移动计费站)以最大限度地减少移动充电站的运营成本和充电器容量,以便提供的服务是高效的。所获得的临时位置在没有或少量的固定充电站的区域中,使移动台基础设施互补地与固定的充电站基础设施互补。与电流移动操作模式相比,临时位置操作模式更有效,具有小的错过比率,短平均响应时间和短的均线时间。

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