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Orbital Targeting Based on Hodograph Theory for Improved Rendezvous Safety

机译:基于Hodograph理论的轨道瞄准提高交会安全性

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A versatile orbital targeting technique has been developed for improved rendezvous safety. The often-overlookednvelocity hodograph is reintroduced and the relevant theory for orbital targeting is presented, including a novelnmethod for computing time of flight. Hodograph principles are applied to the development of a numerical targetingntechnique that controls the transfer orbit flight-path angle such that the transfer orbit is tangent to the target orbit atnthe target point. Tangent orbits are shown to have a single common point and therefore significantly reduce collisionnhazard during rendezvous free drift. The targeting technique, called , does not require iteration, isnsingularity-free for 180u0001ntransfers, works for all conic orbits, and is not restricted to coplanar transfers. Thentechnique was extended to additional targeting methods: specified arrival flight-path angle, specified departurenflight-path angle, cotangent transfer, and coelliptic transfer. These targeting methods can be used to supplementnLambert targeting (or othermethods), givingmission planners and operators a wider range ofmaneuver options fornimproved rendezvous safety and other orbital transfers.
机译:已经开发了一种通用的轨道瞄准技术来提高交会安全性。重新引入了经常被忽略的速度全息图,并提出了有关轨道瞄准的理论,包括一种计算飞行时间的新颖方法。 Hodograph原理被应用于数字定向技术的发展,该技术控制着转移轨道的光程角,从而使转移轨道在目标点处与目标轨道相切。切线轨道显示有一个公共点,因此在集合自由漂移过程中显着降低了碰撞危险。称为的瞄准技术不需要迭代,对于180u0001n传输无异形,适用于所有圆锥形轨道,并且不限于共面传输。然后,技术被扩展到其他目标方法:指定的到达直线路径角度,指定的直线路径角度,切线转移和椭圆转移。这些瞄准方法可用于补充兰伯特瞄准(或其他方法),为飞行计划人员和操作员提供更大范围的机动选择,以改善会合安全性和其他轨道转移。

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