装有摄像机的倾斜旋翼无人机建模与控制

T. L. Costa, J. C. Vendrichoski, E. S. Elyoussef, E. D. Pieri
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引用次数: 2

摘要

在这项工作中,我们提出了一种通过二自由度(2-DOF)框架机构携带相机的无人机(UAV)的控制律。飞行器是一个H形的四旋翼,带有一个附加的机构,允许独立的投影,沿着纵向方向,由每个转子产生的推力。在执行某些特定任务时,特别是需要高速度的任务时,这种特殊的特性显得非常有用。设计了一种控制律来处理车辆的欠驱动和非线性行为,并用欧拉-拉格朗日公式进行数学表达。该控制结构分为四个子系统,设计用于控制无人机的位置、姿态、旋翼倾角和相机指向的动力学。对于位置控制,首先利用逆动态对平移子系统进行线性化,然后采用鲁棒H∞控制器。其余子系统采用超扭滑模控制。通过仿真,我们展示了所设计的控制结构的性能,证明了被控制的无人机即使在未建模的动力学、参数不确定性和外部干扰(如阵风)存在的情况下也是稳定的,并且能够跟踪给定的轨迹。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modeling and Control of an Unmanned Aerial Vehicle with Tilt Rotors Equipped with a Camera
In this work, we present a control law for an unmanned aerial vehicle (UAV) carrying a camera through a two degrees of freedom (2-DOF) gimbal mechanism. The vehicle is an H -shaped quadrotor with an additional mechanism that allows the independent projection, along the longitudinal direction, of the thrust generated by each rotor. This particular characteristic shows useful during the execution of some specific tasks, especially the ones that require high velocity. A control law is designed to deal with the underactuation and nonlinearities behavior of the vehicle, that are expressed mathematically by the Euler-Lagrange formulation. The control structure is arranged in four subsystems, designed to control the dynamics of the UAV position, attitude, rotors inclination, and camera pointing. For the position control, the inverse dynamic is used to linearize the translation subsystem, and then a robust H∞ controller is applied. For the remaining subsystems, the Super-Twisting Sliding Mode Control is applied. We present, through simulation, the performance of the designed control structure, proving that the controlled UAV is stabilized and able to track given trajectories even in the presence of unmodeled dynamics, parametric uncertainties and external disturbances (such as wind gusts).
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