Research on the Potential of Front Wheel Steering Control for Vehicle Dynamics Control

Sheng Zheng, Yiming Cheng, Liangyao Yu
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Abstract

The development of active steering control technology not only provides key actuators for intelligent vehicle motion control, but also expands vehicle stability and safety. This paper studies the potential control ability of the front-wheel steering control to the vehicle plane dynamics, and the controllable area boundary is designed on the phase plane of side slip angle and yaw rate. Previous studies have defined a dynamics stable area on the vehicle states phase plane, in which the vehicle state can autonomously return to a stable equilibrium point. The area outside the stable area are divided into the controllable area and the uncontrollable area in this paper. In the controllable area, the front-wheel steering control has the ability to pull the vehicle states back towards the stable area. Considering actuator constraints and model errors, based on the principle of safety design, a band-shaped critical area is designed to separate the controllable area from the uncontrollable area, and the linear mathematical model of the controllable area boundary is designed. In order to verify the rationality of the controllable area definition, nonlinear model predictive controller is designed to control the vehicle outside the dynamics stable area. The controller uses the high-fidelity nonlinear vehicle model and the magic formula tire model as the state equation constraints, and the practical steering actuator constraints are used as the control input constraints, and the nonlinear numerical optimization solver is used to solve the optimal steering input sequence. The phase plane analysis of the controlled vehicle verifies the rationality of the controllable area defined in this paper.
前轮转向控制在汽车动力学控制中的潜力研究
主动转向控制技术的发展不仅为智能汽车运动控制提供了关键的执行机构,而且扩大了汽车的稳定性和安全性。研究了前轮转向控制对车辆平面动力学的潜在控制能力,在侧滑角和横摆角速度的相位平面上设计了可控区域边界。以往的研究在车辆状态相平面上定义了一个动态稳定区域,在此区域内,车辆状态可以自动返回到稳定的平衡点。本文将稳定区以外的区域分为可控区和不可控区。在可控区域,前轮转向控制具有将车辆状态拉回稳定区域的能力。考虑执行器约束和模型误差,基于安全设计原则,设计了带状临界区域,将可控区域与不可控区域分开,并设计了可控区域边界的线性数学模型。为了验证可控区域定义的合理性,设计了非线性模型预测控制器,对动态稳定区域外的车辆进行控制。该控制器以高保真非线性车辆模型和幻公式轮胎模型作为状态方程约束,以实际转向执行器约束作为控制输入约束,并采用非线性数值优化求解器求解最优转向输入序列。被控车辆的相平面分析验证了本文所定义的可控区域的合理性。
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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