Improving multiple LEO combination for SLR-based geodetic parameters determination using variance component estimation

IF 3.9 2区 地球科学 Q1 GEOCHEMISTRY & GEOPHYSICS
Xingxing Li, Yuanchen Fu, Keke Zhang, Yongqiang Yuan, Jiaqi Wu, Jiaqing Lou
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Abstract

The combination of satellite laser ranging (SLR) observations to various low earth orbit (LEO) satellites can enhance the accuracy and robustness of SLR-derived geodetic parameters, benefiting the realization of the International terrestrial reference frames. Observation stochastic models play a critical role in the integrated processing of SLR observations to multiple LEO satellites. The consideration of precision in heterogeneous SLR observations from various satellites is essential. In this study, we aim to improve the combination of multi-LEO SLR observations for geodetic parameters determination by optimizing the stochastic model using variance component estimation (VCE). We perform weekly estimates of the geodetic parameters, including station coordinates, Earth rotation parameters, and geocenter coordinates (GCC), using three years of SLR observations to seven LEO satellites at different orbits. The satellite-dependent, station-dependent, and satellite–station-dependent variance components are separately estimated through VCE processing to refine the stochastic models. Given the fact that the precision of SLR observations significantly differs in satellites and stations, the multiple LEO combination can be significantly improved with the implementation of VCE. Satellite–station-pair-dependent variance components are more suitable to the SLR VCE and the accuracy of station coordinates, pole coordinates, and length of day can be averagely improved by 8.4, 22.6, and 21.9%, respectively, compared to the equal-weight solution. Our result also indicates that the observation insufficiency for some stations may result in an unreliable VCE estimation, and eventually leads to an accuracy degradation for station coordinates. To overcome this deficiency, we adopt the variance components derived from the monthly solutions to build the stochastic model in the weekly solutions. The application of monthly weights can effectively mitigate the accuracy deterioration of station coordinates, improving the repeatability of the station coordinates by 15.9, 14.6, and 9.2% with respect to the equal-weight solution in E, N, and U components. The global geodetic parameters also benefit from this processing. The import of monthly weight decreases the outliers in the GCC series, especially in the X and Y components.

Abstract Image

利用方差分量估计改进基于可持续土地退化的大地测量参数确定的多低地轨道组合
将卫星激光测距(SLR)观测与各种低地轨道(LEO)卫星结合起来,可以提高由 SLR 得出的大地测量参数的准确性和稳健性,有利于实现国际地面参照基准。观测随机模型在综合处理对多个低地轨道卫星的可持续土地退化观测中发挥着关键作用。考虑来自不同卫星的异质可持续土地退化和干旱观测数据的精度至关重要。在本研究中,我们的目标是利用方差分量估计(VCE)优化随机模型,从而改进用于大地参数确定的多低地轨道卫星可持续轨道反射率观测的组合。我们利用三年来对不同轨道上七颗低地轨道卫星的 SLR 观测,每周对大地参数进行估算,包括站点坐标、地球自转参数和地心坐标 (GCC)。通过 VCE 处理分别估算了依赖卫星的方差分量、依赖台站的方差分量和依赖卫星-台站的方差分量,以完善随机模型。鉴于卫星和站点的可持续土地退化观测精度存在显著差异,实施 VCE 后可显著改善多低地轨道组合。依赖于卫星-站点对的方差分量更适合 SLR VCE,与等权方案相比,站点坐标、极坐标和日长的精度平均可分别提高 8.4%、22.6% 和 21.9%。我们的结果还表明,部分站点观测不足可能导致 VCE 估计不可靠,最终导致站点坐标精度下降。为了克服这一不足,我们采用月解中得到的方差分量来建立周解中的随机模型。月度权重的应用可以有效缓解站点坐标精度的下降,与 E、N 和 U 分量的等权解法相比,站点坐标的重复性分别提高了 15.9%、14.6% 和 9.2%。全球大地测量参数也受益于这一处理过程。导入月权值减少了全球共振序列中的异常值,尤其是在 X 和 Y 部分。
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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来源期刊
Journal of Geodesy
Journal of Geodesy 地学-地球化学与地球物理
CiteScore
8.60
自引率
9.10%
发文量
85
审稿时长
9 months
期刊介绍: The Journal of Geodesy is an international journal concerned with the study of scientific problems of geodesy and related interdisciplinary sciences. Peer-reviewed papers are published on theoretical or modeling studies, and on results of experiments and interpretations. Besides original research papers, the journal includes commissioned review papers on topical subjects and special issues arising from chosen scientific symposia or workshops. The journal covers the whole range of geodetic science and reports on theoretical and applied studies in research areas such as: -Positioning -Reference frame -Geodetic networks -Modeling and quality control -Space geodesy -Remote sensing -Gravity fields -Geodynamics
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