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Perturbation Analysis Approach to the Evaluation of Simulated Path Travel Time Marginals: Application to System Optimal Dynamic Network Assignment

机译:摄动分析方法在模拟路径行进时间边际评估中的应用:在系统最优动态网络分配中的应用

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Algorithms for finding time-dependent system optimal flow patterns in a network require theevaluation of marginal travel times/costs, which is difficult to do in a dynamic context, especiallywhen a traffic simulator is used to capture flow propagation for network loading. Trafficsimulators that track vehicle movement through the network produce trajectories that define theanatomy of vehicular flow movement in the network. The present paper builds on the microlevel analysis of the anatomy of flow movement to evaluate marginals that can guide the searchfor system optimal traffic strategies. A perturbation analysis method designed for a generaldiscrete event traffic simulator is introduced in order to quantify the sensitivity of the path traveltimes to the path flows. The method is applicable as long as trajectories are available. Thisframework relies on the general rules of traffic flow such as moving forward along a path, andsharing common sources of capacity at the merge points. This general technique is implementedin connection with a specific mesoscopic traffic simulator. The performance of the technique isevaluated by comparing its derivative values with the values obtained from a brute forcenumerical method. Finally application of the perturbation analysis in solving the system-optimaldynamic traffic assignment (SO_DTA) problem is described, in conjunction with a new solutionmethod called SO_ordered method. Executing this method requires the calculation of the particlemarginal travel times which is made possible through use of the perturbation analysis method.The approach presented in this paper has the potential to considerable improve our ability tocompute system optimal traffic strategies in practice.
机译:在网络中寻找与时间有关的系统最佳流模式的算法要求 边际旅行时间/成本的评估,这在动态环境中很难做到,尤其是 当使用流量模拟器捕获流传播以进行网络加载时。交通 通过网络跟踪车辆运动的仿真器会产生轨迹,这些轨迹定义了 网络中车辆流动运动的解剖。本论文建立在微观基础上 流动运动解剖学的水平分析,以评估可以指导搜索的边缘 用于系统最佳流量策略。为一般人设计的摄动分析方法 引入了离散事件交通模拟器,以量化路径行驶的敏感性 时间流向路径。只要轨迹可用,该方法就适用。这 框架依赖于交通流的一般规则,例如沿着路径前进,并且 在合并点共享容量的共同来源。实施此通用技术 与特定的介观交通模拟器相关联。该技术的性能是 通过将其导数值与从蛮力获得的值进行比较来评估 数值方法。摄动分析在系统最优解中的最终应用 结合新解决方案描述了动态流量分配(SO_DTA)问题 该方法称为SO_ordered方法。执行此方法需要计算粒子 边际行程时间,这是通过使用扰动分析方法而实现的。 本文介绍的方法有可能极大地提高我们的能力, 在实践中计算系统最佳流量策略。

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