Hyperbolic Lambert-Euler Problem

O. M. Kamel; A. S. Soliman

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Hyperbolic Lambert-Euler Problem

机译：双曲Lambert-Euler问题

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摘要

We have derived Euler-Lambert equation for the hyperbolic orbital motion. It is a new derivation and a first time publication for this problem which is relevant to interplanetary rendezvous trajectories encountered in dynamics of space science. Some new additions to elliptic and parabolic trajectories are cited.

机译：我们已经针对双曲轨道运动推导了Euler-Lambert方程。它是此问题的新推论和首次发表，与空间科学动力学中遇到的行星际交会轨迹有关。引用了一些新的椭圆形和抛物线形轨迹。

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来源
《Bulletin of the National Research Centre》 |2004年第5期|p.547-562|共16页
作者
O. M. Kamel; A. S. Soliman;
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作者单位

Astronomy and Space Sciences Dept., Faculty of Sciences, Cairo University, Egypt;

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原文格式 PDF
正文语种 eng
中图分类自然科学总论;
关键词
hyperbolic lambert's theorem; determination of two body orbits; hyperbolic transfer orbits between specified points;

机译：双曲兰伯特定理;两个体轨道的确定;指定点之间的双曲线传递轨道;

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Hyperbolic Lambert-Euler Problem

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