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Journal Articles Analysis and Applications Year : 2007

Some 2.5D Models for the Primitive Equations of the Ocean and the Atmosphere

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Abstract

The primitive equations (PEs) of the atmosphere and the ocean without viscosity are considered. A 2.5D model is introduced, whose motivation is described in the Introduction. A set of nonlocal boundary conditions is proposed, and well-posedness is established for the flows linearized around a constant velocity stratified flow; homogeneous and nonhomogeneous boundary conditions are considered. A related model of dimension 2.5, of physical interest but with fewer degrees of freedom, is also considered at the end.
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Dates and versions

inria-00172578 , version 1 (17-09-2007)

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Cite

Qingshan Chen, Jacques Laminie, Antoine Rousseau, Roger M. Temam, Joe Tribbia. Some 2.5D Models for the Primitive Equations of the Ocean and the Atmosphere. Analysis and Applications, 2007, 5 (3), pp.199-229. ⟨10.1142/S021953050700095X⟩. ⟨inria-00172578⟩
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