首页> 外文会议>Transportation Research Board Annual meeting >CITY LOGISTICS: FREIGHT MANAGEMENT WITH TIME DEPENDENT TRAVEL TIMES AND APPLICATION TO LARGE-SCALE NETWORKS
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CITY LOGISTICS: FREIGHT MANAGEMENT WITH TIME DEPENDENT TRAVEL TIMES AND APPLICATION TO LARGE-SCALE NETWORKS

机译:城市物流:具有时间相关旅行时间的货运管理及其在大型网络中的应用

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摘要

In this paper, we address freight management in large, congested urban settings. Congestioncreates a substantial variation in travel time (speeds) during morning peak and evening peakperiods. Urban route designs that ignore these significant variations are often found to beinefficient or even infeasible within a congested traffic environment. This limitation may lead todelays, higher operational costs, and inferior customer service. To take account of the dynamicsof traffic conditions, the proposed modeling framework includes an underlying dynamic networktraffic simulation-assignment (DTA) model which is able to compute time-dependent shortestpaths (TDSP) and simulate individual vehicles on a more realistic representation of the urbanroad network elements, including signalization, ramp metering, and other operational controls.An intuitive and efficient heuristic solution algorithm is proposed, which combines the classicalk-opt exchanges to improve the solution and a procedure to reduce the number of vehicles out forservice. No parameter tuning is required and no random choice is made. The integrated modelingframework is capable of addressing TDVRP of practical sizes on a real world urban network,demonstrated here on the Chicago area network, with problem instances of up to 500 customerswith TDSP updated at 10-minute intervals.
机译:在本文中,我们着眼于大型,拥挤的城市环境中的货运管理。拥塞 在早高峰和晚高峰期间造成旅行时间(速度)的巨大变化 时期。人们常常发现忽略这些重大变化的城市路线设计是 在拥挤的交通环境中效率低下甚至不可行。此限制可能导致 延误,更高的运营成本和劣质的客户服务。考虑动态 交通状况,建议的建模框架包括一个基础的动态网络 交通仿真分配(DTA)模型,能够计算与时间有关的最短时间 路径(TDSP)并在城市的更真实表示上模拟单个车辆 道路网元素,包括信号化,匝道计量和其他操作控制。 提出了一种直观有效的启发式求解算法,该算法结合了经典 k-opt交易所以改进解决方案,并制定减少车辆出行数量的程序 服务。不需要参数调整,也不会进行随机选择。集成建模 该框架能够在现实世界的城市网络上解决实际规模的TDVRP, 在芝加哥区域网络上进行了演示,问题实例多达500个客户 TDSP每隔10分钟更新一次。

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