3-DoF 四旋翼无人飞行器试验台的姿态建模和实时稳健控制

S.M. Ahmad, S. Fareed
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摘要

在这项工作中,定制设计、开发了一个摆式结构的三自由度(3-DoF)静态四旋翼无人飞行器(UAV)试验台架,并安装了仪器和电脑接口。该试验台是开发高保真数学模型以及研究自动驾驶仪设计和实时闭环控制性能的试验台。四旋翼飞行器的姿态信号采集和闭环控制器在目标微控制器硬件上的实时执行均采用 Simulink Desktop Real-Time 软件。通过第一原理推导出俯仰、滚转和偏航轴的数学模型,并通过实验线性系统识别(SI)技术进行验证。随后,利用多参数根轮廓技术,设计了经典的比例积分导数(PID)控制器,并在四旋翼无人机测试平台上实时实施。该控制器作为基准控制器,可与基于积分的线性二次调节器(LQR)控制器进行比较。此外,为改善 LQR 控制器的瞬态响应,还实现了一种带有前馈项(LQR-FF)的新型鲁棒积分式 LQR 控制器,其性能远远优于基准和基本 LQR 控制器。因此,这项工作将成为无系绳四旋翼飞行器更复杂的 3-DoF 自动驾驶仪设计的先驱。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Attitude modelling and real-time robust control of a 3-DoF quadcopter UAV test bench
In this work, a three degrees-of-freedom (3-DoF) static quadcopter unmanned aerial vehicle (UAV) test-rig of a pendulum-type configuration is custom-designed, developed, instrumented, and interfaced with a PC. The rig serves as a test bed to develop high-fidelity mathematical models as well as to investigate autopilot designs and real-time closed-loop controllers’ performances. The Simulink Desktop Real-Time software is employed for the quadcopter’s attitude signals acquisition and real-time implementation of closed-loop controllers on a target microcontroller hardware. The mathematical models for pitch, roll, and yaw axes are derived via the first principle and validated with the experimental linear system identification (SI) techniques. Subsequently, employing the multi-parameter root contour technique, the classical proportional integral derivative (PID) controllers are designed and implemented in real-time on the quadcopter UAV test rig. This served as a benchmark controller for comparing it with an integral-based linear quadratic regulator (LQR) controller. Further, to improve the transient response of the LQR controller, a novel robust integral-based LQR controller with a feedforward term (LQR-FF) is implemented, which shows much superior performance than the benchmark and basic LQR controller. This work thus will act as a precursor for a more complex 3-DoF autopilot design of an untethered quadcopter.
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