We study the two dimensional Navier–Stokes initial boundary value problem in exterior domains assuming that the initial data u0 belongs L∞. The global (in time) unique existence of this problem is furnished. The behavior of |u(t)|∞ for large t is of double exponential kind.
Global Existence of Solutions to 2-D Navier–Stokes Flow with Non-decaying Initial Data in Exterior Domains
Paolo Maremonti
;
2018
Abstract
We study the two dimensional Navier–Stokes initial boundary value problem in exterior domains assuming that the initial data u0 belongs L∞. The global (in time) unique existence of this problem is furnished. The behavior of |u(t)|∞ for large t is of double exponential kind.File in questo prodotto:
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