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Fixed Interval Scheduling Formulation of Single-Depot t Vehicle Assignment for Public Transit in China

机译:中国公共交通单站台车辆分配的固定间隔调度公式

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Transit vehicle scheduling plays an important role in APTS (Advanced PublicTransportation System). This article investigates the fixed interval schedulingformulation of single-depot vehicle scheduling problem (SDVSP) for public transit. Thefixed interval scheduling problem is an optimization problem of assigning ideal jobs tomachines at appropriate times to maximize production in computer science and industrialengineering. Formulating the transit vehicle assignment problem to the fixed intervalscheduling problem allows transportation engineers to make use of those out-of-the-boxtheories and solution methods already developed for fixed interval scheduling problem.In this paper, transit vehicle scheduling process is re-formulated to fit the fixed intervalscheduling model in job shop scheduling theory. Four different cases are consideredcorresponding to various realistic conditions of vehicle assignment. The SDVSP withmultiple vehicle types is formulated as a non-preemptive online multiprocessor-task fixedinterval scheduling model. To solve the proposed model, the FIFO (First In, First Out)rule is introduced and proved to be the optimal criterion via competitive analysis, thus agreedy algorithm based on FIFO rule is proposed. The algorithm is demonstrated usingfield data collected from some routes scheduling at Shijiazhuang, the Capital of HebeiProvince in China. The optimal solution obtained by SDVSP model provides bettervehicle usage, operating efficiency while maintaining the same level of service comparedwith the outcome of the actual vehicle scheduling.
机译:公交车辆调度在APTS(高级公共交通)中起着重要作用 运输系统)。本文研究固定间隔计划 制定公共交通的单站车辆调度问题(SDVSP)。这 固定间隔计划问题是将理想作业分配给 在适当的时间使用计算机,以最大程度地提高计算机科学和工业领域的产量 工程。将运输车辆分配问题表述为固定间隔 调度问题使运输工程师可以利用那些开箱即用的东西 解决固定间隔调度问题的理论和解决方法。 在本文中,重新规划了运输车辆的调度过程以适应固定间隔 车间调度理论中的调度模型。考虑了四种不同的情况 对应于各种实际的车辆分配条件。 SDVSP与 多种类型的车辆被表述为非抢先的在线多处理器任务固定式 间隔调度模型。为了解决所提出的模型,FIFO(先进先出) 引入规则并通过竞争分析证明是最佳准则,因此 提出了一种基于FIFO规则的贪婪算法。该算法用下面的例子演示 从河北省首府石家庄的部分路线调度中收集的现场数据 中国的省。通过SDVSP模型获得的最佳解决方案提供了更好的解决方案 车辆使用率,运营效率,同时保持相同的服务水平 与实际车辆调度的结果。

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