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@ARTICLE{Montzka:127042,
author = {Montzka, Carsten and Pauwels, Valentijn and Franssen,
Harrie-Jan and Han, Xujun and Vereecken, Harry},
title = {{M}ultivariate and {M}ultiscale {D}ata {A}ssimilation in
{T}errestrial {S}ystems: {A} {R}eview},
journal = {Sensors},
volume = {12},
number = {12},
address = {Basel},
publisher = {MDPI},
reportid = {FZJ-2012-00109},
pages = {16291 - 16333},
year = {2012},
abstract = {More and more terrestrial observational networks are being
established to monitor climatic, hydrological and land-use
changes in different regions of the World. In these
networks, time series of states and fluxes are recorded in
an automated manner, often with a high temporal resolution.
These data are important for the understanding of water,
energy, and/or matter fluxes, as well as their biological
and physical drivers and interactions with and within the
terrestrial system. Similarly, the number and accuracy of
variables, which can be observed by spaceborne sensors, are
increasing. Data assimilation (DA) methods utilize these
observations in terrestrial models in order to increase
process knowledge as well as to improve forecasts for the
system being studied. The widely implemented automation in
observing environmental states and fluxes makes an
operational computation more and more feasible, and it opens
the perspective of short-time forecasts of the state of
terrestrial systems. In this paper, we review the state of
the art with respect to DA focusing on the joint
assimilation of observational data precedents from different
spatial scales and different data types. An introduction is
given to different DA methods, such as the Ensemble Kalman
Filter (EnKF), Particle Filter (PF) and variational methods
(3/4D-VAR). In this review, we distinguish between four
major DA approaches: (1) univariate single-scale DA (UVSS),
which is the approach used in the majority of published DA
applications, (2) univariate multiscale DA (UVMS) referring
to a methodology which acknowledges that at least some of
the assimilated data are measured at a different scale than
the computational grid scale, (3) multivariate single-scale
DA (MVSS) dealing with the assimilation of at least two
different data types, and (4) combined multivariate
multiscale DA (MVMS). Finally, we conclude with a discussion
on the advantages and disadvantages of the assimilation of
multiple data types in a simulation model. Existing
approaches can be used to simultaneously update several
model states and model parameters if applicable. In other
words, the basic principles for multivariate data
assimilation are already available. We argue that a better
understanding of the measurement errors for different
observation types, improved estimates of observation bias
and improved multiscale assimilation methods for data which
scale nonlinearly is important to properly weight them in
multiscale multivariate data assimilation. In this context,
improved cross-validation of different data types, and
increased ground truth verification of remote sensing
products are required.},
cin = {IBG-3},
ddc = {620},
cid = {I:(DE-Juel1)IBG-3-20101118},
pnm = {246 - Modelling and Monitoring Terrestrial Systems: Methods
and Technologies (POF2-246)},
pid = {G:(DE-HGF)POF2-246},
typ = {PUB:(DE-HGF)16},
UT = {WOS:000312607500018},
doi = {10.3390/s121216291},
url = {https://juser.fz-juelich.de/record/127042},
}