H∞ optimal control of vehicle active suspension systems in two time scales

In this paper, a novel H-infinity control method in two time scales is proposed for active suspension systems. Two time scales are considered based on the natural time scale separation existing in the active suspension systems, i.e. the sprung mass part corresponding to the fast dynamics and the unsprung mass part corresponding to the slow dynamics. Singular perturbation theory is used to establish a dual time scale active suspension model and design a H-infinity controller. Compared with the commonly used H-infinity, controller, the time-sharing dynamic characteristics make the proposed two time scales Hx controller have better dynamic response when encountering dynamic road input, so as to better meet the control performance requirements of active suspension. The effectiveness of the proposed H-infinity control method in two time scales is illustrated through co-simulations.