提出动态调整引导距离与校正点的新策略,提升自动驾驶车辆路径跟随精度。
A Corrector-aided Look-ahead Distance-based Guidance for Online Reference Path Following with an Efficient Mid-course Guidance Strategy
- 分两阶段:远距离时优化引导距离,近距离引入校正点
- 仿真显示交叉误差均方根降低,横向加速度更平稳
- 适合复杂路径跟踪,尤其适用于初始偏差大的场景
高效路径跟随对自主车辆(UxV)应用至关重要。现有基于固定前视距离(L₁)的非线性引导方法虽易于实现且能保持低横移误差和有界横向加速度,但在车辆远离参考路径或路径曲率变化剧烈时表现不佳。为此,本文提出一种两阶段引导策略:初期采用优化的L₁选择策略,使车辆快速靠近参考路径起点,同时最小化横向加速度;当车辆进入路径邻域后,引入新的“校正点”概念,结合固定L₁方案生成引导指令,显著降低横移误差均方根及横向加速度需求。仿真验证了该策略在多种初始条件下均优于传统恒定L₁方法,且中段引导策略具备良好实用性。
原文摘要 · Abstract (English)
Efficient path-following is crucial in most of the applications of autonomous vehicles (UxV). Among various guidance strategies presented in literature, the look-ahead distance ($L_1$)-based nonlinear guidance has received significant attention due to its ease in implementation and ability to maintain a low cross-track error while following simpler reference paths and generating bounded lateral acceleration commands. However, the constant value of $L_1$ becomes problematic when the UxV is far away from the reference path and also produces higher cross-track error while following complex reference paths having high variation in radius of curvature. To address these challenges, the notion of look-ahead distance is leveraged in a novel way to develop a two-phase guidance strategy. Initially, when the UxV is far from the reference path, an optimized $L_1$ selection strategy is developed to guide the UxV towards the vicinity of the start point of the reference path, while maintaining minimal lateral acceleration command. Once the vehicle reaches a close neighborhood of the reference path, a novel notion of corrector point is incorporated in the constant $L_1$-based guidance scheme to generate the guidance command that effectively reduces the root mean square of the cross-track error and lateral acceleration requirement thereafter. Simulation results validate satisfactory performance of this proposed corrector point and look-ahead point pair-based guidance strategy, along with the developed mid-course guidance scheme. Also, its superiority over the conventional constant $L_1$ guidance scheme is established by simulation studies over different initial condition scenarios.
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