Abstract
Knowledge of the variances and covariances of gridded terrestrial water storage anomalies (TWS) as observed with GRACE and GRACE-FO is crucial for many applications thereof. For example, data assimilation into different models, trend estimations, or combinations with other data set require reliable estimations of the variances and covariances. Today, the Level-2 Stokes coefficients are provided with formal variance-covariance matrices which can yield variance-covariance matrices of the gridded data after a labourious variance propagation through all post-processing steps, including filtering and spherical harmonic synthesis. Unfortunately, this is beyond the capabilities of many, if not most, users.
This is why, we developed a spatial covariance model for gridded TWS data. The covariance model results in non-homogeneous, non-stationary, and anisotropic covariances. This model also accommodates a wave-like behaviour in latitudinal-directed correlations caused by residual striping errors. The model is applied to both VDK3 filtered GFZ RL06 and ITSG-Grace2018 TWS data.
This is why, we developed a spatial covariance model for gridded TWS data. The covariance model results in non-homogeneous, non-stationary, and anisotropic covariances. This model also accommodates a wave-like behaviour in latitudinal-directed correlations caused by residual striping errors. The model is applied to both VDK3 filtered GFZ RL06 and ITSG-Grace2018 TWS data.
Original language | English |
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DOIs | |
Publication status | Published - 30 Apr 2021 |
Event | EGU General Assembly 2021 - Virtuell Duration: 19 Apr 2021 → 30 Apr 2021 https://egu21.eu |
Conference
Conference | EGU General Assembly 2021 |
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Abbreviated title | vEGU21 |
City | Virtuell |
Period | 19/04/21 → 30/04/21 |
Internet address |
Keywords
- GRACE
- uncertainty
- covariance model
ASJC Scopus subject areas
- Earth and Planetary Sciences(all)
Fields of Expertise
- Sustainable Systems