排
细胞传递模型
排队论
吞吐量
计算机科学
微观交通流模型
李雅普诺夫函数
流量(计算机网络)
理论(学习稳定性)
过程(计算)
分布式计算
模拟
工程类
控制(管理)
计算机网络
交通拥挤
交通生成模型
运输工程
人工智能
物理
非线性系统
机器学习
操作系统
无线
电信
量子力学
作者
Li Jin,Mladen Čičić,Karl Henrik Johansson,Saurabh Amin
标识
DOI:10.1109/tac.2020.3034871
摘要
Platooning of connected and autonomous vehicles (CAVs) has a significant potential for throughput improvement. However, the interaction between CAVs and non-CAVs may limit the practically attainable improvement due to platooning. To better understand and address this limitation, we introduce a new fluid model of mixed-autonomy traffic flow and use this model to analyze and design platoon coordination strategies. We propose a tandem-link fluid model that considers randomly arriving platoons sharing highway capacity with non-CAVs. We derive verifiable conditions for stability of the fluid model by analyzing an underlying M/D/1 queuing process and establishing a Foster–Lyapunov drift condition for the fluid model. These stability conditions enable a quantitative analysis of highway throughput under various scenarios. The model is useful for designing platoon coordination strategies that maximize throughput and minimize delay. Such coordination strategies are provably optimal in the fluid model and are practically relevant. We also validate our results using standard macroscopic (cell transmission model) and microscopic (simulation for urban mobility) simulation models.
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