基于模型参考的车辆主动悬架智能控制

V. Vidya, Meher Madhu Dharmana
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引用次数: 13

摘要

主动悬架系统是一种汽车悬架系统,用于提高乘坐舒适性、稳定性和安全性,同时车轮上的载荷和悬架运动保持在安全范围内。在过去的15年里,人们对这一领域进行了大量的研究,并开发了许多控制方法,从传统控制到最优控制和自适应控制。鲁棒和非线性控制算法在悬架控制中的应用也备受关注。线性控制方案鲁棒性好,易于实现,但执行器参数的不确定性和非线性动力学特性会降低控制效率。PID控制器以其简单的控制方法被广泛采用,但对车辆参数的突然变化缺乏鲁棒性。模型预测控制被认为是一种成功的控制方案,但由于多变量相互作用和时间延迟,该控制方案在主动悬架控制中效果不佳。在主动悬架控制中,神经网络控制器等非线性控制方案具有较好的鲁棒性和有效性。提出了一种基于神经网络的主动悬架模型参考自适应控制方案。该控制方案考虑了模型误差,使主动悬架系统在模型参数变化时具有更好的自适应能力和稳定性。选取四分之一二自由度汽车模型进行分析,该模型涵盖了整车的垂直动力学特性。采用LQR作为基准控制器,利用MATLAB和SIMULINK进行计算机仿真,确定了所提控制器的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Model reference based intelligent control of an active suspension system for vehicles
An active suspension system is a kind of automotive suspension system which is used to enhance ride comfort, stability and safety while the load on the wheel and the suspension movement remain in safety limits. Several researches have been done in the past 15 decades in this field and many control methods were developed ranging from traditional controls to optimal and adaptive controllers. Robust and nonlinear control algorithms for suspension control are also notable now a days. Linear control schemes are robust and easy to implement but parameter uncertainty and nonlinear dynamics of actuator may reduce efficiency of such controllers. PID controllers are widely used control method because of its simplicity, but it lacks robustness in sudden changes in the parameters of a vehicle. Model predictive control is considered as one of the successful control scheme but due to multivariable interactions and time delay this control scheme is not effective in active suspension control. Nonlinear control schemes such as Artificial neural network controllers are more robust and efficient in Active suspension control. This paper come up with a model reference adaptive control scheme based on neural network for an Active suspension system. Modelling error is considered in this proposed control scheme to provide better adaptivity and stability for active suspension system under change in model parameters. A quarter car model with 2-DOF is selected for the analysis, which covers the vertical dynamics of vehicle. LQR is used as a benchmark controller and the performance of proposed controller is determined by carrying out computer simulations using MATLAB and SIMULINK.
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