基于两种控制站模型的地球同步通信卫星天线视角数学建模

Ogundele Daniel Ayansola
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引用次数: 4

摘要

地球静止通信卫星的天线视角提供了确保控制站天线指向卫星所需的信息;更具体地说,确保天线的主瓣与卫星天线的主瓣对齐,并确保从卫星捕获最大数量的能量。为了优化卫星通信系统的性能,卫星地面控制站天线的最大增益方向(称为轴视)必须直接指向卫星。为了保证地球站天线对准,必须确定两个角度:方位角和仰角。方位角和仰角合称为天线视角。本文详细介绍了两种型号卫星地面控制站天线角度的数学建模。所建立的数学模型是用数学方程来描述天线角度的抽象模型。所提出的数学表示考虑了控制站的冗余性。使用两种模型是为了为冗余铺平道路,这样如果其中一种失效,另一种就会接管。天线角度数学模型是控制天线角度方程的数学表示。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mathematical modelling of antenna look angles of geostationary communications satellite using two models of control stations
Antenna look angles of geostationary communications satellite provide the information required to ensure that control station antenna is directed towards the satellite; more specifically to ensure that the main lobe of the antenna is aligned with the main lobe of the satellite's antenna, and to ensure that the largest amount of energy is captured from the satellite. To optimize the performance of a satellite communications system, the directions of maximum gain of a satellite ground control station antenna (referred to as boresight) must be pointed directly at the satellite. To ensure that the earth station antenna is aligned, two angles must be determined: the azimuth and the elevation angle. Azimuth angle and elevation angle are jointly referred to as the antenna look angles. This paper describes in detail, the mathematical modelling of antenna look angles of two models of satellite ground control station. The mathematical models developed are abstract models that use mathematical equations to describe the antenna look angles. The mathematical representations presented takes into consideration the redundancy of the control stations. Two models are used in order to pave way for redundancy so that if one fails the other takes over. Mathematical model of antenna look angles is a mathematical representations of the equations governing them.
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