Equazioni alle Derivate Parziali nella Dinamica dei Fluidi

On the existence of inertial manifolds for a deconvolution model of the 2D mean Boussinesq equations

speaker: Davide Catania (Università di Brescia)

abstract: We show the existence of an inertial manifold (i.e.a globally invariant, exponentially attracting, finite-dimensional manifold) for the approximate deconvolution model of the 2D mean Boussinesq equations. This model is obtained by means of the Van Cittern approximate deconvolution operators, which is applied to the 2D filtered Boussinesq equations.

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