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Dispersive effects of weakly compressible and fast rotating inviscid fluids 

Ngo, V.-S.; Scrobogna, S. (2017-08)
We consider a system describing the motion of an isentropic, inviscid, weakly compressible, fast rotating fluid in the whole space $\mathbb{R}^3$, with initial data belonging to $ H^s \left( \mathbb{R}^3 \right), s>5/2 $. ...
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Derivation of limit equation for a singular perturbation of a 3D periodic Boussinesq system 

Scrobogna, S. (2017-07-15)
We consider a system describing the dynamics of an hydrodynamical, density-dependent flow under the effects of gravitational forces. We prove that if the Froude number is sufficiently small such system is globally well ...
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Highly rotating fluids with vertical stratification for periodic data and vanishing vertical viscosity 

Scrobogna, S. (2017-07)
We prove that the three-dimensional, periodic primitive equations with zero vertical diffusivity are globally well posed if the Rossby and Froude number are sufficiently small. The initial data is considered to be of zero ...

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Scrobogna, S. (3)
Ngo, V.-S. (1)Subjectcompressible fluids (1)Dispersion (1)Incompressible fluids, stratified fluids, parabolic systems, bootstrap (1)rotating fluids (1)... másFecha
2017 (3)

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