TAIC algorithm for the visibility of the elliptical orbits’ satellites

R. Tang, Dong-yun Yi, Jubo Zhu, Qiang Luo, Jing Yao
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引用次数: 5

Abstract

The fast algorithm for satellite visibility is very important in many applications, particularly in the real-time simulation environments. In this paper, a novel algorithm, true anomaly iteration compensation (TAIC) algorithm, is proposed to predict the visibility of the elliptical orbits' satellites. A main property of our algorithm is that it could avoid solving the transcendental equation: Kepler Equation, therefore the computation of the algorithm is very small. Furthermore, a compensation method is used to yield more accurate results. The excellent performance of the algorithm is illustrated by the numerical results. For TAIC algorithm, the error of visibility- time is about 0.21% and the error of the entry-access time instant and the exit-access time instant is about 0.79 seconds.
椭圆轨道卫星可见性的TAIC算法
快速的卫星可见性算法在许多应用中,特别是在实时仿真环境中是非常重要的。本文提出了一种预测椭圆轨道卫星能见度的新算法——真异常迭代补偿算法(TAIC)。我们的算法的一个主要特性是它可以避免求解超越方程:开普勒方程,因此算法的计算量很小。此外,还采用了一种补偿方法来获得更精确的结果。数值结果表明了该算法的优良性能。对于TAIC算法,可见性-时间误差约为0.21%,进入-访问时间瞬间和退出-访问时间瞬间误差约为0.79秒。
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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