Impact on The Existence of New Toll Road Section Due to Mode Choice Between Transportation Mode Using Modal Split Methods (Case Study: Tulungagung-Surabaya)

Muhammad Bahariansyah, Wahyu Herijanto, H. Widyastuti
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Abstract

The Java-trans highway is almost connected from west to the east of Java Island and now, there is a new section that will be built, those are Kertosono-Kediri section and Kediri-Tulungagung section. The Impact from these construction in the future will shorten the travel time. Tulungagung-Surabaya buses which use the highway only take 3-3,5 hours of travel time with route combinations between national and highway roads. This research aims to find the model of mode choice proportion between bus, non-toll bus, cars, and train due to Tulungagung-Surabaya’s highways in 2023. The travel attributes used in this research are travel time and travel cost between bus, non-toll bus, cars, and train. Then, the model could predict the mode choice proportion in the future, after the construction finished. The method for modelling is modal split which uses power function (α) and deterrence function (β). Mode choice model that is used is a modal split with power function (α) with NMAE values 0,5284 which is close to 0. The interpretation of NMAE value is the smaller the value the better the model, because the model would represent the existing condition in which the model could predict future condition
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模式分割方法下交通方式选择对新收费路段存在性的影响(以土伦加贡-泗水为例)
横跨爪哇岛的高速公路几乎从爪哇岛的西部连接到东部,现在,有一个新的路段即将建成,这些是Kertosono-Kediri路段和kedii - tulungagung路段。未来这些建设的影响将缩短旅行时间。使用高速公路的图龙加港-泗水巴士在国道和高速公路之间的路线组合中只需3-3,5小时的行驶时间。本研究旨在找出2023年图伦加贡-泗水高速公路下巴士、免费巴士、汽车、火车的模式选择比例模型。本研究使用的出行属性为公交、免费公交、私家车和火车之间的出行时间和出行成本。然后,该模型可以预测未来施工完成后的模式选择比例。建模方法采用幂函数(α)和威慑函数(β)进行模态拆分。所使用的模态选择模型是一个带幂函数(α)的模态分割模型,NMAE值为0,5284,接近于0。NMAE值的解释越小,模型越好,因为该模型代表了现有的条件,模型可以预测未来的条件
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