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Finite-Time Attitude Tracking Control of Rigid Spacecraft With Multiple Constraints
This article addresses the finite-time attitude tracking control problem for rigid spacecraft subject to magnitude constraints on both angular velocities and control torques. The nonlinear transformation technique and a smooth saturation model-based method are introduced to tackle the problem of mul...
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Published in: | IEEE transactions on aerospace and electronic systems 2024-06, Vol.60 (3), p.3688-3697 |
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creator | Yang, Xue-Rong Lin, Xiuxiu Yang, Yajun Zou, An-Min |
description | This article addresses the finite-time attitude tracking control problem for rigid spacecraft subject to magnitude constraints on both angular velocities and control torques. The nonlinear transformation technique and a smooth saturation model-based method are introduced to tackle the problem of multiple constraints. Through the nonlinear transformation and the input saturation model, the magnitude constraint issue is converted to a bounded problem of the transformed states and the model input. Then, a finite-time attitude control scheme is proposed for rigid spacecraft based on the backstepping approach and the robust control technique. With the derived control law, the attitude tracking errors can be driven to a small neighborhood of zero even when there exist magnitude constraints imposed on angular velocities and applied control torques. Finally, several numerical simulation examples are carried out to show the efficiency of the designed control protocol. |
doi_str_mv | 10.1109/TAES.2024.3356983 |
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The nonlinear transformation technique and a smooth saturation model-based method are introduced to tackle the problem of multiple constraints. Through the nonlinear transformation and the input saturation model, the magnitude constraint issue is converted to a bounded problem of the transformed states and the model input. Then, a finite-time attitude control scheme is proposed for rigid spacecraft based on the backstepping approach and the robust control technique. With the derived control law, the attitude tracking errors can be driven to a small neighborhood of zero even when there exist magnitude constraints imposed on angular velocities and applied control torques. 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source | IEEE Electronic Library (IEL) Journals |
subjects | Angular velocity Attitude control Backstepping Control theory finite-time stability multiple constraints Nonlinear control Predictive control rigid spacecraft Robust control Space vehicles Spacecraft attitude control Spacecraft tracking Torque Tracking control Tracking errors |
title | Finite-Time Attitude Tracking Control of Rigid Spacecraft With Multiple Constraints |
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