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Robust Tolling Schemes for High-Occupancy/Toll (HOT) Facilities Under Variable Demand

机译:变需求下高占用率/收费(HOT)设施的稳健收费方案

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High-Occupancy/Toll (HOT) lanes have become an increasingly prevalent form ofcongestion management pricing in the U.S. over the past few decades. The success of a HOTfacility is dependent on the pricing scheme implemented, which determines the utilization ofthe HOT lane, and the corresponding congestion relief on the parallel general-purpose (GP)lanes. An additional complexity in determining HOT tolls arises from the inevitablevariability in travel demand, which is inherent to transport networks. A successful tollingscheme, whether fixed or time-varying, must therefore be robust to changes in travel demand.In this paper we examine various tolling schemes for HOT facilities in efforts to identifyrobust pricing policies. The expected performance and corresponding variability of thefacility is evaluated under each pricing scheme for different demand profiles.The focus of this paper is on non-correlated demand uncertainties (i.e. the number ofarrivals during a given time interval is independent of the number of arrivals in the precedingand following time intervals), which we model by considering the number of arrivals in eachminute as independent random variable with known distribution and time-of-day dependentmean. The performance model for a given demand realization is deterministic.The results show that a fixed toll can achieve about two thirds of the benefit of an idealHOT system. The performance of a pre-scheduled toll system is between the fixed toll andthe ideal system: closer to the ideal when the coefficient of variation is below 40%, andcloser to the fixed toll otherwise. A relatively simple real-time system, with density-basedlinear adjustment to the pre-scheduled toll, has practically equivalent performance to the idealsystem.
机译:高占用/收费(HOT)车道已成为越来越普遍的 过去几十年中美国的拥堵管理定价。 HOT的成功 设施取决于实施的定价方案,该定价方案决定了 HOT通道,以及并行通用(GP)上的相应拥塞缓解 车道。确定HOT通行费的额外复杂性是不可避免的 运输网络固有的旅行需求可变性。成功的收费 因此,无论是固定的还是时变的,该方案必须对旅行需求的变化具有鲁棒性。 在本文中,我们研究了各种针对HOT设施的收费方案,以期确定 强大的定价政策。预期的性能和相应的可变性 根据每种定价方案针对不同需求情况评估设施。 本文的重点是不相关的需求不确定性(即 给定时间间隔内的到达次数与之前的到达次数无关 以及随后的时间间隔),我们会通过考虑每个时间段的到达次数来进行建模 分钟为独立随机变量,具有已知分布和时间依赖性 意思是。给定需求实现的性能模型是确定性的。 结果表明,固定通行费可以达到理想收入的三分之二。 HOT系统。预定收费系统的性能介于固定收费和 理想系统:当变异系数低于40%时,接近理想值;并且 否则接近固定收费。相对简单的实时系统,基于密度 线性调整预定的通行费,实际上具有与理想值相当的性能 系统。

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