Paper
16 August 2024 Learning-based optimization method for attitude control of jet-driven spacecraft
Desong Du, Naiming Qi, Haoda Cheng, Minghao Han, Rui Zhou, Yanfang Liu
Author Affiliations +
Proceedings Volume 13218, First Aerospace Frontiers Conference (AFC 2024); 132180G (2024) https://doi.org/10.1117/12.3032458
Event: First Aerospace Frontiers Conference (AFC 2024), 2024, Xi’an, China
Abstract
For the attitude control problem of jet-driven spacecraft, this paper proposes a reinforcement learning (RL) based attitude control optimization algorithm (LAC), which optimizes the controller/policy's energy consumption while satisfying stability constraints. The algorithm incorporates three neural networks: the control policy network, the Lyapunov neural network, and the energy neural network. The control policy network directly outputs the forces of the jet thrusters, implicitly solving the thrust distribution optimization problem under the given control torque. The Lyapunov neural network and the energy neural network are respectively utilized to describe the stability constraints and energy consumption of the control policy network. The proposed control policy optimization algorithm employs the Lagrange multiplier method to optimize the control policy network, to minimize the energy consumption with the sample-based stability constraints. Numerical simulation results demonstrate that, compared with traditional RL algorithms and attitude control methods, the proposed attitude control algorithm exhibits significant advantages in terms of energy consumption.
(2024) Published by SPIE. Downloading of the abstract is permitted for personal use only.
Desong Du, Naiming Qi, Haoda Cheng, Minghao Han, Rui Zhou, and Yanfang Liu "Learning-based optimization method for attitude control of jet-driven spacecraft", Proc. SPIE 13218, First Aerospace Frontiers Conference (AFC 2024), 132180G (16 August 2024); https://doi.org/10.1117/12.3032458
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KEYWORDS
Space operations

Education and training

Mathematical optimization

Neural networks

Control systems

Numerical simulations

Matrices

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