Article

Abstract

• We develop the asymptotic behavior for the solutions to the stationary Navier-Stokes equation in the exterior domain of the 2D hyperbolic space. More precisely, given the finite Dirichlet norm of the velocity, we show the velocity decays to 0 at infinity. We also address the decay rate for the vorticity and the behavior of the pressure.

Creator

• Chan, Chi Hin
• Chen, Che-Kai
• Czubak, Magdalena

Date Issued

• 2017-01-01

Academic Affiliation

• Mathematics

Journal Title

• Dynamics of Partial Differential Equations

Journal Issue/Number

• 3

Journal Volume

• 14

Subject

• Stationary Navier–Stokes
• asymptotics
• exterior domain
• hyperbolic plane

Last Modified

• 2019-12-05

Resource Type

• Article

Rights Statement

• In Copyright

DOI

•  http://dx.doi.org/10.4310/DPDE.2017.v14.n3.a2

ISSN

• 2163-7873

Language

• English [eng]

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