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A robust transportation signal control problem accounting for traffic dynamics

机译:考虑交通动态的鲁棒交通信号控制问题

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Transportation system analysis must rely on predictions of the future that, by their very nature, contain substantial uncertainty. Future demand, demographics, and network capacities are only a few of the parameters that must be accounted for in both the planning and every day operations of transportation networks. While many repercussions of uncertainty exist, a primary concern in traffic operations is to develop efficient traffic signal designs that satisfy certain measures of short term future system performance while accounting for the different possible realizations of traffic state. As a result.uncertainry has to be incorporated in the design of traffic signal systems. Current dynamic traffic equilibrium models accounting for signal design, however, are not suitable for quantifying network performance over the range of possible scenarios and in analyzing the robust performance of the system. The purpose of this paper is to propose a new approach-robust system optimal signal control model; a supply-side within day operational transportation model where future transportation demand is assumed to be uncertain. A robust dynamic system optimal model with an embedded cell transmission model is formulated. Numerical analysis are performed on a test network to illustrate the benefits of accounting for uncertainty and robustness.
机译:运输系统分析必须依靠对未来的预测,因为它们的本质具有很大的不确定性。未来需求,人口统计和网络容量只是运输网络的规划和日常运营中必须考虑的几个参数。尽管存在不确定性的许多影响,但是交通运营中的主要关注点是开发有效的交通信号设计,该设计应满足短期未来系统性能的某些措施,同时还要考虑交通状态的各种可能实现。结果,必须将不确定性纳入交通信号系统的设计中。然而,考虑到信号设计的当前动态业务均衡模型不适用于量化可能场景范围内的网络性能以及不适合分析系统的鲁棒性能。本文的目的是提出一种新的鲁棒系统最优信号控制模型。日间运营运输模型中的供应方,其中假定未来运输需求不确定。建立了具有嵌入式细胞传输模型的鲁棒动态系统最优模型。在测试网络上进行了数值分析,以说明考虑不确定性和鲁棒性的好处。

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