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Mathematical Study of Degenerate Boundary Layers: A Large Scale Ocean Circulation Problem (Memoirs of the American Mathematical Society) PDF

118 Pages·2018·1.4 MB·English
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by Anne-Laure Dalibard| 2018| 118 pages| 1.4| English

About Mathematical Study of Degenerate Boundary Layers: A Large Scale Ocean Circulation Problem (Memoirs of the American Mathematical Society)

This paper is concerned with a complete asymptotic analysis as $E to 0$ of the Munk equation $partial xpsi -E Delta 2 psi = tau $ in a domain $Omega subset mathbf R2$, supplemented with boundary conditions for $psi $ and $partial n psi $. This equation is a simple model for the circulation of currents in closed basins, the variables $x$ and $y$ being respectively the longitude and the latitude. A crude analysis shows that as $E to 0$, the weak limit of $psi $ satisfies the so-called Sverdrup transport equation inside the domain, namely $partial x psi 0=tau $, while boundary layers appear in the vicinity of the boundary.

Detailed Information

Author:Anne-Laure Dalibard
Publication Year:2018
ISBN:9781470428358
Pages:118
Language:English
File Size:1.4
Format:PDF
Price:FREE
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