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A System Entropy Model for Optimizing the Number of Tollbooths at Highway Toll Plazas

机译:优化公路收费站收费站数量的系统熵模型

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摘要

This paper presents a system entropy model for optimizing the number of tollbooths at highway toll plazas. Highways usually experience severe traffic congestion/jams at toll plazas since vehicles need to stop and wait for toll collection. It is noted that the number of tollbooths directly influences the traffic congestion. In order to obtain the optimal number of tollbooths, the concept of system entropy is applied to capture the degree of order in a system at macro level. The system entropy is aimed to comprehensively consider various factors related to traffic congestion at toll plaza. A mathematical programming model is formulated to decide the optimal number of tollbooths by minimizing the system entropy. The proposed model has a strong flexibility, which can be used at all kinds of toll plazas. A numerical example is provided to show the practical application of this model.
机译:本文提出了一种用于优化高速公路收费站收费站数量的系统熵模型。高速公路通常会在收费站遭遇严重的交通拥堵/拥堵,因为车辆需要停车并等待收费。需要注意的是,收费站的数量直接影响交通拥堵。为了获得最佳的收费站数量,应用系统熵的概念来在宏观级别捕获系统中的有序度。系统熵旨在综合考虑与收费站交通拥堵相关的各种因素。制定了数学编程模型,以通过最小化系统熵来确定收费站的最佳数量。所提出的模型具有很强的灵活性,可以在各种收费广场使用。数值例子说明了该模型的实际应用。

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