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1  \section{Introduction}  \section{Introduction}
2  \label{sec:intro}  \label{sec:intro}
3    
4    In the past five years, oceanographic state estimation has matured to the
5    extent that estimates of the evolving circulation of the ocean constrained by
6    in-situ and remotely sensed global observations are now routinely available
7    and being applied to myriad scientific problems \citep{wun07}.  Ocean state
8    estimation is the process of fitting an ocean general circulation model (GCM)
9    to a multitude of observations.  As formulated by the consortium Estimating
10    the Circulation and Climate of the Ocean (ECCO), an automatic differentiation
11    tool is used to calculate the so-called adjoint code of a GCM.  The method of
12    Lagrange multipliers is then used to render the problem one of unconstrained
13    least-squares minimization.  Although much has been achieved, the existing
14    ECCO estimates lack intercative sea ice.  This limits the ability of ECCO to
15    utilize satellite data constraints over sea-ice covered regions.  This also
16    limits the usefulness of the ECCO ocean state estimates for describing and
17    studying polar-subpolar interactions.
18    
19  The availability of an adjoint model as a powerful research tool  The availability of an adjoint model as a powerful research tool
20  complementary to an ocean model was a major design requirement early  complementary to an ocean model was a major design requirement early
21  on in the development of the MIT general circulation model (MITgcm)  on in the development of the MIT general circulation model (MITgcm)
# Line 29  studies to motivate the present work. Line 44  studies to motivate the present work.
44  Traditionally, probably for historical reasons and the ease of  Traditionally, probably for historical reasons and the ease of
45  treating the Coriolis term, most standard sea-ice models are  treating the Coriolis term, most standard sea-ice models are
46  discretized on Arakawa-B-grids \citep[e.g.,][]{hibler79, harder99,  discretized on Arakawa-B-grids \citep[e.g.,][]{hibler79, harder99,
47    kreyscher00, zhang98, hunke97}. From the perspective of coupling a    kreyscher00, zhang98, hunke97}\ml{, although there are sea ice only
48  sea ice-model to a C-grid ocean model, the exchange of fluxes of heat    models diretized on a C-grid \citep[e.g.,][]{tremblay97,
49  and fresh-water pose no difficulty for a B-grid sea-ice model      lemieux09}}. From the perspective of coupling a sea ice-model to a
50    C-grid ocean model, the exchange of fluxes of heat and fresh-water
51    pose no difficulty for a B-grid sea-ice model
52  \citep[e.g.,][]{timmermann02a}. However, surface stress is defined at  \citep[e.g.,][]{timmermann02a}. However, surface stress is defined at
53  velocities points and thus needs to be interpolated between a B-grid  velocities points and thus needs to be interpolated between a B-grid
54  sea-ice model and a C-grid ocean model. Smoothing implicitly  sea-ice model and a C-grid ocean model. Smoothing implicitly
# Line 59  model; it presents example Arctic and An Line 76  model; it presents example Arctic and An
76  eddy-permitting, global ocean and sea-ice configuration; it compares B-grid  eddy-permitting, global ocean and sea-ice configuration; it compares B-grid
77  and C-grid dynamic solvers in a regional Arctic configuration; and it presents  and C-grid dynamic solvers in a regional Arctic configuration; and it presents
78  example results from coupled ocean and sea-ice adjoint-model integrations.  example results from coupled ocean and sea-ice adjoint-model integrations.
79    
80    %%% Local Variables:
81    %%% mode: latex
82    %%% TeX-master: "ceaice"
83    %%% End:

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