ID:
publications-1519
Type:
PEER REVIEWED ARTICLE
Year:
2016
Authors:
A. Gruber , C.-H. Su , W. T. Crow , S. Zwieback , W. A. Dorigo , W. Wagner
Title:
Estimating error cross-correlations in soil moisture data sets using extended collocation analysis
Venue/Journal:
DOI:
10.1002/2015jd024027
Research type:
Simulation & Modeling
Water System:
Precipitation & Ecological Systems
Technical Focus:
Abstract:
AbstractGlobal soil moisture records are essential for studying the role of hydrologic processes within the larger earth system. Various studies have shown the benefit of assimilating satelliteâbased soil moisture data into water balance models or merging multisource soil moisture retrievals into a unified data set. However, this requires an appropriate parameterization of the error structures of the underlying data sets. While triple collocation (TC) analysis has been widely recognized as a powerful tool for estimating random error variances of coarseâresolution soil moisture data sets, the estimation of error cross covariances remains an unresolved challenge. Here we propose a methodâreferred to as extended collocation (EC) analysisâfor estimating error crossâcorrelations by generalizing the TC method to an arbitrary number of data sets and relaxing the therein made assumption of zero error crossâcorrelation for certain data set combinations. A synthetic experiment shows that EC analysis is able to reliably recover true error crossâcorrelation levels. Applied to real soil moisture retrievals from Advanced Microwave Scanning RadiometerâEOS (AMSRâE) Câband and Xâband observations together with advanced scatterometer (ASCAT) retrievals, modeled data from Global Land Data Assimilation System (GLDAS)âNoah and in situ measurements drawn from the International Soil Moisture Network, EC yields reasonable and strong nonzero error crossâcorrelations between the two AMSRâE products. Against expectation, nonzero error crossâcorrelations are also found between ASCAT and AMSRâE. We conclude that the proposed EC method represents an important step toward a fully parameterized error covariance matrix for coarseâresolution soil moisture data sets, which is vital for any rigorous data assimilation framework or data merging scheme.
Link with Projects:
603608
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