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A transfer network linking Earth, Moon, and the triangular libration point regions in the Earth-Moon system

机译:连接地月系统中地球,月球和三角形解放点区域的传输网络

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摘要

In the near future, several space applications in the Earth-Moon system may require a spacecraft to hold a stable motion, but the transfer trajectory infrastructure to access such stable motions has not been fully investigated yet. The triangular libration points, L 4and L5, in the Earth-Moon system have long been thought of as ideal locations for a communications satellite. Recently, Distant Retrograde Orbits (DROs) and Near-Rectilinear Halo Orbits (NRHOs) near the Moon have been identified as motion of interest for manned and unmanned missions with a focus on operations in cislunar space. The triangular libration points, as well as lunar DROs and NRHOs describe special types of possible motion for a spacecraft/satellite that is influenced solely by the gravitational fields of the Earth and the Moon. What is common to the tree types of solutions is that they are practically stable, that is, a spacecraft/satellite can naturally follow the solution for extended periods of time without requiring significant course adjustment maneuvers. This investigation contributes to the infrastructure of a network of transfer trajectories connecting regions of stability located near the Earth, Moon, and the triangular libration points in the Earth-Moon system. Several transfer options between regions of stability are presented and discussed, including transfer options between Low Earth Orbit (LEO) and lunar DRO, lunar DRO and periodic orbits near L4 and L5, as well as lunar DRO and L 2 NRHOs.
机译:在不久的将来,地球-月球系统中的几种空间应用可能需要航天器保持稳定的运动,但是尚未充分研究访问这种稳定运动的转移轨迹基础设施。长期以来,人们一直认为地-月系统中的三角形释放点L 4和L5是通信卫星的理想位置。最近,月球附近的遥远逆行轨道(DRO)和近直线晕晕轨道(NRHO)被确定为载人和无人飞行任务的关注运动,重点是在月球空间的操作。三角形的释放点以及月球DRO和NRHO描述了仅受地球和月球引力场影响的航天器/卫星的可能运动的特殊类型。树型解决方案的共同点是它们实际上是稳定的,也就是说,航天器/卫星可以自然地在较长的时间内遵循该解决方案,而无需进行重大的航向调整操作。这项研究有助于建立连接转移轨道网络的基础设施,该网络连接位于地球,月球和地月亮系统中的三角形释放点附近的稳定区域。提出并讨论了稳定区域之间的几种转移选择,包括低地球轨道(LEO)和月球DRO之间的转移选择,月球DRO和L4和L5附近的周期性轨道以及月球DRO和L 2 NRHO。

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    Capdevila, Lucia R;

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  • 年度 2016
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