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An optimization framework for cost effective design of refueling station infrastructure for alternative fuel vehicles

机译:用于替代燃料车辆的加油站基础设施的经济高效设计的优化框架

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Historically, gasoline and diesel fuels have been used for transportation, but the possible decline of oil supplies in the future is forcing nations to consider alternative fuels. Most technically and economically feasible alternative fuels have a lower energy density than gasoline, which results in a shorter range for these vehicles. This necessitates a greater need for convenient access to refueling facilities for alternative fuel vehicles. Since infrastructure development is expensive, there is a need to direct investments towards the establishment of refueling facilities in areas which result in maximum impact. This can be addressed by locating facilities at sites which service as many vehicles as possible. This work deals with the use of mathematical programming for determining the best locations for establishing alternative transportation fuel stations. The objective was to site the refueling stations at locations which maximize the number of vehicles served, while staying within budget constraints. The model used here is a modified form of the flow interception facility location model. For the case study we used the transportation network of Alexandria, Virginia, as a test bed for our model. Origin-destination travel demand data for this city is simulated through a transportation simulator to determine the routes taken by individual vehicles. The results are then compared with the service level offered by conventional gasoline refueling stations already located in the city. This work integrates the use of transportation modeling with mathematical programming for the solution of a complex large-scale problem on a real-life transportation network.
机译:从历史上看,汽油和柴油一直用于运输,但是未来石油供应可能下降,迫使各国考虑使用替代燃料。在技​​术上和经济上最可行的替代燃料比汽油具有更低的能量密度,这导致这些车辆的行驶距离更短。这就需要更多地方便使用替代燃料车辆的加油设施。由于基础设施的开发费用昂贵,因此需要直接投资于在产生最大影响的地区建立加油设施。这可以通过将设施设置在尽可能服务多辆车的站点上来解决。这项工作涉及使用数学编程来确定建立替代运输加油站的最佳位置。目的是将加油站设在最大化服务车辆数量的位置,同时保持预算限制。这里使用的模型是截流设施位置模型的修改形式。对于案例研究,我们使用弗吉尼亚州亚历山大港的交通网络作为模型的测试平台。通过运输模拟器模拟该城市的原点-目的地旅行需求数据,以确定各个车辆所走的路线。然后将结果与已经在城市中的常规加油站提供的服务水平进行比较。这项工作将运输模型的使用与数学编程相结合,以解决现实生活中的运输网络上的一个复杂的大规模问题。

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