利用有限数据集分析公共交通巴士旅行时间变异性:案例研究

A. Prakash, R. Sumathi, Honnudike Satyanarayana Sudhira
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引用次数: 0

摘要

公共交通服务是一种可持续和环保的通勤选择,推广使用公共交通服务是当务之急。了解旅行时间的可变性有助于服务运营商提高公共交通的可靠性和乘客数量。深入了解出行时间的可变性是一项数据密集型任务,现有研究大多利用多个交通相关数据集。然而,大多数城市都缺乏收集多种数据集的基础设施,因此在本研究中,我们使用了公共交通巴士的位置数据进行分析。研究在印度图马库鲁市进行,包括两个空间层面,即路线和路段,以及时间层面,如星期几和出发时间窗口。采用 Wilcoxon 符号秩检验来识别相似的空间-时间集合,有几个集合显示出相似性。与现有文献一致,通过 Kolmogorov-Smirnov 检验选择了六种统计分布来拟合数据。结果表明,Logistic 分布是所有时空聚合级别的最佳拟合分布,而对数正态分布和 GEV 分布则为少数聚合级别提供了更好的拟合。建议运营规划人员和研究人员使用 Logistic 分布进行可靠性分析和旅行时间预测。
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Public Transit Bus Travel Time Variability Analysis Using Limited Datasets: A Case Study
Public transit service is a sustainable and eco-friendly alternative for commuting, and promoting its usage is the need of the day. An understanding of the variability of travel time can aid service operators to improve the reliability and ridership of public transport. Gaining insights into the variability of travel time is a data-intensive task, and most of the existing studies utilize multiple traffic-related datasets. However, most cities lack the infrastructure to collect multiple data sets, hence in the current study, the location data of public transit buses were used for the analysis. The study was conducted in Tumakuru city, India at two spatial levels, namely route and segment, and further at temporal levels such as the day-of-the-week and departure time window. Wilcoxon signed-rank test was applied to identify similar spatial-temporal aggregations, and a few aggregations demonstrated similarity. Consistent with the existing literature, six statistical distributions were selected to fit the data through the Kolmogorov-Smirnov test. The results emphasized that the Logistic distribution is the best fit at all spatial-temporal aggregation levels, and the lognormal and GEV distributions offered better fit for a few aggregation levels. Logistic distribution is recommended for operations planners and researchers to conduct reliability analysis and travel time forecasting in the future.
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