【摘要】 研究部分充液航天器存在系统参数不确定、外部未知扰动、液体燃料大幅晃动的姿态机动控制问题。首先，将大幅晃动的液体燃料等效为运动脉动球模型，建立刚-液耦合航天器动力学方程；其次，针对充液航天器姿态稳定问题，提出一种具有固定时间收敛的分数阶非奇异快速终端滑模算法；同时，设计扰动观测器来估计系统的综合扰动，并且利用径向基函数神经网络来估计液体大幅晃动引起的扰动；设计Lyapunov函数分析并证明系统固定时间稳定性；最后，通过对比的仿真结果验证本文提出控制策略的可行性和有效性。更多还原

【Abstract】 The attitude maneuver control problem of liquid-filled spacecraft with system parameter uncertainty, external disturbance and large-amplitude liquid sloshing are studied. Firstly, the liquid fuel with large-amplitude liquid sloshing is equivalent to a moving pulsating ball model, and the dynamic equation of the spacecraft with large liquid sloshing is established. A fractional-order nonsingular fast terminal sliding mode algorithm with fixed time convergence is proposed for the attitude stability of liquid-filled spacecraft. Additionally, a perturbation observer is designed to estimate the combined perturbations including parameter uncertainties and external perturbations, and the perturbations caused by large-amplitude liquid sloshing are estimated using a radial basis function neural network. The Lyapunov function is designed to analyze and prove the fixed-time stability of the system. Finally, the feasibility and effectiveness of the control strategy proposed in this paper are verified by the comparative simulation results.更多还原