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Modeling the effects of rainfall intensity on the heteroscedastic traffic speed dispersion on urban roads

机译:模拟降雨强度对城市道路异方差行车速度色散的影响

摘要

The heteroscedasticity refers to a collection of random variables with a subpopulation that have different dispersions from others. The variable dispersion could be quantified by measures of statistical dispersion such as standard deviation or coefficient of standard deviation. This study aims to model the effects of rainfall intensity on the heteroscedastic traffic speed dispersion on urban roads. The traffic and rainfall intensity data were collected by a selected video traffic detector and its nearest rainfall station in Hong Kong, respectively. The coefficient of variation of speed (CVS) was employed to measure the vehicular traffic speed dispersion. The analysis shows that the empirical values of CVS typically range from 0.05 to 0.2 at different traffic densities and rainfall intensities, and the exponential function provides a good fit to traffic speed data under both dry and rain conditions. A generalized function of CVS with the effects of rainfall intensity is proposed, calibrated, and validated with different sets of empirical data. The calibration and validation results show that the proposed generalized function of CVS fits well with the empirical data. The empirical findings and the generalized function of CVS proposed in this study may benefit for assessing and modeling the level-of-service performance of urban roads in Pacific Rim cities similar to Hong Kong with relatively high annual rainfall intensity.
机译:异方差性是指随机变量的集合,这些随机变量的子种群具有与其他人不同的分散度。可以通过诸如标准偏差或标准偏差系数之类的统计偏差的度量来量化可变偏差。本研究旨在模拟降雨强度对城市道路异方差速度分布的影响。交通和降雨强度数据分别由选定的视频交通检测器及其在香港最近的降雨站收集。速度变化系数(CVS)用于测量车辆交通速度的离散度。分析表明,在不同的交通密度和降雨强度下,CVS的经验值通常在0.05到0.2的范围内,并且指数函数非常适合干旱和雨天条件下的交通速度数据。提出,校准和验证了具有降雨强度影响的CVS的广义函数,并使用了不同的经验数据集。校准和验证结果表明,所提出的CVS广义函数与经验数据非常吻合。这项研究中提出的CVS的经验发现和广义功能可能有助于评估和建模与年降雨强度相对较高的香港类似的环太平洋城市道路的服务水平性能。

著录项

  • 作者

    Li J; Lam WHK; Li XG;

  • 作者单位
  • 年度 2016
  • 总页数
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类

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