利用旋转运动和共线振动点的轻压力稳定平面问题运动

D. Shymanchuk
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引用次数: 0

摘要

本文描述了带太阳帆的航天器的受控平面轨道运动。利用太阳-地球系统的圆形受限三体问题中的希尔问题来描述航天器的运动。利用欧拉动力学方程和四元数运动学方程确定姿态运动。以太阳帆为例,研究了航天器在共线振动点附近的平面保持问题。利用相位坐标的特殊函数构造反馈控制来求解太阳帆的定向问题。该函数表示稳定不变流形在振动点的邻域内的线性逼近。研究了带飞轮的航天器姿态控制问题。对航天器在某一振动点处的受控运动进行了数值模拟。给出了控制律参数和被控运动的数值估计。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Planar Problem Motion Stabilization Using the Rotational Motion and the Light Pressure Forces at the Collinear Libration Point
This article represented the controlled planar orbital motion of a spacecraft with a solar sail. The motion of a spacecraft is described by using the Hill’s problem of the circular restricted three-body problem of the Sun–Earth system. The attitude motion is determined by using the Euler dynamic equations and the quaternion kinematic equation. The spacecraft keeping planar problem in a neighborhood of a collinear libration point using the example of a solar sail is investigated. The orientation problem of a solar sail solving by constructing a feedback control as a special function of phase coordinates. This function is represent the linear approximation of a stable invariant manifold in a neighborhood of a libration point. Problem of spacecraft attitude control motion with a flywheel is considered. Numerical simulation of the controlled motion of a spacecraft at a libration point is carried out. The numerical estimations of the control law parameters and controlled motion are given.
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