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Dynamic marginal cost, access control, and pollution charge:a comparison of bottleneck and whole link models

机译:动态边际成本,访问控制和污染收费:瓶颈模型和整个链接模型的比较

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In this paper, we investigate theoretical constructions and properties of three interrelated travel demand management measures including marginal cost pricing, access control, and pollution charge under dynamic traffic assignment framework. For congested traffic networks modeled by the two vertical queue models, that is, the whole link model and the deterministic queuing model, on which flows are controlled, we derive dynamic marginal costs for paths and users' external costs for controlled links. As a strategy to implement the access control, the access pricing is formulated as a dynamic system optimal assignment with access (e.g., traffic volume, queue) control problem, wherein the access constraints represent the restrictions on the traffic volumes and/or environmental constraints. For the whole link model case, an optimal control problem formulation is adopted to investigate the dynamic traffic equilibrium. We derive and discuss the necessary condition for operating the transportation system with capacity/environmental constraints optimally. For the deterministic queuing model case, the inflow to a bottleneck is saturated such that no queue would be formed. The dynamic externalities of the two models are compared. It is found that different externality structures of the two models result in different tolling structures to achieve dynamic system optimal assignment. On the basis of this access pricing analysis and an "equivalent" environmental capacity that converts the environmental constraint into traffic volume restriction, we investigate the traffic-induced air pollution pricing scheme.
机译:在本文中,我们研究了动态交通分配框架下三种相互关联的旅行需求管理措施的理论构造和性质,包括边际成本定价,访问控制和污染收费。对于由两个垂直队列模型(即整个链路模型和确定性排队模型)建模的拥挤交通网络(在此模型上控制流量),我们得出路径的动态边际成本和受控链路的用户外部成本。作为实施访问控制的策略,将访问定价表述为具有访问(例如,交通量,队列)控制问题的动态系统最优分配,其中,访问约束表示对交通量和/或环境约束的约束。对于整个链路模型情况,采用最优控制问题公式研究动态交通均衡。我们得出并讨论了在容量/环境约束最优的情况下运行运输系统的必要条件。对于确定性排队模型,瓶颈的流入量已饱和,因此不会形成队列。比较了两个模型的动态外部性。发现两种模型的外部性结构不同,导致通行费结构不同,从而实现了动态的系统最优分配。基于此访问定价分析和将环境约束转换为交通量限制的“等效”环境容量,我们研究了交通诱发的空气污染定价方案。

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