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The evening commute with cars and transit: Duality results and user equilibrium for the combined morning and evening peaks

机译:晚上上下班乘汽车上下班:早高峰和晚高峰的双重结果和用户平衡

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This paper extends Vickrey's (1969) commute problem for commuters wishing to pass a bottleneck for both cars and transit that share finite road capacity. In addition to this more general framework considering two modes, the paper focuses on the evening rush, when commuters travel from work to home. Commuters choose which mode to use and when to travel in order to minimize the generalized cost of their own trips, including queueing delay and penalties for deviation from a preferred schedule of arrival and departure to and from work. The user equilibrium for the isolated morning and evening commutes are shown to be asymmetric because the schedule penalty in the morning is the difference between the departure and wished curves, and the schedule penalty in the evening is the difference between the arrival and wished curves. It is shown that the system optimum in the morning and evening peaks are symmetric because queueing delay is eliminated and the optimal arrival curves are the same as the departure curves. The paper then considers both the morning and evening peaks together for a single mode bottleneck (all cars) with identical travelers that share the same wished times. For a schedule penalty function of the morning departure and evening arrival times that is positive definite and has certain properties, a user equilibrium is shown to exist in which commuters travel in the same order in both peaks. The result is used to illustrate the user equilibrium for two cases: (ⅰ) commuters have decoupled schedule preferences in the morning and evening, and (ⅱ) commuters must work a fixed shift length but have flexibility when to start. Finally, a special case is considered with cars and transit: commuters have the same wished order in the morning and evening peaks. Commuters must use the same mode in both directions, and the complete user equilibrium solution reveals the number of commuters using cars and transit and the period in the middle of each rush when transit is used.
机译:本文将Vickrey(1969)的通勤问题扩展到希望通勤者共享有限道路通行能力的瓶颈。除了考虑两种模式的更通用的框架外,本文还重点讨论通勤者上下班回家时的高峰时间。通勤者选择使用哪种模式以及何时旅行,以最大程度地减少自己旅行的总体成本,包括排队延误和因偏离上班和下班的首选时间表而受到的罚款。隔离的早晚通勤的用户平衡显示为不对称的,因为早晨的调度惩罚是出发曲线和期望曲线之间的差异,而晚上的调度惩罚是到达曲线和期望曲线之间的差异。结果表明,由于消除了排队延迟,并且最优到达曲线与出发曲线相同,因此在早高峰和晚高峰的系统最优是对称的。然后,本文考虑了一个单一模式瓶颈(所有汽车)的早高峰和晚高峰,并且相同的旅行者共享相同的希望时间。对于正定时间并具有某些属性的早晨出发时间和傍晚到达时间的时间表惩罚函数,显示存在用户平衡,其中通勤者在两个高峰中以相同顺序行进。该结果用于说明两种情况下的用户平衡:(ⅰ)通勤者在早上和晚上将日程安排偏好解耦,并且(ⅱ)通勤者必须工作固定的班次长度,但起步时具有灵活性。最后,考虑了汽车和公交的特殊情况:通勤者在早高峰和晚高峰时有相同的期望顺序。通勤者必须在两个方向上使用相同的模式,并且完整的用户平衡解决方案揭示了使用汽车和公共交通的通勤者的数量,以及每次使用交通时的高峰时段。

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