Stability Regions of Vehicle Lateral Dynamics: Estimation and Analysis

IF 1.3 4区 计算机科学 Q3 AUTOMATION & CONTROL SYSTEMS
Yiwen Huang, Wei Liang, Yan Chen
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引用次数: 9

Abstract

A new method is proposed to estimate and analyze the vehicle lateral stability region, which provides a direct and intuitive demonstration for the safety and stability control of ground vehicles. Based on a four-wheel vehicle model and a nonlinear two-dimensional (2D) analytical LuGre tire model, a local linearization method is applied to estimate the vehicle lateral stability regions by analyzing the vehicle stability at each operation point on a phase plane, which includes but not limited to the equilibrium points. As the collections of all the locally stable operation points, the estimated stability regions are conservative because both vehicle and tire stability are simultaneously considered, which are especially important for characterizing the stability features of highly/fully automated ground vehicles (AGV). The obtained lateral stability regions can be well explained by the vehicle characteristics of oversteering and understeering in the context of vehicle handling stability. The impacts of vehicle lateral load transfer, longitudinal velocity, tire-road friction coefficient, and steering angle on the estimated stability regions are presented and discussed. To validate the correctness of the estimated stability regions, a case study by matlab/simulink and CarSim® co-simulation is presented and discussed.
车辆横向动力学的稳定区域:估计与分析
提出了一种估算和分析车辆横向稳定区域的新方法,为地面车辆的安全稳定控制提供了直接、直观的论证。基于四轮车辆模型和非线性二维解析LuGre轮胎模型,通过分析包括但不限于平衡点在内的相位平面上各工作点的车辆稳定性,采用局部线性化方法估计了车辆的横向稳定区域。作为所有局部稳定工作点的集合,由于同时考虑车辆和轮胎的稳定性,估计的稳定区域是保守的,这对于表征高度/全自动化地面车辆(AGV)的稳定性特征尤为重要。在车辆操纵稳定性的背景下,车辆的过转向和欠转向特性可以很好地解释得到的横向稳定区域。给出并讨论了车辆横向载荷传递、纵向速度、胎路摩擦系数和转向角对估计稳定区域的影响。为了验证估计的稳定区域的正确性,提出并讨论了matlab/simulink和CarSim®联合仿真的案例研究。
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来源期刊
CiteScore
3.90
自引率
11.80%
发文量
79
审稿时长
24.0 months
期刊介绍: The Journal of Dynamic Systems, Measurement, and Control publishes theoretical and applied original papers in the traditional areas implied by its name, as well as papers in interdisciplinary areas. Theoretical papers should present new theoretical developments and knowledge for controls of dynamical systems together with clear engineering motivation for the new theory. New theory or results that are only of mathematical interest without a clear engineering motivation or have a cursory relevance only are discouraged. "Application" is understood to include modeling, simulation of realistic systems, and corroboration of theory with emphasis on demonstrated practicality.
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