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Active Disturbance Rejection for a Three Degrees of Freedom Gyroscope

机译:三自由度陀螺仪的主动干扰抑制

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This paper deals with the active disturbance rejection problem for a three degrees of freedom gyroscope. The goal is to design a robust tracking controller for the underactuated coordinate. A nonlinear model of the gyroscope, affected by matched and unmatched disturbances, is first obtained. Then, a high order sliding mode observer (HOSMO) estimates, theoretically in finite time, the disturbance signals. Such information is thus injected into the tracking controller to counteract the disturbances effect on the gyroscope dynamics. Stability of the closed-loop observer-controller system is analyzed through Lyapunov theory. Simulation results show the effectiveness of the proposed method.
机译:本文研究了三自由度陀螺仪的有源干扰抑制问题。目的是为欠驱动坐标设计一个鲁棒的跟踪控制器。首先获得受匹配和不匹配干扰影响的陀螺仪非线性模型。然后,高阶滑模观测器(HOSMO)理论上在有限时间内估计干扰信号。这样的信息因此被注入到跟踪控制器中,以抵消对陀螺仪动力学的干扰影响。通过Lyapunov理论分析了闭环观测器-控制器系统的稳定性。仿真结果表明了该方法的有效性。

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