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PRIMITIVEEQUATION MODEL FOR THE TROPICS
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mffi warn ma»:', mH8QM 1fSKsw BiMtffilwSMlaKF'un P*«i vnH mflmmm mammllliV ":'....•: :. dodoL
On initialization for primitive equation models formulated for an alternating grid
, 1976
"... In a primitive equation model which uses an alternating grid for the integration, it is necessary to specify initial data for two sets of grid points. It is shown that improved results are obtained if the balance equation is solved for both sets, rather than for only one, and the other one Wig deduc ..."
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In a primitive equation model which uses an alternating grid for the integration, it is necessary to specify initial data for two sets of grid points. It is shown that improved results are obtained if the balance equation is solved for both sets, rather than for only one, and the other one Wig
A Vertically Integrated PrimitiveEquation Model
"... ABSTRACTThe primitive equations are integrated with The model includes topography and is capable of respondrespect to the vertical coordinate, sigma. The resulting ing to diabatic heating. Experiments with and without equations contain vertical eddy terms arising from non the continuity equation a ..."
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ABSTRACTThe primitive equations are integrated with The model includes topography and is capable of respondrespect to the vertical coordinate, sigma. The resulting ing to diabatic heating. Experiments with and without equations contain vertical eddy terms arising from non the continuity equation
Radiative Parameterization for the FNWC Global Primitive Equation Model
, 1974
"... Naval Posi i te iscnod ..."
Primitive Equation Model Using Data Over
"... Approved for public release; distribution unlimited. ..."
Assimilation of drifter observations in primitive equation models of midlatitude ocean circulation
"... [1] Motivated by increases in the realism of OGCMs and the number of drifting buoys in the ocean observing system, a new Lagrangian assimilation technique is implemented in an idealized, reducedgravity configuration of the layered primitive equation model MICOM. Using an extensive set of twin exper ..."
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Cited by 4 (1 self)
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[1] Motivated by increases in the realism of OGCMs and the number of drifting buoys in the ocean observing system, a new Lagrangian assimilation technique is implemented in an idealized, reducedgravity configuration of the layered primitive equation model MICOM. Using an extensive set of twin
Singular vector perturbation growth in a primitive equation model with moist physics
 J. Atmos. Sci
, 1999
"... Finitetime growth of perturbations in the presence of moist physics (specifically, precipitation) is investigated using singular vectors (SVs) in the context of a primitive equation regional model. Two difficulties appear in the explicit consideration of the effect of moist physics when studying su ..."
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Cited by 16 (0 self)
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Finitetime growth of perturbations in the presence of moist physics (specifically, precipitation) is investigated using singular vectors (SVs) in the context of a primitive equation regional model. Two difficulties appear in the explicit consideration of the effect of moist physics when studying
2005), The response of westerly jets to thermal driving in a primitive equation model
 J. Atmos. Sci
"... The structure of westerly jets in a statistically steady state is investigated with both dry and moist models on the sphere. The dry model is forced with an idealized radiative equilibrium temperature profile that consists of a globalscale base profile plus both localized tropical heating and high ..."
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Cited by 32 (7 self)
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The structure of westerly jets in a statistically steady state is investigated with both dry and moist models on the sphere. The dry model is forced with an idealized radiative equilibrium temperature profile that consists of a globalscale base profile plus both localized tropical heating and high
2000: Representation of eddies in primitive equation models by a PV flux
 J. Phys. Oceanogr
"... ABSTRACT The parametric representation of buoyancy and momentum transport by baroclinic eddies in a primitive equation '' plane'' channel is studied through a transformation of the governing equations. Adoption of the ''transformed Eulerian mean'' and the as ..."
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Cited by 9 (1 self)
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ABSTRACT The parametric representation of buoyancy and momentum transport by baroclinic eddies in a primitive equation '' plane'' channel is studied through a transformation of the governing equations. Adoption of the ''transformed Eulerian mean
Results 1  10
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84,841