Authors: Raphaël Danchin Marius Paicu
Publish Date: 2009/05/09
Volume: 290, Issue: 1, Pages: 1-14
Abstract
The present paper is dedicated to the study of the global existence for the inviscid twodimensional Boussinesq system We focus on finite energy data with bounded vorticity and we find out that under quite a natural additional assumption on the initial temperature there exists a global unique solution No smallness conditions are imposed on the data The global existence issues for infinite energy initial velocity and for the Bénard system are also discussed
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