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Time-Varying Non-Singular Terminal Sliding Mode Attitude Control of Reusable Launch Vehicle

机译:可重复使用运载火箭的时变非奇异终端滑模姿态控制

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This paper proposes a time-varying non-singular terminal sliding mode attitude control of reusable launch vehicle in re-entry phase. The dynamics of the reusable launch vehicle is converted to state space form using the Lagrangian formulation. The state-space representation is used to design a nonlinear sliding manifold which is then modified with a time-varying function to obtain the time-varying non-singular terminal sliding manifold. Expression of equivalent control is obtained from the designed sliding manifold using the principles of sliding mode control theory. The total control input is obtained by the linear sum of equivalent control input and sliding control input. The finite time stability of the system is proved and the expression of convergence time is also derived using the Lyapunov theorem. The designed control ensures finite-time convergence at any user-specified time and also guarantees global robustness in the presence of external disturbances. The parameters of the time-varying function are obtained from the pre-specified convergence time. Numerical simulations are used to elucidate the effectiveness of the proposed control algorithm.
机译:提出了可重用运载火箭进入阶段的时变非奇异终端滑模姿态控制。使用拉格朗日公式将可重复使用运载火箭的动力学转换为状态空间形式。状态空间表示用于设计非线性滑动歧管,然后使用时变函数对其进行修改以获得时变非奇异终端滑动歧管。等效控制的表达式是使用滑模控制理论从设计的滑动歧管获得的。总控制输入由等效控制输入和滑动控制输入的线性总和得出。证明了系统的有限时间稳定性,并利用李雅普诺夫定理推导了收敛时间的表达式。设计的控件可确保在任何用户指定的时间进行有限时间收敛,并在存在外部干扰的情况下确保全局鲁棒性。时变函数的参数是从预先指定的收敛时间获得的。数值模拟用于阐明所提出的控制算法的有效性。

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