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Suitable configurations for triangular formation flying about collinear libration points under the circular and elliptic restricted three-body problems

机译:在圆形和椭圆形约束三体问题下绕共线的自由点飞行的三角形编队的适当配置

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摘要

The design of formations of spacecraft in a three-body environment represents one of the most promising challenges for future space missions. Two or more cooperating spacecraft can greatly answer some very complex mission goals, not achievable by a single spacecraft. The dynamical properties of a low acceleration environment such as the vicinity of libration points associated to a three-body system, can be effectively exploited to design spacecraft configurations able of satisfying tight relative position and velocity requirements. This work studies the evolution of an uncontrolled formation orbiting in the proximity of periodic orbits about collinear libration points under the Circular and Elliptic Restricted Three-Body Problems. A three spacecraft triangularly-shaped formation is assumed as a representative geometry to be investigated. The study identifies initial configurations that provide good performance in terms of formation keeping, and investigates key parameters that control the relative dynamics between the spacecraft within the three-body system. Formation keeping performance is quantified by monitoring shape and size changes of the triangular formation. The analysis has been performed under five degrees of freedom to define the geometry, the orientation and the location of the triangle in the synodic rotating frame.
机译:在三体环境中设计航天器的编队是未来航天任务最有希望的挑战之一。两个或更多协作的航天器可以极大地完成某些非常复杂的任务目标,而这是单个航天器无法实现的。可以有效利用低加速度环境的动力学特性(例如与三体系统关联的释放点附近)来设计能够满足严格的相对位置和速度要求的航天器配置。这项工作研究了在圆形和椭圆约束三体问题下共线解离点周围周期轨道附近不受控制的编队轨道的演化。假设将三个航天器的三角形构造作为要研究的代表性几何形状。该研究确定了在编队保持方面能提供良好性能的初始构型,并研究了控制三体系统内航天器之间相对动力学的关键参数。通过监视三角形地层的形状和尺寸变化来量化地层保持性能。分析是在五个自由度下进行的,以定义三角形的几何形状,方向和位置。

著录项

  • 来源
    《Acta astronautica》 |2018年第6期|374-382|共9页
  • 作者

    Ferrari Fabio; Lavagna Michele;

  • 作者单位
  • 收录信息 美国《科学引文索引》(SCI);美国《工程索引》(EI);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

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