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Variable Structure Control of Unsteady Nonlinear Aeroelastic System with Partial State Information

机译:局部州信息不稳定非线性空气弹性系统的可变结构控制

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摘要

This paper treats the question of control of a two-degree-of-freedom unsteady aeroelastic system with partial state information in the presence of uncertainties. The chosen model describes the plunge and pitch motion of a wing and a single trailing-edge control surface is utilized for the purpose of control. Based on the Lyapunov approach, a variable structure control law is derived. For the control law derivation, the system is treated as the interconnection of two subsystems in which the subsystem associated with the unsteady aerodynamics is input-to-state stable. The stability property of this subsystem is exploited to generate a dominating signal for feedback; thereby, the problem of state estimation of the subsystem describing the unsteady dynamics is avoided. In the closed-loop system, the pitch angle trajectory tracks reference trajectory and the state vector converges to the origin. The designed variable structure control system is simple compared to adaptive controllers and is synthesized easily using only the measured states. Moreover, the structure of the controller is independent of the dimension of subsystem associated with the unsteady aerodynamics. This is important because in literature this subsystem of varying order has been considered. Simulation results are presented which show that in the closed-loop system, regulation of the plunge and pitch trajectories are accomplished in spite of the uncertainties in the freestream velocity and elastic axis location.
机译:本文讨论了存在不确定性时具有部分状态信息的两自由度非定常气动弹性系统的控制问题。选择的模型描述了机翼的俯仰运动和俯仰运动,并且使用单个后缘控制面进行控制。基于李雅普诺夫方法,推导了变结构控制律。对于控制律的推导,将系统视为两个子系统的互连,其中与非定常空气动力学相关的子系统是输入到状态稳定的。利用该子系统的稳定性来生成主要信号以进行反馈。因此,避免了描述不稳定动力学的子系统的状态估计问题。在闭环系统中,俯仰角轨迹跟踪参考轨迹,并且状态矢量收敛到原点。与自适应控制器相比,设计的可变结构控制系统简单,仅使用测量状态即可轻松合成。而且,控制器的结构独立于与不稳定空气动力学相关的子系统的尺寸。这一点很重要,因为在文献中已经考虑了这个变化顺序的子系统。给出的仿真结果表明,在闭环系统中,尽管自由流速度和弹性轴位置存在不确定性,但仍可实现对滑入和俯仰轨迹的调节。

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