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Analysis of an interchange with the restricted entry waiting time in a personal rapid transit system

机译:在个人快速运输系统中具有限制进入等待时间的换乘分析

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A model for a personal rapid transit system is proposed, using an embedded Markov chain to manage traffic behavior at a grade-separated interchange. The interchange is composed of a main line and a sub line. There are two kinds of vehicles in both the main line and the sub line; branching vehicles and transit vehicles. A vehicle on the main line has priority. Thus, a queue forms on only the sub line. The waiting times of the sub line vehicles are restricted to a fixed value called the restricted entry waiting time. If the waiting time exceeds this value, a vehicle will be detoured. We analyze the embedded Markov chain model using the generating function technique. The relationship between restricted entry waiting time and traffic behavior is examined; the obtained results show how to choose the optimum value of the restricted entry waiting time.
机译:提出了一种用于个人快速公交系统的模型,该模型使用嵌入式马尔可夫链来管理坡度分离的立交处的交通行为。交汇处由干线和子线组成。主线和子线都有两种车辆。分支车辆和过境车辆。主线上的车辆优先。因此,仅在子行上形成队列。子线车辆的等待时间被限制为称为限制进入等待时间的固定值。如果等待时间超过该值,车辆将绕道行驶。我们使用生成函数技术分析了嵌入式马尔可夫链模型。检查限制进入等待时间与交通行为之间的关系;获得的结果表明如何选择限制进入等待时间的最佳值。

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