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AN APPLICATION-ORIENTED MODEL OF PASSENGER WAITING TIME BASED ON BUS DEPARTURE TIME INTERVALS

机译:基于公交出发时间间隔的乘客等待时间应用模型

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Developing a reliable and practical method to estimate passenger waiting time becomes a keyissue in the evaluation of service quality for public transit systems. However, existing methodslack of applicability in practices due to the need of the costly data collection. This paperdevelops an application-oriented model to estimate the waiting time as a function of busdeparture time intervals. First, distributions of passenger arrival rates for two types of bus stopsare analyzed based on field data collected in Beijing. Bus stops are classified into Type A and B,depending on whether they are connected with urban rail transit systems. The results show thatthe lognormal distribution has the best fit for Type A bus stop, and gamma distribution providesthe best fit for Type B bus stop. Second, considering the convenience to extract the data of busdeparture times from existing intelligent transit systems, the relationship between passengerarrival rates and bus departure time intervals is analyzed. It is demonstrated that parameters ofthe passenger arrival rate distribution for both two types of stops can be expressed by theaverage and CV (Coefficient of Variation) of bus departure time intervals in functionalrelationships. Then, an application-oriented waiting time model is proposed. Finally, a modelvalidation is conducted, resulting in the NMSE (Normalized Mean Square Error) of 0.0854 and0.0126 for Type A and B stops, respectively. Thus, the proposed model is shown to provide areliable estimation of the average passenger waiting time based on only readily available busdeparture time intervals.
机译:开发一种可靠实用的方法来估计乘客的等候时间成为关键 公共交通系统服务质量评估中的问题。但是,现有方法 由于需要昂贵的数据收集,因此在实践中缺乏适用性。这篇报告 开发面向应用程序的模型,以估计等待时间与公交车的关系 出发时间间隔。首先,两种公交车站的旅客到达率分布 根据在北京收集的现场数据进行分析。巴士站分为A类和B类, 取决于它们是否与城市轨道交通系统连接。结果表明 对数正态分布最适合A型公交车站,伽玛分布可提供 最适合B型巴士站。二,考虑方便提取总线数据 现有智能交通系统的出发时间,旅客之间的关系 分析到达率和公共汽车发车时间间隔。证明了参数 两种类型的站点的旅客到达率分布都可以表示为 公交出发时间间隔的平均值和CV(变异系数) 关系。然后,提出了一种面向应用的等待时间模型。最后,一个模型 进行验证,得出NMSE(归一化均方误差)为0.0854, A型和B型挡块分别为0.0126。因此,建议的模型显示出可以提供 仅根据随时可用的公交车可靠地估计平均乘客等待时间 出发时间间隔。

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