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首页> 外文期刊>Proceedings of the Institution of Mechanical Engineers >Dynamics and control of underactuated spacecraft formation reconfiguration in elliptic orbits
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Dynamics and control of underactuated spacecraft formation reconfiguration in elliptic orbits

机译:椭圆轨道上欠驱动航天器编队重构的动力学和控制

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摘要

Feasibility of underactuated formation reconfiguration in elliptic orbits without radial or in-track thrust is investigated in this paper. For either underactuated case, by using a linear time-varying dynamical model of spacecraft formation, controllability and feasibility analyses are conducted, based on which the preconditions on reconfigurable formations are then derived. With the inherent coupling of system dynamics, the reduced-order sliding mode control technique is employed to design a closed-loop underactuated controller for either case. To ensure the stability of the closed-loop system, the conditions imposed on the controller parameters are derived, and the parameter adaptation laws are then solved analytically. Meanwhile, the explicit relationships between the steady accuracies of system states and the controller parameters are obtained via a Lyapunov-based approach. Numerical examples are simulated in a J(2)-perturbed environment to validate the theoretical analyses. The results indicate that by using the proposed control schemes, underactuated reconfiguration in elliptic orbits is still feasible even in the absence of radial or in-track thrust and in the presence of unmatched disturbances.
机译:本文研究了在椭圆形轨道上没有径向或轨道内推力的欠驱动地层重构的可行性。对于任一种未激活的情况,通过使用航天器编队的线性时变动力学模型,进行可控性和可行性分析,然后在此基础上得出可重构编队的前提。借助系统动力学的固有耦合,可采用降阶滑模控制技术来为每种情况设计闭环欠驱动控制器。为了确保闭环系统的稳定性,推导施加在控制器参数上的条件,然后解析求解参数自适应律。同时,通过基于Lyapunov的方法获得系统状态的稳态精度与控制器参数之间的明确关系。在J(2)扰动的环境中模拟了数值示例,以验证理论分析。结果表明,通过使用所提出的控制方案,即使在没有径向或轨道内推力和无匹配干扰的情况下,椭圆轨道上的欠驱动重构仍然是可行的。

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