4.7 Article

Analysis and Design of Vehicle Platooning Operations on Mixed-Traffic Highways

Journal

IEEE TRANSACTIONS ON AUTOMATIC CONTROL
Volume 66, Issue 10, Pages 4715-4730

Publisher

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TAC.2020.3034871

Keywords

Road transportation; Throughput; Analytical models; Computational modeling; Stability analysis; Mathematical model; Queueing analysis; Fluid model; piecewise-deterministic Markov processes; traffic control; vehicle platooning

Funding

  1. NYU Tandon School of Engineering
  2. C2SMART University Transportation Center
  3. US National Science Foundation CAREER Award [CNS-1453126]
  4. US Air Force Office of Scientific Research
  5. EU's Horizon 2020 Marie Sklodowska-Curie [674875]
  6. FFI VINNOVA [2014-06200]
  7. Swedish Research Council
  8. Swedish Foundation for Strategic Research
  9. Knut and Alice Wallenberg Foundation

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Platooning of connected and autonomous vehicles has the potential to improve throughput, but interaction with non-CAVs may limit this improvement. This study introduces a new fluid model for mixed-autonomy traffic flow and proposes a tandem-link model for analyzing and designing platoon coordination strategies to maximize throughput and minimize delay. The stability conditions of the fluid model enable quantitative analysis of highway capacity under various scenarios, and the proposed coordination strategies are proven to be optimal and practically relevant in the fluid model.
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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