A safety-guaranteed game-theoretical velocity planning for autonomous vehicles on sharp curve roads

Qitong Chen, Zhao Dong, Cong-zhi Liu, Liang Li
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Abstract

In this paper, a safety-guaranteed game-theoretical velocity planning framework in a hierarchical manner is proposed to generate safe, ride comfort, and travel efficiency-balanced velocity for autonomous vehicles (AVs). In the upper layer, a bang-bang decision-making method is utilized to determine which planning mode to be implemented based on acceleration and jerk constraints, including a comfort mode, an efficiency mode, and a game mode. In the lower layer, asymmetric jerk limits based on comfort characteristics sensibility analysis and safe velocity simultaneously considering longitudinal and lateral stability are firstly developed to maintain ride comfort and driving safety, respectively on curve roads, especially sharp curves where vehicle stability may be not fully considered in most researches. Based on these, a non-cooperative game-theoretical velocity planning method is presented to solve the conflict between comfort mode and efficiency mode by optimizing his own objective based on the other’s action. Finally, for the sake of solving efficiency and accuracy, a chaos optimization-based algorithm (COA) is designed to solve for the Stackelberg equilibrium solution of the bilevel game optimization problem. Three experimental tests are carried out to comprehensively demonstrate the effectiveness, robustness, and real time of the proposed framework. The results show that the proposed method can provide the great performance of ride comfort, travel efficiency, and longitudinal-lateral stability in real time in the velocity planning process.
自动驾驶汽车在急弯道路上的安全保证博弈论速度规划
本文提出了一种分层方式的安全保证博弈理论速度规划框架,用于为自动驾驶汽车(AV)生成安全、乘坐舒适和行驶效率平衡的速度。在上层,利用 "砰砰 "决策法根据加速度和颠簸约束条件确定要实施的规划模式,包括舒适模式、效率模式和博弈模式。在下层,首先开发了基于舒适性特征感性分析的非对称颠簸限制,以及同时考虑纵向和横向稳定性的安全速度,以在曲线道路上分别保持乘坐舒适性和驾驶安全性,尤其是在大多数研究可能未充分考虑车辆稳定性的急弯路段。在此基础上,提出了一种非合作博弈理论速度规划方法,通过根据对方的行动优化自己的目标来解决舒适模式和效率模式之间的冲突。最后,为了提高求解效率和准确性,设计了一种基于混沌优化的算法(COA)来求解双层博弈优化问题的 Stackelberg 平衡解。为了全面证明所提框架的有效性、鲁棒性和实时性,我们进行了三次实验测试。结果表明,所提出的方法能在速度规划过程中实时提供乘坐舒适性、行驶效率和纵向-横向稳定性等方面的优异性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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