Elastic Cable-Connected Satellites System Under Several Influences of General Nature: Equations of Motion in Elliptical Orbit

Sangam Kumar, J. Ghosh
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Abstract

In the present work, we have applied the analytical approach to obtain the equations of motion of a system of two cable connected artificial satellites under the effect of various perturbative forces of general nature. These perturbative forces are the earth’s shadow, solar radiation pressure, earth’s oblateness and the earth’s magnetic field. Our aim is to investigate the motion of the centre of mass of the two artificial cable connected satellite system in Keplerian elliptical orbit. We establish the equations of motion for the centre of mass of the system and also for the relative motion of the system. We obtain equations of motion in the rotating frame of reference as well as in Nechvile’s co-ordinate system. The cable under consideration is light, flexible, non-conducting and elastic in nature.
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几种一般性质影响下的弹性索联卫星系统:椭圆轨道运动方程
在本工作中,我们应用解析方法得到了在各种一般性质的微扰力作用下,由两个电缆连接的人造卫星系统的运动方程。这些扰动力是地球的阴影、太阳的辐射压力、地球的扁率和地球的磁场。我们的目的是研究两个人造电缆连接卫星系统在开普勒椭圆轨道上的质心运动。我们建立了系统质心的运动方程和系统的相对运动方程。我们得到了旋转参照系和Nechvile坐标系中的运动方程。所考虑的电缆本质上是轻的、柔性的、不导电的和弹性的。
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