The rise in urbanization throughout the United States (US) in recent years has required urban planners and transportation engineers to have greater consideration for the transportation services available to residents of a metropolitan region. This compels transportation authorities to provide better and more reliable modes of public transit through improved technologies and increased service quality. These improvements can be achieved by identifying and understanding the factors that influence urban public transit demand. Common factors that can influence urban public transit demand can be internal and/or external factors. Internal factors include policy measures such as transit fares, service headways, and travel times. External factors can include geographic, socioeconomic, and highway facility characteristics. There is inherent simultaneity between transit supply and demand, thus a two-stage least squares (2SLS) regression modeling procedure should be conducted to forecast urban transit supply and demand. As such, two multiple linear regression models should be developed: one to predict transit supply and a second to predict transit demand. It was found that service area density, total average cost per trip, and the average number of vehicles operated in maximum service can be used to forecast transit supply, expressed as vehicle revenue hours. Furthermore, estimated vehicle revenue hours and total average fares per trip can be used to forecast transit demand, expressed as unlinked passenger trips. Additional data such as socioeconomic information of the surrounding areas for each transit agency and travel time information of the various transit systems would be useful to improve upon the models developed.
翻译:近年来,美国各地城市化的上升要求城市规划人员和运输工程师更多地考虑向大都市地区居民提供运输服务,这迫使运输当局通过改进技术和提高服务质量,提供更好和更可靠的公共交通模式,通过查明和了解影响城市公共过境需求的因素,实现这些改进;影响城市公共过境需求的共同因素可以是内部和(或)外部因素;内部因素包括过境票价、服务进度和旅行时间等政策措施;外部因素可包括地理、社会经济和公路设施特点;过境供求之间存在固有的同时性,因此,应进行两阶段最低回归广场(2SLSS)的回归模型程序,以预测城市过境供求情况;因此,应制定两个多线性回归模型:一个是预测过境供应,第二个是预测过境需求,第二个是预测内部和(或)外部因素;发现服务区密度、每次旅行平均费用总额和在最大服务范围内运营的车辆平均数量可以用来预测过境供应情况,以车辆收入小时表示;此外,每期车辆收入估计时数和每次平均距离最低的回归方位(2SLSS)回归模型应用来预测城市过境供需;在每次旅行时,可使用最新数据。