A step-wise decorrelation approach for improving time-variable gravity fields from GRACE-FO data

IF 4.7 2区 地球科学 Q1 GEOCHEMISTRY & GEOPHYSICS
Jiahui Zhang, Rui Tu, Wei You, Biao Yu
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引用次数: 0

Abstract

The time-variable gravity field solutions from the Gravity Recovery and Climate Experiment (GRACE) and GRACE Follow-On (GRACE-FO) mission are generally contaminated by the correlation errors, specifically parameter correlation (strong parameter coupling) and observation noise correlation (colored instead of white noise). In this context, we propose a decorrelation approach to pursue an improved time-variable gravity solution following a step-wise processing. The step-wise decorrelation approach comprises three steps, standard, parameter decorrelation, and observation noise decorrelation processes. First, the standard process serves to establish a reliable signal reference for the following. Then, the parameter decorrelation is implemented through the separate estimation of orbit and gravity field parameters. Finally, to achieve the goal of observation noise decorrelation, the post-fit residuals obtained from the result of parameter decorrelation are used to estimate a colored noise model, which is considered to determine the final gravity field model, specifically termed the step-wise decorrelation solution. The basic idea is that under the regularization constraints of separate estimation for dynamic parameters, the reduced dynamic parameter space allows certain low-frequency perturbative errors to emerge in post-fit residuals, enabling comprehensive characterization of observation noise correlation. Using this step-wise decorrelation approach, we process monthly GRACE-FO gravity field time series and evaluate the performance of them from the aspects of signal and noise. Spectral and spatial domain analyses of noise levels confirm significant noise suppression in the final solution. For instance, it achieves ~ 66% noise reduction in term of mean geoid height difference beyond 80 degrees relative to the standard solution. The basin-scale signal assessment for the step-wise decorrelation solution demonstrates unbiased estimation of both full signals (notably trends and seasonal components) and high-frequency intra-annual variations (up to 6 cycle per year) and the accurate extraction of regional episodic events, showing high consistency with the latest Science Data System (SDS) products. Beyond GRACE-FO, the universality test confirms the applicability of the approach to the data processing scenario of GRACE, with potential extensions to next-generation gravity missions.
GRACE-FO数据时变重力场改进的逐级解相关方法
重力恢复与气候实验(GRACE)和GRACE后续(GRACE- fo)任务的时变重力场解通常受到相关误差的污染,特别是参数相关(强参数耦合)和观测噪声相关(有色而非白噪声)。在这种情况下,我们提出了一种去相关的方法,以追求一个改进的时变重力解后,逐步处理。分步去相关方法包括标准、参数去相关和观测噪声去相关三个步骤。首先,标准流程为后续工作提供了可靠的信号参考。然后,通过分别估计轨道和重力场参数实现参数解相关;最后,为了达到观测噪声去相关的目的,利用参数去相关结果得到的后拟合残差估计一个彩色噪声模型,并考虑该模型来确定最终的重力场模型,具体称为逐步去相关解。其基本思想是,在动态参数单独估计的正则化约束下,压缩后的动态参数空间允许在拟合后残差中出现一定的低频摄动误差,从而能够全面表征观测噪声相关性。利用这种逐级去相关方法,对GRACE-FO逐月重力场时间序列进行处理,并从信噪两方面评价其性能。噪声水平的频谱和空间域分析证实了最终解决方案中显著的噪声抑制。例如,相对于标准解决方案,在平均大地水准面高差超过80度的情况下,它可以实现~ 66%的降噪。逐步去相关解决方案的流域尺度信号评估表明,对完整信号(特别是趋势和季节成分)和高频年内变化(每年最多6个周期)都进行了无偏估计,并对区域情景事件进行了准确提取,与最新的科学数据系统(SDS)产品显示出高度的一致性。除了GRACE- fo之外,普适性测试证实了该方法对GRACE数据处理方案的适用性,并有可能扩展到下一代重力任务中。
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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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