Facundo Storani;Roberta Di Pace;Shi-Teng Zheng;Rui Jiang;Stefano de Luca
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The research has two primary aims: 1) Investigate the calibration of the CA model with respect to various cell lengths using two distinct approaches: simulating all vehicles together in a closed ring layout and simulating each vehicle using data obtained from its respective follower; 2) Utilize vehicle trajectory data for the calibration procedure, enabling a comprehensive comparison of methods. Two detailed approaches were considered: 1. Measured Leader – Simulated Follower interaction approach. 2. Simulated Leader – Simulated Follower interaction approach. 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引用次数: 0
摘要
未来的交通环境可能会出现人类驾驶车辆与互联和自动驾驶车辆(CAVs)并存的情况。为了评估 CAV 的影响,尤其是在大规模应用中的影响,可以使用中间混合多尺度模型。通过在实施交通控制策略的区域采用分解模型,在受控制基础设施间接影响的其他区域采用宏观模型,这些模型很容易适应交通控制策略。本文的重点是之前在文献中建立的模型--H-CA&CTM(混合蜂窝自动机-CA-蜂窝传输模型-CTM),重点是可在混合交通流模型中实施的微观模型。研究有两个主要目的1) 使用两种不同的方法研究 CA 模型在不同单元长度下的校准问题:在封闭的环形布局中模拟所有车辆,以及使用从各自跟随者处获得的数据模拟每辆车;2) 在校准过程中使用车辆轨迹数据,以便对各种方法进行综合比较。考虑了两种详细的方法:1. 测量的领跑者-模拟的跟随者互动方法。2.模拟领先者--模拟跟随者交互方法。本文的主要发现是,使用模拟领跑者方法获得的校准参数在不同的单元长度上显示出更大的规律性。
Parameters Estimation of a Microscopic Traffic Flow Sub-Model Within a Multiscale Approach Using Experimental Data
Future traffic contexts will likely involve the coexistence of human-driven vehicles and connected and automated vehicles (CAVs). To assess the impact of CAVs, especially in large-scale applications, intermediate hybrid multi-scale models can be used. These models are easily adaptable to traffic control strategies by employing disaggregated modeling in regions where such strategies are implemented and macroscopic modeling in other regions indirectly affected by the controlled infrastructure. This paper focuses on a model previously established in the literature, the H - CA&CTM (Hybrid Cellular Automata -CA- Cell Transmission Model-CTM), with an emphasis on the micro model that can be implemented in the hybrid traffic flow model. The research has two primary aims: 1) Investigate the calibration of the CA model with respect to various cell lengths using two distinct approaches: simulating all vehicles together in a closed ring layout and simulating each vehicle using data obtained from its respective follower; 2) Utilize vehicle trajectory data for the calibration procedure, enabling a comprehensive comparison of methods. Two detailed approaches were considered: 1. Measured Leader – Simulated Follower interaction approach. 2. Simulated Leader – Simulated Follower interaction approach. The major finding of the paper is that the calibrated parameters obtained using the Simulated Leader approach display greater regularity across different cell lengths.