无人机悬吊装置的稳定与定向控制运动学模型

A. Korikov, V. Tran
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引用次数: 0

摘要

本文致力于开发和研究无人机悬吊装置的稳定与定向控制的运动学模型。建立的模型以三轴云台(TAG)的运动学模型为基础:UAV三轴云台的结构、UAV三轴云台的数学描述以及UAV悬架设备姿态稳定和控制问题的运动学方程推导。在一般情况下,无人机上TAG的运动学方程推导是一个复杂的过程,类似于六自由度机械臂的运动学模型推导。将TAG视为具有6个自由度的操纵机构,其中3个自由度由无人机围绕附着在无人机上的坐标系的轴线进行旋转决定,3个自由度由TAG的框架在这些框架围绕附着在TAG的坐标系的相应轴线进行旋转运动时沿偏航、滚转和俯仰通道设置。这种说法在一般情况下,对于无人机悬架设备的稳定和定向控制任务并没有一个明确的解决方案。为了消除这种模糊性,在设计TAG和将TAG安装在无人机上的过程中进行了优化,从而降低了待解任务的计算复杂度。本文通过运动学方程和运动学方程提出了无人机的运动学模型,运动学方程的求解保证了无人机悬吊设备的稳定性;运动学方程的求解使无人机在空间中跟踪运动物体(运动目标)时能够控制无人机的设备(摄像机)。在MATLAB Simulink软件环境下对TAG进行了仿真。在MATLAB Simulink软件环境下的仿真结果证明了所建立的TAG运动模型的充分性,以及该模型对解决无人机悬吊设备的稳定和定向控制问题的有效性。
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Kinematic Model for Stabilization and Orientation Control of the Suspended Equipment of an Unmanned Aerial Vehicle
The article is devoted to the development and research of a kinematic model of stabilization and orientation control of the suspended equipment of an unmanned aerial vehicle (UAV). The created model is based on the kinematic model of a three-axis gimbal (TAG): the structure of the TAG for the UAV, the mathematical description of the TAG of the UAV and the derivation of kinematic equations for the problems of stabilizing and controlling the orientation of the UAV suspension equipment. In the general case, the derivation of the kinematic equations of the TAG on the UAV is a complex process and is similar to the derivation of a kinematic model of a robotic arm with six degrees of freedom. The TAG is considered as a manipulative mechanism with six degrees of freedom: three degrees of freedom are determined by the UAV rotations around the axes of the coordinate system attached to the UAV, and three degrees of freedom are set by the frames of the TAG along the channels of yaw, roll and pitch during rotational movements of these frames around the corresponding axes of the coordinate systems attached to the frames of the TAG. Such a statement in the general case does not have an unambiguous solution for the tasks of stabilization and orientation control of the suspended equipment of UAV. To eliminate this ambiguity, optimization is used in the process of designing the TAG and installing the TAG in such positions on the UAV that reduce the computational complexity of the tasks being solved. The kinematic model is presented in the article by kinematic equations, the solution of which ensures the stabilization of the suspended equipment of UAV, and kinematic equations, the solution of which allows you to control the equipment (camera) of the UAV when tracking moving objects (moving targets) in space. The simulation of the TAG in the MATLAB Simulink software environment was performed. The simulation results in the MATLAB Simulink software environment prove the adequacy of the developed kinematic model of the TAG and its effectiveness for solving the problems of stabilization and orientation control of the suspended equipment of UAV.
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来源期刊
Mekhatronika, Avtomatizatsiya, Upravlenie
Mekhatronika, Avtomatizatsiya, Upravlenie Engineering-Electrical and Electronic Engineering
CiteScore
0.90
自引率
0.00%
发文量
68
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