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MODELLING TOLL PLAZAS USING QUEUE THEORY

机译:使用排队论建模收费广场

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This study aims to increase the operational knowledge of the toll plazas to maximize theirperformance, using the queuing theory. First, we describe the theory of queues and itsappropriateness to the collection booths. We defined the concept of level of service for tollplazas with their performance standards for waiting time in queue and average queuelength. It is shown a number of assumptions (input variables, criteria for the traffic division,and information output) and develops a model called Car Motion. It is verified theconsistency of queuing theory to simulate the toll plaza, through calibration of the model,with error in the order of 11%. Analyses are made in five types of operational scenarios. Itis proven the exponential relationship between the volume of traffic and waiting time inqueue. The performance of exclusively manual booth is similar to mixed booth (manualand electronic). There is a linear relationship between increasing percentage of heavyvehicles and toll capacity reduction. The increasing of the percentage of electronicpayments to 41% can reduce 33% the number of booths manuals, representing large costsavings. Finally, the use of 50% of prepaid ticket payments achieves a 38% gain incapacity.
机译:这项研究旨在增加收费广场的运营知识,以最大程度地提高收费广场的运营效率。 性能,使用排队论。首先,我们描述队列理论及其 适用于收集室。我们定义了收费服务水平的概念 广场的性能标准,用于排队和平均排队的等待时间 长度。其中显示了许多假设(输入变量,路况划分标准, 和信息输出),并开发了一个名为Car Motion的模型。经验证 通过对模型进行校准,以排队论的一致性来模拟收费广场, 误差在11%左右。在五种类型的操作场景中进行分析。它 事实证明,交通量与等待时间之间呈指数关系 队列。专用摊位的表现类似于混合摊位(手动 和电子)。增加的重量百分比之间存在线性关系 车辆和通行能力的减少。电子百分比的增加 支付41%的费用可以减少33%的展位手册数量,这意味着成本很高 储蓄。最后,使用预付机票付款的50%,可实现38%的收益增长 容量。

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