Add to ORKGAs a development of the work [2], we give a short analysis of regular and chaotic regimes in an idealized periodical current over a submerged obstacle of Gaussian shape.</p
The periodically forced spatially extended Brusselator is investigated in the chaotic regime. We exp...
In this thesis the instability of two viscous incompressible flows is discussed by using numeric...
The minimum-energy method to generate chaotic advection should be to use an irrotational flow. Howev...
As a development of the work [2], we give a short analysis of regular and chaotic regimes in an idea...
Colloque avec actes et comité de lecture. Internationale.International audienceIn the framework of b...
The effect of an isolated submarine obstacle on the motion of fluid particles in a periodic external...
The effect of an isolated submarine obstacle on the motion of fluid particles in a periodic external...
In the framework of background currents, we examine a dynamically consistent model of a periodic flo...
Chaos theory offers new means of understanding and prediction of phenomena otherwise considered ran...
Fluid motion in turbulence is intrinsically chaotic, which varies randomly both in space and in time...
Beginning with motivating examples of chaotic fluid advection applied to control mixing and scalar t...
Within the field of chaos theory several methods for the analysis of complex dynamical systems have ...
In this study we discuss the shapes and statistics of the rogue (freak) waves emerging due to wave-c...
This paper considers the properties of nonlinear waves and solitons of Kortewegde Vries equation in ...
Recently both shear turbulence and isotropic turbu-lence have been investigated by means of unstable...
The periodically forced spatially extended Brusselator is investigated in the chaotic regime. We exp...
In this thesis the instability of two viscous incompressible flows is discussed by using numeric...
The minimum-energy method to generate chaotic advection should be to use an irrotational flow. Howev...
As a development of the work [2], we give a short analysis of regular and chaotic regimes in an idea...
Colloque avec actes et comité de lecture. Internationale.International audienceIn the framework of b...
The effect of an isolated submarine obstacle on the motion of fluid particles in a periodic external...
The effect of an isolated submarine obstacle on the motion of fluid particles in a periodic external...
In the framework of background currents, we examine a dynamically consistent model of a periodic flo...
Chaos theory offers new means of understanding and prediction of phenomena otherwise considered ran...
Fluid motion in turbulence is intrinsically chaotic, which varies randomly both in space and in time...
Beginning with motivating examples of chaotic fluid advection applied to control mixing and scalar t...
Within the field of chaos theory several methods for the analysis of complex dynamical systems have ...
In this study we discuss the shapes and statistics of the rogue (freak) waves emerging due to wave-c...
This paper considers the properties of nonlinear waves and solitons of Kortewegde Vries equation in ...
Recently both shear turbulence and isotropic turbu-lence have been investigated by means of unstable...
The periodically forced spatially extended Brusselator is investigated in the chaotic regime. We exp...
In this thesis the instability of two viscous incompressible flows is discussed by using numeric...
The minimum-energy method to generate chaotic advection should be to use an irrotational flow. Howev...