4.5 Article

Model-free speed management for a heterogeneous platoon of connected ground vehicles

期刊

出版社

TAYLOR & FRANCIS INC
DOI: 10.1080/15472450.2020.1797506

关键词

connected vehicles; fuel economy; Model-free optimization; platoon

资金

  1. Automotive Research Center (ARC)
  2. U.S. Army Combat Capabilities Development Command (CCDC) Ground Vehicle System Center (GVSC) Warren, MI [W56HZV-14-2-0001]
  3. National Science Foundation [1646019]

向作者/读者索取更多资源

Motivated by military applications, this study focuses on connected platoons of ground vehicles with different sizes and presents a model-free approach to optimize the platoon's speed in order to balance fuel economy and mobility. The results demonstrate that the proposed method can achieve this balance in a model-free manner despite gear shift deadzones.
Motivated by military applications, this work considers connected platoons of ground vehicles of potentially different sizes and presents a model-free approach for optimizing the speed of the platoon to adjust the tradeoff between fuel economy and mobility as measured by travel speed. The motivation to seek a model-free solution is twofold: (1) vehicle models that are typically assumed to be available in model-based methods are not available on-board for military vehicles; (2) a model-free solution can offer robustness to modeling errors. Therefore, in this paper, the problem of optimizing the tradeoff between fuel economy and mobility of a mixed platoon is formulated as an optimization problem and solved using the model-free Nelder-Mead approach. To explore the performance characteristics of this approach, a case study is performed with two different size vehicles that are representative of military trucks, both in simulation and in a novel networked engine-in-the-loop setup. The results show that the proposed approach can achieve the desired balance between fuel economy and mobility in a model-free manner despite the nonlinearity caused by gear shift deadzones, albeit at the expense of relatively slow convergence time. In addition, a design guideline for the parameters in the Nelder-Mead approach is also discussed.

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