Control Design of Quadcopter using Output Feedback Control Pole Placement

Mardlijah, Dita Prihatini
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Abstract

A Quadcopter is an UAV or unmanned aircraft with four rotors in a square formation that may be operated remotely, necessitating a control system. The Quadcopter mathematical model used is linear and the Quadcopter can move both rotationally and translationally. In this research, system analysis and control design were carried out using the Output Feedback Control Pole Placement method to control the roll angle and pitch angle, to maintain stability by increasing the performance of the Quadcopter system. The Quadcopter dynamic system analysis results are stable, controllable, and observable. The control design is carried out using three feedback gain scenarios $(K_{1},K_{2}$, and $K_{3})$ to adjust the eigenvalues so that they are stable. Based on the simulation results of roll and pitch angles, it is concluded that the third scenario $(K_{3})$ with the fastest stable time, and the first scenario $(K_{1})$ with the lowest overshoot value.
基于输出反馈控制极点的四轴飞行器控制设计
四轴飞行器(Quadcopter)是一种无人机(UAV)或无人驾驶飞机,其四个旋翼呈方形编队,可以远程操作,需要一个控制系统。使用的四轴飞行器数学模型是线性的,四轴飞行器可以旋转和平移。在本研究中,采用输出反馈控制极点放置方法进行系统分析和控制设计,控制滚转角和俯仰角,通过提高四轴飞行器系统的性能来保持稳定性。四轴飞行器动力系统分析结果稳定、可控、可观测。控制设计采用三种反馈增益方案$(K_{1},K_{2}$和$K_{3})$来调整特征值,使其稳定。根据俯仰角和俯仰角的仿真结果,得出第三种方案$(K_{3})$稳定时间最快,第一种方案$(K_{1})$超调值最小。
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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