基于PID控制器的四轴飞行器轨迹跟踪

A'dilah Baharuddin, Mohd Ariffanan Mohd Basri
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引用次数: 0

摘要

无人驾驶飞机或无人驾驶飞机是没有机载飞行员控制飞行的飞机。它们分为单旋翼、多旋翼、固定翼和混合垂直起降等几种类型。至于多旋翼无人机,无论是商用还是研究领域,四轴飞行器都是最知名的。由于其优点,四轴飞行器已被选择在各种领域执行各种任务,如娱乐,军事,气象侦察,民用和应急响应。随着对四轴飞行器的需求出现分化,四轴飞行器所需的功能也出现了分化。目前四轴飞行器需要的一个特性是跟踪轨迹的能力。然而,由于其非线性,欠驱动和不稳定的性质,控制四轴飞行器的准确和稳定的性能是相当大的挑战。尽管在过去的几十年里提出了各种各样的方法,PID控制器仍然被用作主要控制器或基本控制器在工业控制的大多数情况下,包括四轴飞行器,主要是因为它的简单性和鲁棒性。然而,为四轴飞行器系统设计一个合适的PID控制器是一个挑战,因为它以六自由度的形式无视四个控制输入,其中需要控制六个输入以确保稳定和准确的飞行。本文用牛顿-欧拉方程推导了四轴飞行器的数学模型。考虑到对四轴飞行器的身体和结构的一些假设,使建模成为可能。然后,设计了手动自整定PID控制器,以达到控制四轴飞行器在飞行过程中的运行和稳定性的目的。对所设计的控制器进行了圆形、方形、棱形、之字形和螺旋形五种不同轨迹的测试。实验结果表明,所提出的PID控制器能够成功地跟踪所需轨迹,证明了PID控制器可以用于四轴飞行器的控制。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Trajectory Tracking of a Quadcopter UAV using PID Controller
UAVs or Drones are aircraft with no onboard pilot to control the flight. They are introduced in a few categories such as single-rotor, multi-rotors, fixed-wing, and hybrid VTOL. As for multirotor drones, quadcopters are the most well-known either commercially or in the research field. Due to its advantages, a quadcopter has been chosen to perform various tasks across various fields such as entertainment, military, meteorological reconnaissance, civil and emergency responses. As the demand for quadcopters has diverged, the required features of quadcopters have also diverged. One of the current features required by quadcopters is the ability to track trajectories. However, due to its nature of non-linearity, under-actuated and unstable, controlling quadcopter for an accurate and stable performance is quite a challenge. Despite the various proposed methods throughout the past decades, PID controller is still used as either the main controller or the base controller in most cases of industrial control, including quadcopter, mainly due to its simplicity and robustness. However, to design a proper PID controller for quadcopter system is a challenge as it defies the control inputs of four with its six degree-of-freedom form, in which six inputs are required to be controlled to ensure a stable and accurate flight. This paper derived a mathematically model of a quadcopter with Newton-Euler’s equation. Some assumptions on the body and structure of the quadcopter are taken into account to make the modelling possible. Then, a manually tuned PID controller is designed to achieve the objective of controlling the operation and stability of the quadcopter during its flight. The designed controller is tested with five different trajectories which are circular, square, lemniscate, zigzag, and spiral. The results show the proposed controller successfully tracks the desired trajectories, which prove PID controller can be used to control a quadcopter.
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