Control Algorithm Parameters Selection for a Three-Axis Magnetic Attitude Control System in the Presence of Disturbances

The paper considers the problem of stabilizing a spacecraft with a three-axis magnetic attitude control system in the vicinity of an unstable gravitational equilibrium position. A special reference motion is constructed using the particle swarm optimization method. This motion should provide a minimum projection of the control torque onto the geomagnetic induction vector. In addition, control gains are sought using the particle swarm optimization method to ensure asymptotic stability of the obtained motion. However, the problem of loss of stability arises in the presence of disturbances not taken into account at the stage of constructing the reference motion. The paper proposes a method for selecting control gains that allows maintaining asymptotic stability in a disturbed case.

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Publication Details

Journal
Cosmic Research
Published
2025-04-01
DOI
https://doi.org/10.1134/s0010952525601082
Citations
1
Primary Topic
Inertial Sensor and Navigation
Type
article
Field-Weighted Citation Impact
4.99
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article

Control Algorithm Parameters Selection for a Three-Axis Magnetic Attitude Control System in the Presence of Disturbances

S. S. Tkachev
1 citations
Cosmic Research
Inertial Sensor and Navigation
4.99
article

Control Algorithm Parameters Selection for a Three-Axis Magnetic Attitude Control System in the Presence of Disturbances

S. S. Tkachev
article en
1 citations

Abstract

The paper considers the problem of stabilizing a spacecraft with a three-axis magnetic attitude control system in the vicinity of an unstable gravitational equilibrium position. A special reference motion is constructed using the particle swarm optimization method. This motion should provide a minimum projection of the control torque onto the geomagnetic induction vector. In addition, control gains are sought using the particle swarm optimization method to ensure asymptotic stability of the obtained motion. However, the problem of loss of stability arises in the presence of disturbances not taken into account at the stage of constructing the reference motion. The paper proposes a method for selecting control gains that allows maintaining asymptotic stability in a disturbed case.

Cosmic ResearchVol. 63(2)
Keldysh Institute of Applied Mathematics (RU)
Climate action
Openalex Percentile: Top 6%
Inertial Sensor and Navigation
4.99
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