Display Abstract

Title Exponential Decay of the Power Spectrum and Finite Dimensionality for Solutions of the Three Dimensional Primitive Equations

Name Madalina Petcu
Country France
Email Madalina.Petcu@math.univ-poitiers.fr
Co-Author(s)
Submit Time 2014-02-27 10:30:40
Session
Special Session 43: Harmonic analysis tools for fluid mechanics
Contents
The purpose of this talk is to estimate the number of modes, volumes and nodes, sufficient to describe well the solution of the three dimensional primitive equations; the physical meaning of these estimates is also discussed. We also study the exponential decay of the spatial power spectrum for the three dimensional primitive equations.