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Effect of Kinematic Rotation-Translation Coupling on Relative Spacecraft Translational Dynamics

机译:运动学-旋转-平移耦合对相对航天器平移动力学的影响

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摘要

In this paper, a kinematically coupled relative rotational and translational motion model, describing the 6 degrees-of-freedom relative dynamics between two rigid-body spacecraft was developed. The newly developed model generalizes the existing nonlinear relative-translation model to include trajectories of points that are not located on the spacecraft centers of mass. The relative motion of the non-cm, points was illustrated by using two numerical simulations: a formation flying scenario and a rendezvous mission. The main observation is that neglecting the relative translation induced by the relative rotation can lead to considerable errors in distributed space systems flying in close proximity.rnIt was demonstrated that the points that are not located on the spacecraft cm. are oscillating harmonically with respect to the leader spacecraft's cm. This motion cannot be detected using traditional relative motion models. It was also shown that using the linear Clohessy-Wiltshire model can lead to considerable errors when applied to modeling of rendezvous and docking.rnOrbital perturbations may induce differential dynamics that is more significant than the kinematic coupling effect. However, the latter effect is always present, even in short operation times (typical, for example, to orbital rendezvous), where orbital perturbations are less dominant. In fact, the kinematic coupling effect does not depend on environmental perturbations and is an inherent part of the nominal relative motion equations. As such, it should be taken into account in the linearized relative-translation equations.
机译:在本文中,建立了运动学耦合的相对旋转和平移运动模型,该模型描述了两个刚体航天器之间的6自由度相对动力学。新开发的模型对现有的非线性相对平移模型进行了概括,以包含不在航天器质心上的点的轨迹。通过使用两个数值模拟来说明非厘米点的相对运动:编队飞行场景和会合任务。主要的观察结果是,忽略由相对旋转引起的相对平移会导致在近距离飞行的分布式空间系统中产生相当大的误差。证明了不在航天器cm上的点。相对于前导飞船的厘米和谐地振荡。使用传统的相对运动模型无法检测到该运动。研究还表明,将线性Clohessy-Wiltshire模型应用于会合和对接建模时,可能会导致相当大的误差。轨道扰动可能会产生比运动耦合效应更为显着的差分动力学。但是,即使在较短的操作时间(例如,通常是对轨道交会的时间)中,后一种效应也始终存在,在这种情况下,轨道扰动的影响较小。实际上,运动耦合效应不取决于环境扰动,而是名义相对运动方程的固有部分。因此,在线性化的相对平移方程中应考虑到它。

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  • 来源
    《Journal of guidance, control, and dynamics》 |2009年第3期|1045-1050|共6页
  • 作者

    Shay Segal; Pini Gurfil;

  • 作者单位

    Faculty of Aerospace Engineering Technion-Israel Institute ofTechnology, 32000 Haifa, Israel;

    Faculty of Aerospace Engineering Technion-Israel Institute ofTechnology, 32000 Haifa, Israel;

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  • 正文语种 eng
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