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Factors associated with disability paratransit's travel time reliability

机译:与残障人士过境乘客的旅行时间可靠性相关的因素

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This paper identifies some of the characteristics of trips and pick-up and drop-off locations that are associated with paratransit's travel time reliability. Following convention, reliability has been defined as the inverse of variability. Four measures of travel time variability have been used to examine reliability: Standard Deviation, Percent Variation, Misery Index, and Buffer Index. Regression models have been used to estimate these four variables with trip data from Access Link, the paratransit service provided by NJ TRANSIT pursuant to the Americans with Disabilities Act (ADA). A number of characteristics of the pick-up and drop-off locations as well as selected characteristics of the trips were used as independent variables of the models. The statistical significance of the independent variables varied depending on which measure of reliability was estimated, but a few variables were consistently associated with reliability in all four models. These variables were trip distance, booking type, winter season, density of motor vehicle crashes in pick-up and drop-off locations, and whether pick-ups occurred in suburban bus corridors or urban core areas. Because of the significance of the variables on motor vehicle crash density in pick-up and drop-off locations, an additional regression model was used to examine the effect of crash incidents on trip duration by considering drop-offs that occurred in locations immediately after a crash. The model showed that trips take 4 to 5% longer when crashes occur in locations prior to a drop off. Planning implications of the findings are discussed. (C) 2015 Elsevier B.V. All rights reserved.
机译:本文确定了与副公交的旅行时间可靠性相关的旅行,上落地点的某些特征。按照惯例,可靠性已定义为可变性的倒数。已使用四种旅行时间变异性量度来检验可靠性:标准偏差,变异百分比,痛苦指数和缓冲指数。 NJ TRANSIT根据美国残疾人法案(ADA)提供的辅助运输服务Access Link的出行数据已使用回归模型来估算这四个变量。模型的自变量使用了上落地点的许多特征以及行程的选定特征。自变量的统计显着性根据估计的可靠性度量而有所不同,但是在所有四个模型中,一些变量始终与可靠性相关。这些变量包括出行距离,预订类型,冬季,上落地点的机动车碰撞密度以及是否在郊区公交走廊或城市核心地区发生上车。由于变量对上车和下车地点的汽车碰撞密度的重要性,因此使用了另外的回归模型,通过考虑事故发生后立即在地点发生的下车事故,研究了撞车事故对出行时间的影响。崩溃。该模型显示,如果在飞机起飞前的地点发生了撞车,则出行时间将增加4%到5%。讨论了发现的计划意义。 (C)2015 Elsevier B.V.保留所有权利。

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