首页> 外文会议>GNSS and Integrated Geospatial Applications: Geoinformatics 2006; Proceedings of SPIE-The International Society for Optical Engineering; vol.6418 >An Improved Majority Voting Algorithm and Its Application in GPS-Based Precise Orbit Determination of LEOs
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An Improved Majority Voting Algorithm and Its Application in GPS-Based Precise Orbit Determination of LEOs

机译:改进的多数投票算法及其在基于GPS的LEO精确轨道确定中的应用

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Precise Orbit Determination (POD) of Low Earth Orbiter satellites (LEOs) based on Point Positioning (PPP) technique utilizing dual-frequency spaceborne GPS observations has become one of the best POD methods at present. Quality control of raw spaceborne GPS observations is very complex but critical for achieving high orbiting accuracy. Among the various existing methods for detecting outliers, the majority-voting algorithm used in Bernese 5.0 is a very efficient one. However, the performance of this algorithm may be affected by choice of the input parameters such as standard deviation for arranging the observations into groups, standard deviation for setting the rejection threshold and factors α and β whose values are often manually selected by experience. If the threshold is set too high, the relatively small outliers might not be found; on the contrary, more observations might be excluded and no solution could be computed for a particular epoch if the number of satellites per epoch is set to be smaller than 4. To overcome these limitations, this paper presents an improved majority-voting algorithm, which determines the some options by iteration instead of manual selection, and utilizes QUasi-Accurate Detection of outliers (QUAD) to correct the marked observations by this algorithm. The determined orbit of LEO using this new algorithm is continuous and smooth. Therefore, the improved majority voting is feasible and efficient.
机译:基于点频定位(PPP)技术,利用双频星载GPS观测的低地球轨道卫星(LEO)的精确轨道确定(POD)已成为目前最好的POD方法之一。原始星载GPS观测的质量控制非常复杂,但对于实现高轨道精度至关重要。在检测离群值的各种现有方法中,Bernese 5.0中使用的多数表决算法是一种非常有效的算法。但是,此算法的性能可能会受到输入参数的选择的影响,例如用于将观察结果分组的标准偏差,用于设置拒绝阈值的标准偏差以及因子α和β,其值通常是根据经验手动选择的。如果阈值设置得太高,则可能找不到相对较小的离群值;相反,如果将每个纪元的卫星数设置为小于4,则可能会排除更多观察值,并且无法为特定纪元计算任何解。为克服这些限制,本文提出了一种改进的多数表决算法,该算法通过迭代而不是手动选择来确定一些选项,并利用准离群的准精确检测(QUAD)通过此算法校正标记的观测值。使用这种新算法确定的LEO轨道是连续且平稳的。因此,改进的多数表决是可行和有效的。

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