In this paper, we propose an approximate optimal control strategy for drag-free satellites using reinforcement learning, where state constraints related to the position of test masses are taken into consideration. To handle six-degrees-of-freedom position constraints, a barrier function is embedded in the performance cost function. Then, one critic neural network is utilized to learn cost function online and get the optimal control law. Meanwhile, in order to relax excitation condition, historical data are introduced into the weight adaptive law. The Lyapunov method is utilized to ensure that the weight error and state error of the drag-free satellites are uniformly ultimately bounded. Numerical simulations confirm the efficacy of the proposed method.

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Learning-Based Drag-Free and Attitude Control of Spacecraft with State Constraints

  • Haoran Li,
  • Xiaodong Shao,
  • Qinglei Hu,
  • Yonghe Zhang,
  • Pengcheng Wang

摘要

In this paper, we propose an approximate optimal control strategy for drag-free satellites using reinforcement learning, where state constraints related to the position of test masses are taken into consideration. To handle six-degrees-of-freedom position constraints, a barrier function is embedded in the performance cost function. Then, one critic neural network is utilized to learn cost function online and get the optimal control law. Meanwhile, in order to relax excitation condition, historical data are introduced into the weight adaptive law. The Lyapunov method is utilized to ensure that the weight error and state error of the drag-free satellites are uniformly ultimately bounded. Numerical simulations confirm the efficacy of the proposed method.