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Satellite-to-satellite coverage optimization approach for opportunistic inter-satellite links

机译:机会卫星间链路的卫星到卫星覆盖优化方法

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This paper presents an approach to optimize orbit geometries under satellite to satellite coverage criteria. The method described herewith is applicable to any space system concept featuring inter-satellite-links, including system concepts introducing links of opportunity between heterogeneous spacecraft at different orbits not designed a priori as a constellation. The latter is the case of federated satellite systems, that have recently been proposed as open satellite constellation concepts for opportunistic sharing of data relay and on board storage services. Federated satellite systems make use of unused telecommunications capacity available in participating spacecraft at any given time. This paper describes the satellite to satellite coverage optimization problem, a proposed optimization approach, and its analytical validation. The convergence of results is shown in terms of spatial discretization, temporal discretization and simulation period. The approach is demonstrated in a LEO to LEO network scenario, where orbital parameters of a single spacecraft are optimized to supply the maximum coverage to an example set of 6 LEO spacecraft, at different inter-satellite-link slant ranges. It is shown that increasing the inter-satellite-link maximum range above 6,000 km does not lead to further coverage benefits at LEO altitude. Orbit optimization for LEO coverage is also performed on a set of three spacecraft. In both cases, the optimum solutions feature polar inclination orbits, suggesting that said orbits may be advantageous for LEO satellite-to-satellite applications. This paper ends with conclusions outlining the future work on the satellite to satellite coverage optimization.
机译:本文提出了一种在卫星到卫星覆盖标准下优化轨道几何形状的方法。本文描述的方法适用于以星际链路为特征的任何空间系统概念,包括在不同轨道上引入异质航天器之间的机会链接的系统概念,这些先验系统没有先验设计为星座。后者是联邦卫星系统的情况,最近已提出将其作为开放式卫星星座概念,以实现数据中继和机载存储服务的机会共享。联邦卫星系统在任何给定时间利用参与航天器中可用的未使用的电信容量。本文介绍了卫星到卫星覆盖范围的优化问题,提出的优化方法及其分析验证。结果的收敛性体现在空间离散化,时间离散化和仿真周期方面。该方法在LEO到LEO网络场景中得到了证明,其中优化了单个航天器的轨道参数,以在6个不同的星际链路倾斜范围内为6个LEO航天器提供最大的覆盖范围。结果表明,将卫星间链路的最大距离增加到6,000 km以上不会在LEO高度上带来更多的覆盖优势。 LEO覆盖的轨道优化也在一组三个航天器上进行。在这两种情况下,最优解都具有极倾角轨道,这表明所述轨道对于LEO卫星到卫星的应用可能是有利的。本文最后得出结论,概述了从卫星到卫星覆盖范围优化的未来工作。

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