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Multibody dynamics and robust control of flexible spacecraft

机译:柔性航天器的多体动力学和鲁棒控制

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The paper focuses on an approach to the study of the dynamics and control of large flexible space structures, comprised of subassemblies, a subject of considerable contemporary interest. To begin with, a relatively general Lagrangian formulation of the problem is presented. The governing equations are nonlinear, nonautonomous, coupled, and extremely lengthy even in matrix notation. Next, an efficient computer code is developed and the versatility of the program illustrated through a dynamical study of the first element launch (FEL) configuration of the Space Station Freedom, now superseded by the International Space Station. Finally, robust control of the rigid body motion of the FEL configuration using both the linear-quadratic-Gaussian/loop transfer recovery (LQG/LTR) and H/sub /spl infin// procedures is demonstrated. The controllers designed using the simplified linear models, prove to be effective in regulating librational disturbances. Such a global approach-formulation numerical code, dynamics, and control-is indeed rare. It can serve as a powerful tool to gain comprehensive understanding of dynamical interactions and thus aid in the development of an effective and efficient control system.
机译:本文的重点是研究大型柔性空间结构的动力学和控制的方法,该结构由子组件组成,这是当代引起广泛关注的主题。首先,提出了该问题的相对一般的拉格朗日公式。控制方程是非线性的,非自治的,耦合的,并且即使在矩阵符号中也极其冗长。接下来,开发了一种有效的计算机代码,并通过动态研究空间站自由的第一个要素发射(FEL)配置(现在已由国际空间站取代)来说明程序的多功能性。最后,展示了使用线性二次高斯/循环传递恢复(LQG / LTR)和H / sub / spl infin //程序对FEL构造的刚体运动的鲁棒控制。使用简化的线性模型设计的控制器被证明可有效地调节自由干扰。这样的全局方法-制定数字代码,动力学和控制-的确很少。它可以用作获得对动力相互作用的全面理解的有力工具,从而有助于开发有效的控制系统。

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