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Relative positioning of spacecraft in intense ionospheric conditions by GPS

机译:GPS在强电离层条件下航天器的相对定位

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Precise relative positioning by GPS is attempted traditionally by fixing the differential carrier phase cycle ambiguities to their integer values. This approach is of high interest for formation flying satellites in low Earth orbit since it can potentially deliver relative positions with (sub-)centimeter accuracy, but at the same time complicates the navigation system hardware and software. As an alternative to the fixed solution, different processing approaches making use of float carrier phase ambiguities can be proposed. The most simple of these solutions is analyzed in the present study and it is formed by differencing the float ambiguity-absolute navigation solutions obtained with navigation filters running independently on board each spacecraft. This paper presents a quantitative evaluation of the different accuracy achievable by the two approaches. Because in typical conditions ambiguity resolution should provide a markedly higher accuracy than the float solution approach under study, a particularly challenging condition for ambiguity resolution is considered. Specifically, a scenario where the inter-satellite separation is of hundreds kilometers and the ionospheric activity is severe is analyzed. The effect of un-modeled systematic errors is addressed by using real-world data from the Gravity Recovery And Climate Experiment (GRACE) mission. Results suggest that in such challenging conditions the two approaches have a similar decimeter-level accuracy. (C) 2015 Elsevier Masson SAS. All rights reserved.
机译:传统上,通过将差分载波相位周期模糊度固定为其整数值来尝试通过GPS进行精确的相对定位。这种方法对于低地球轨道上的编队飞行卫星引起了极大的兴趣,因为它可以潜在地以(亚)厘米的精度提供相对位置,但同时会使导航系统的硬件和软件复杂化。作为固定解决方案的替代方案,可以提出利用浮动载波相位模糊性的不同处理方法。这些解决方案中最简单的解决方案是在本研究中进行分析的,它是通过对使用在每个航天器上独立运行的导航过滤器获得的浮点模糊度绝对导航解决方案进行区分而形成的。本文提出了两种方法可实现的不同精度的定量评估。因为在典型条件下,歧义度解析度应比所研究的浮点求解法提供明显更高的准确性,所以考虑了歧义度解度的特别具有挑战性的条件。具体地,分析了卫星间间隔达数百公里并且电离层活动严重的情况。通过使用重力恢复和气候实验(GRACE)任务中的真实数据,可以解决未建模的系统误差的影响。结果表明,在这种具有挑战性的条件下,这两种方法具有相似的分米级精度。 (C)2015 Elsevier Masson SAS。版权所有。

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