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Combined Longitudinal and Lateral Control of Autonomous Vehicles based on Reinforcement Learning

机译:基于钢筋学习的自主车辆纵向和横向控制

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In this paper, in order for the autonomous vehicle to keep a desired distance from the preceding vehicle and stay in the lane, a data-driven optimal control approach is proposed. Firstly, the dynamics of the autonomous vehicle is derived. In order to overcome the cutting-edge limitation, a virtual preceding vehicle is defined which is perpendicular to the preceding vehicle. The tracking error is defined as the deviation between the look ahead point of the autonomous vehicle and the virtual preceding vehicle. Then, the error system is derived. Secondly, based on the error system, in order to minimize the cost determined by the tracking error and the energy consumption, the Hamilton-Jacobi-Bellman (HJB) equation is established. A model-based policy iteration technique is proposed to solve the HJB equation. Thirdly, a two-phase data-driven policy iteration algorithm is proposed and implemented by using adaptive dynamic programming (ADP). The efficacy of the proposed data-driven optimal control approach is validated by computer simulations.
机译:在本文中,为了使自动车辆保持与前车辆的所需距离并保持在车道中,提出了一种数据驱动的最佳控制方法。首先,衍生自主车辆的动态。为了克服尖端限制,限定了虚拟前的车辆,其垂直于前驱车。跟踪误差被定义为自主车辆的外观和虚拟前车的外观之间的偏差。然后,派生错误系统。其次,基于误差系统,为了最小化通过跟踪误差和能量消耗决定的成本,建立了Hamilton-Jacobi-Bellman(HJB)方程。提出了一种基于模型的策略迭代技术来解决HJB方程。第三,通过使用自适应动态编程(ADP)提出和实现了两相数据驱动的策略迭代算法。所提出的数据驱动最优控制方法的功效通过计算机模拟验证。

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