DocumentCode
183863
Title
Output controller for quadcopters with wind disturbance cancellation
Author
Pyrkin, A.A. ; Bobtsov, A.A. ; Kolyubin, S.A. ; Borisov, O.I. ; Gromov, V.S. ; Aranovskiy, S.V.
Author_Institution
Dept. of Control Syst. & Inf., ITMO Univ., St. Petersburg, Russia
fYear
2014
fDate
8-10 Oct. 2014
Firstpage
166
Lastpage
170
Abstract
In the paper an output control approach for a class of nonlinear MIMO systems is presented. A multicopter with four symmetrical rotors, i.e. a quadcopter, is chosen to illustrate proposed adaptive control approach based on the high-gain principle, so-called, “consecutive compensator”. Output controller is designed by decomposition of the mathematical model on two parts. The first one is a static MIMO transformation (more precisely, in the considering case a system of linear equations which relates control signals for actuators and virtual control inputs). The second one is a few SISO channels. Such trick allows to design a control law in two steps. At the first step we design virtual controls for each SISO channel. Here we apply the mentioned systematic approach “consecutive compensator”, which also allows to cancel unknown wind disturbances changing their values and directions negligibly slowly. Then after the inverse MIMO transformation we get control signals for actuators.
Keywords
MIMO systems; actuators; adaptive control; aircraft control; compensation; control system synthesis; helicopters; nonlinear control systems; rotors (mechanical); SISO channels; actuator control signals; adaptive control approach; consecutive compensator; control law design; high-gain principle; inverse MIMO transformation; linear equations; mathematical model; multicopter; nonlinear MIMO systems; output control approach; output controller; output controller design; quadcopters; static MIMO transformation; symmetrical rotors; unknown wind disturbance cancelling; virtual control design; virtual control inputs; wind disturbance cancellation; Adaptive control; Control systems; Delays; Equations; MIMO; Mathematical model; Nonlinear systems; MIMO systems; Output control; nonlinear systems; robust control;
fLanguage
English
Publisher
ieee
Conference_Titel
Control Applications (CCA), 2014 IEEE Conference on
Conference_Location
Juan Les Antibes
Type
conf
DOI
10.1109/CCA.2014.6981346
Filename
6981346
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