一种柔性分层最优避碰控制方法

T. Gordon, Yangyan Gao
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引用次数: 5

摘要

道路车辆上的现代主动安全系统能够进行复杂的运动控制,例如用于紧急制动、防撞等,以协助或潜在地超越驾驶员进行速度和/或路径修正。多个执行器的可用性,特别是单独的车轮制动,主动前轮转向,使车辆能够灵活响应,甚至与最熟练的人类驾驶员相比。对于避碰,典型的控制方法是:(a)定义一个避免碰撞的参考几何路径;(b)应用低位控制进行路径跟踪。然而,这种方法有许多局限性,本文对此进行了讨论。首先,通常不知道参考路径是否可行或过于保守。其次,控制方案不适合避开移动的物体,例如另一辆车。此外,任何不正确的参考路径选择都可能降低性能,对摩擦变化的快速适应不容易实现,相关的底层控制分配可能需要大量的计算。在本文中,我们使用粒子模型进行初始路径规划和引导,并结合简化的最优控制器,用于控制集成和低级驱动。粒子轨迹仅作为控制积分的起点;轨迹并不需要被遵循。相反,运动在远离可能碰撞的首选方向上最大化,因此粒子轨迹用于优先级排序,而不是严格的指导。本文的目的是证明一种基于线性哈密顿函数的简单控制算法的一般可行性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A flexible hierarchical control method for optimal collision avoidance
Modern active safety systems on road vehicles are capable of sophisticated motion control, e.g. for emergency braking, collision avoidance etc. - assisting or potentially overriding the driver to make speed and/or path corrections. The availability of multiple actuators - especially individual wheel braking, active front steering - enables an agile response from the vehicle, even compared to that of the most skilled human driver. For collision avoidance, a typical control approach is to: (a) define a reference geometric path that avoids collision; (b) apply low level control to perform path following. However there are a number of limitations in this approach, addressed in the current paper. First, it is typically unknown whether the reference path is feasible or over-conservative. Secondly, the control scheme is not well suited to avoiding a moving object, e.g. another vehicle. Further, any incorrect choice of reference path may degrade performance, fast adaptation to friction change is not easy to implement and the associated low-level control allocation may be computationally intensive. In this paper we make use of a particle model for initial path planning and guidance, coupled with a simplified optimal controller, used for control integration and low-level actuation. The particle trajectory is only used as a starting point for control integration; the trajectory is not required to be followed. Instead, motion is maximized in a preferred direction away from possible collision, so the particle trajectory is used for prioritization rather than strict guidance. The aim of the present paper is to show the general feasibility of a simple control algorithm based on a linear Hamiltonian function.
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