On mean revisit frequency of non-repeating satellite orbits with finite sensor range

Z. Katona
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引用次数: 3

Abstract

The length and the frequency of the visibility times during which a fixed ground station sees a non-geosynchronous satellite is a function of the parameters of a fixed ground station and a function of the orbital parameters of the satellite. The focus, in this paper, is on the mean revisit frequency of a non-geosynchronous satellite with non-repeating ground track as seen by a fixed ground station with a finite sensor range. A mathematical analysis is provided for the calculation of the mean revisit frequency. There are several possible application areas of such visibility statistics, like optimizing a gateway's latitude to maximize the mean revisit frequency of a satellite, thus maximizing the communication possibilities. The analytical solution provides a good match with simulation results at all latitudes and the mathematical background of the analytical solution is foreseen to be useful for the analysis and design of satellite constellations.
有限传感器距离下非重复卫星轨道的平均重访频率
固定地面站看到非地球同步卫星的可见时间长度和频率是固定地面站参数和卫星轨道参数的函数。本文的重点是在有限传感器距离的固定地面站观测到的具有非重复地面轨道的非地球同步卫星的平均重访频率。对平均重访频率的计算进行了数学分析。这种可见性统计有几个可能的应用领域,比如优化网关的纬度以最大化卫星的平均重访频率,从而最大化通信的可能性。该解析解与各纬度的仿真结果吻合良好,其数学背景可用于卫星星座的分析和设计。
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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