Analysis of Tracking Gimbal Angles for Inter-Satellite Optical Communication System Between Two Orbits

Ryuichi Hirayama, S. Nakasuka
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Abstract

This study focuses on the maximum angular velocity of the tracking gimbal, which can be one of the constraints for inter-satellite optical communication crosslinks between two intersecting orbits in a constellation. The angular constraint is due to the limits of both the tracking gimbal movement and the establishment of laser links. The torque caused by the angular acceleration of the gimbal can have little effect on the attitude control of the entire satellite. General formula and analysis for the azimuth and elevation gimbal angles in the satellite body-fixed coordinates system, including the case between rapid passing two orbits, have been shown in this study. Sensitivity analysis for various orbital phase and altitude differences is performed for some values. When the optical link vector passes near the zenith direction of the 2-axis gimbal, the angular velocity of the azimuth or elevation angle may increase beyond the constraint value. For avoiding this problem, it is necessary to set the phase difference between the satellites in both orbits. The margin of the altitude difference between both orbits can also mitigate the peak of rapid angular changes when they cross.
星间两轨光通信系统跟踪万向节角度分析
本文研究的重点是跟踪框架的最大角速度,这可能是星座中两个相交轨道之间星间光通信交联的约束之一。角度约束是由于跟踪框架运动和激光链路建立的限制造成的。万向节角加速度所产生的力矩对整个卫星的姿态控制影响不大。本文给出了卫星定体坐标系下的方位角和仰角的一般公式,并对其进行了分析,其中包括两轨道快速通过的情况。对一些值进行了不同轨道相位和高度差的敏感性分析。当光链矢量经过2轴框架的天顶方向附近时,方位角或仰角的角速度可能会超过约束值。为了避免这一问题,有必要设置两个轨道卫星之间的相位差。两个轨道之间的高度差的余量也可以减轻它们相交时快速角度变化的峰值。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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