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A modeling approach for matching ridesharing trips within macroscopic travel demand models

机译:在宏观出行需求模型中匹配乘车出行的建模方法

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State of the art travel demand models for urban areas typically distinguish four or five main modes: walking, cycling, public transport and car. The mode car can be further split into car-driver and car-passenger. As the importance of ridesharing may increase in the coming years, ridesharing should be addressed as an additional sub or main mode in travel demand modeling. This requires an algorithm for matching the trips of suppliers (typically car drivers) and demanders (travelers of non-car modes). The paper presents a matching algorithm, which can be integrated in existing travel demand models. The algorithm works likewise with integer demand, which is typical for agent-based microscopic models, and with non-integer demand occurring in travel demand matrices of a macroscopic model. The algorithm compares two path sets of suppliers and demanders. The representation of a path in the road network is reduced from a sequence of links to a sequence of zones. The zones act as a buffer along the path, where demanders can be picked up. The travel demand model of the Stuttgart Region serves as an application example. The study estimates that the entire travel demand of all motorized modes in the Stuttgart Region could be transported by 7% of the current car fleet with 65% of the current vehicle distance traveled,if all travelers were willing to either use ridesharing vehicles with 6 seats or traditional rail.
机译:最先进的城市出行需求模型通常区分四种或五种主要模式:步行,骑自行车,公共交通和汽车。模式汽车可以进一步分为汽车驾驶员和汽车乘客。由于出行共享的重要性在未来几年可能会增加,因此出行共享应该作为出行需求建模中的附加子模式或主要模式来解决。这需要一种用于匹配供应商(通常是汽车驾驶员)和需求者(非汽车模式的旅行者)的行程的算法。本文提出了一种匹配算法,可以将其集成到现有的出行需求模型中。该算法同样适用于整数需求(对于基于代理的微观模型而言是典型的),以及在宏观模型的旅行需求矩阵中出现的非整数需求。该算法比较了供应商和需求者的两个路径集。道路网络中路径的表示从一系列链接减少到一系列区域。这些区域沿路径充当缓冲区,可以在其中拾取需求者。斯图加特地区的出行需求模型作为一个应用示例。该研究估计,如果所有旅行者都愿意使用6个座位的乘车共享汽车,那么斯图加特地区所有机动模式的全部旅行需求都可以由当前车队的7%乘以当前行车距离的65%来满足。或传统铁路。

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