卫星控制系统中基于观察者的稳健反向控制的设计[2019]10页“英文电子版”数据检索服务

ID:23758

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页数:10页

时间:2022-11-30

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上传者:战必胜
Research Article
Design of Robust Observer-Based Backstepping Control for
a Satellite Control System
Saleh Alshamali and Elham Aljuwaiser
Department of Electrical Engineering, Kuwait University, P.O. Box 5969, Safat 13060, Kuwait
Correspondence should be addressed to Saleh Alshamali; s.alshamali@ku.edu.kw
Received 12 February 2019; Revised 23 April 2019; Accepted 9 May 2019; Published 26 May 2019
A
cademic
Editor: Xue-Jun Xie
Copyright ©  Saleh Alshamali and Elham Aljuwaiser. is is an open access article distributed under the Creative Commons
Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is
properly cited.
is paper presents the attitude tracking of a class of satellite control systems under external disturbances. Once the error dynamics
of the satellite are obtained, a nonlinear transformation expresses them in a suitable representation for the design of a high-gain
observer and backstepping control. e observer-based backstepping controller is then designed to drive the angles of the satellite
dynamics to their desired values in the presence of exogenous disturbances. Closed-loop stability of the proposed controller is
demonstrated via Lyapunov theory, and its eectiveness is conrmed through numerical simulations.
1. Introduction
A great number of satellite systems are orbiting Earth for
various purposes. ese satellites are oen classied in
terms of their orbit, such as low Earth orbit, medium Earth
orbit, geostationary orbits, and geosynchronous orbits [,
]. Alternatively, they can be classied according to their
mechanism of control torque generation, such as thrusters,
reaction wheels, magnetic torquer rods, and control moment
gyroscopes [–]. e design of attitude tracking control
for satellite systems poses challenges to engineers, especially
when the satellite is under the inuence of external distur-
bances. erefore, a successful control design must ensure
stability of the closed-loop system.
Several strategies have been proposed for satellite control
systems (SCSs). For instance, actuator failure compensation
via adaptive backstepping control has been addressed in [].
In addition, a nonsingular terminal sliding mode control has
been proposed for attitude tracking of small satellites by using
a combined energy and attitude control system []. Likewise,
magnetic attitude control has been developed for SCSs with
uneven inertial distributions by combining Kalman ltering
and feedforward control to estimate and reject external
disturbances []. Nonlinear sliding mode control for attitude
tracking of a magnetically actuated satellite is introduced
in []. More recently, a three-stage sliding mode control
for attitude tracking of a satellite system with uncertain
inertia matrix and torque disturbance has been proposed [].
Attitude control of a rigid body with uncertain inertia matrix
using sliding mode control along with a state observer has
also been addressed []. In [], nonlinear model predictive
control is applied to a exible satellite, where the controller
parameters are optimized by a genetic algorithm. Satellite
attitude stabilization has also been addressed using the state-
dependent Riccati equation control method []. Horri et
al.[]developedagain-scheduledcontrollerforaSCS
based on inverse optimal control to improve the settling time
of a benchmark proportional–derivative controller. Attitude
control has also been addressed using an adaptive controller
based on a radial basis function neural network []. A fault-
tolerant control law based on sliding mode control has been
proposed for a SCS under solar perturbations and actuator
faults []. Xiao et al. [] addressed attitude tracking of a
exible spacecra via an adaptive sliding mode backstepping
controller.
Unlike previous studies, this work combines backstep-
ping control with a high-gain observer for attitude tracking
of a SCS under external disturbances. Backstepping control
is a simple, exible, and versatile approach that provides
Hindawi
Mathematical Problems in Engineering
Volume 2019, Article ID 7412194, 9 pages
https://doi.org/10.1155/2019/7412194
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