An Adaptive Robust Nonlinear Control Approach of a Quadcopter with Disturbance Observer

P. Quan, Dang Xuan Ba, Cong-Doan Truong, Nguyen Phong Luu, Vuong Quang Huy, Nguyen Tu Duc
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Abstract

Unmanned aerial vehicles (UAVs, drones) have become one of the key machines/tools of the modern world in which they are widely employed to effectively enhance working performances in many fields of daily social life and manufacturing such as delivery, protecting wildlife, agricultural activities, academy, searching, rescue missions and military applications. To accomplish the given mission, the systems are required precise controllers with strong ability of adaptation and robustness. In this article, we present an adaptive robust nonlinear controller for position tracking control problems of a quadcopter system. The controller is structured with two control loops. In the inner loop, the attitude of the system is adjusted following desired signals using a proper combination of sliding-mode-backstepping control framework under nonlinear disturbance observers. The position control mission is realized by another nonlinear altitude control method. A new gain-learning mechanism is then proposed to improve both transient and steady-state control performances. Stability of the closed-loop system under time-varying disturbances is governed by Lyapunov theories. Effectiveness and feasibility of the proposed control approach were verified by comparative simulations.
带扰动观测器的四轴飞行器自适应鲁棒非线性控制方法
无人驾驶飞行器(uav, drones)已经成为现代世界的关键机器/工具之一,它们被广泛应用于日常社会生活和制造业的许多领域,如运输、保护野生动物、农业活动、学术、搜索、救援任务和军事应用,有效地提高了工作性能。为了完成给定的任务,系统需要具有较强的自适应能力和鲁棒性的精确控制器。针对四轴飞行器系统的位置跟踪控制问题,提出了一种自适应鲁棒非线性控制器。该控制器由两个控制回路构成。在内环中,在非线性干扰观测器下,采用滑模-反步控制框架的适当组合来调整系统的姿态。位置控制任务由另一种非线性高度控制方法实现。然后提出了一种新的增益学习机制来提高暂态和稳态控制性能。闭环系统在时变扰动下的稳定性由李雅普诺夫理论控制。通过对比仿真验证了所提控制方法的有效性和可行性。
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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