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Hovering Formation Design and Control Based on Relative Orbit Elements

机译:基于相对轨道要素的悬停编队设计与控制

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摘要

In the final approaching stage of an on-orbit servicing mission, hovering technology is widely applied to maintain the chasing satellite at a specified position relative to the reference satellite. Applicability of the conventional continuous-thrust control approach is limited because of its high requirements for the engine. In this study, a "teardrop" hovering formation is obtained by designing the chasing-satellite absolute orbit, and a set of relative orbit elements is introduced to describe the hovering formation. Explicit geometric meaning makes it convenient to apply the proposed hovering formation in practical engineering problems on on-orbit servicing missions of the chasing satellite. Moreover, based on relative orbit elements, a new impulsive control strategy is proposed to keep the chasing satellite in the hovering pattern for a long time. The effect of hovering formation on the required impulse is exhaustively analyzed. The control method for hovering formation movement is also derived. Furthermore, to control the chasing satellite from any configuration to the designated hovering formation, a strategy based on Lambert's problem is established. Considering the impact of measurement errors and perturbations, a closed-loop impulsive feedback control law is derived as well. Numerical simulations are conducted to demonstrate the efficacy of these proposed methods.
机译:在轨道维修任务的最后接近阶段,悬停技术被广泛应用以将追逐卫星保持在相对于参考卫星的指定位置。常规连续推力控制方法的适用性由于对发动机的高要求而受到限制。在这项研究中,通过设计跟踪卫星的绝对轨道获得了“泪滴”悬停形成,并引入了一组相对轨道元素来描述悬停形成。明确的几何含义使得将拟议的悬停编队应用到跟踪卫星的在轨维修任务的实际工程问题中非常方便。此外,基于相对轨道要素,提出了一种新的脉冲控制策略,将追赶卫星长时间保持在悬停状态。详尽分析了悬停形成对所需脉冲的影响。还推导了悬停地层运动的控制方法。此外,为了将追逐卫星从任何配置控制到指定的悬停编队,建立了基于兰伯特问题的策略。考虑到测量误差和扰动的影响,还推导了闭环脉冲反馈控制律。进行了数值模拟,以证明这些建议方法的有效性。

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  • 来源
    《Journal of guidance, control, and dynamics》 |2016年第2期|360-371|共12页
  • 作者单位

    Beihang University, 100191 Beijing, People's Republic of China;

    Beijing Institute of Spacecraft System Engineering, 100094 Beijing, People's Republic of China;

    Beihang University, 100191 Beijing, People's Republic of China;

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  • 正文语种 eng
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