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Inverse Optimal Stabilization of an Underactuated Spacecraft Using Two Wheels

机译:使用两个轮子的欠驱动航天器的逆最优稳定

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The problems of optimal stabilization of an underactuated spacecraft using two wheels are investigated in this paper. Considering this kind of spacecraft cannot be stabilized by time-invariant smooth control laws, an inverse optimal control law is presented which circumvents the task of solving the Hamilton–Jacobi equation and minimizes a meaningful cost function based on the direct Lyapunov method and the backstepping technique. Then several simulation results show the asymptotical stability and the optimality of the proposed control law.
机译:本文研究了使用两个轮子的欠驱动航天器的最佳稳定性问题。考虑到此类航天器不能由时不变的平稳控制律所稳定,提出了一种逆最优控制律,该律绕开了求解汉密尔顿-雅各比方程的任务,并基于直接李雅普诺夫方法和反推技术使有意义的成本函数最小化。然后几个仿真结果表明了所提出控制律的渐近稳定性和最优性。

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