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Wei, Na, Zhou, Yuxin, Shi, Chuang, Xu, Xueqing, Rebischung, Paul, and Liu, Jingnan, 2025. Toward a Refined Estimation of Geocenter Motion From GNSS Displacements: Mitigating Thermoelastic Deformation and Systematic Errors. Journal of Geophysical Research (Solid Earth), 130(7):e2024JB028967, doi:10.1029/2024JB028967.
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@ARTICLE{2025JGRB..13028967W,
author = {{Wei}, Na and {Zhou}, Yuxin and {Shi}, Chuang and {Xu}, Xueqing and {Rebischung}, Paul and {Liu}, Jingnan},
title = "{Toward a Refined Estimation of Geocenter Motion From GNSS Displacements: Mitigating Thermoelastic Deformation and Systematic Errors}",
journal = {Journal of Geophysical Research (Solid Earth)},
keywords = {geocenter motion, GNSS inversion, thermoelastic deformation, GPS draconitic errors, denoising},
year = 2025,
month = jul,
volume = {130},
number = {7},
eid = {e2024JB028967},
pages = {e2024JB028967},
abstract = "{The geocenter motion (GCM), associated with the degree-1 component of
surface mass redistribution in the Earth's fluid envelope, is
difficult to observe with sufficient precision. Estimating GCM
through the degree-1 deformation approach assumes that seasonal
Global Navigation Satellite System (GNSS) variations are
primarily induced by surface mass loading. However, this is not
the case for GNSS displacements due to the presence of prominent
non-loading errors. For a refined estimation of GCM, we modeled
and mitigated three types of non-loading errors, including
bedrock thermoelastic deformation, GNSS draconitic errors (DRE),
and background noises, in GNSS displacements derived from the
International GNSS Service third reprocessing. Results
demonstrate that thermoelastic deformation is a significant
contributor to annual variations in the Z component with an
amplitude of approximately 1.8 mm. Prominent non-seasonal
scatters in the X and Y components are also significantly
reduced by removing DRE and filtering out background noises.
Besides, an abnormal fluctuation in the X component over the
period 2012{\textendash}2014 has also been mitigated. Overall,
by accounting for non-loading errors, the GNSS-derived GCM
becomes more consistent with independent GCM estimates from the
geophysical loading model, the method combined Gravity Recovery
and Climate Experiment and Ocean Bottom Pressure data, and
Satellite Laser Ranging. Taking the geophysical loading model as
an example, the percentages of GNSS-derived GCM variances that
can be explained are remarkably improved from (35\%, 60\%, and
48\%) to (75\%, 68\%, and 73\%) in the X, Y, and Z components,
respectively. Accurate modeling of non-loading errors can
provide a perspective for obtaining refined geocenter estimates
solely relying on GNSS displacements.}",
doi = {10.1029/2024JB028967},
adsurl = {https://ui.adsabs.harvard.edu/abs/2025JGRB..13028967W},
adsnote = {Provided by the SAO/NASA Astrophysics Data System}
}
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