Add to ORKGTwo-vortex solutions from the mean field equations respecting all conservation laws of the Euler equations in two dimensions are calculated in a unit disk. These states are compared to symmetric and off-center single-vortex solutions. A thermodynamic stability analysis is used to determine their stability and a critical separation for stable two-vortex states is found from the crossover to instability. This could explain the merging critical ratios observed in numerical simulations and experiments
Abstract:- The dynamics of two two-dimensional asymmetric and symmetric mergers is investigated. In ...
Colloque avec actes et comité de lecture. Internationale.International audienceWe investigate the st...
Quasi-2D Geophysical or engineering flows see sometimes important changes in their structure leading...
Two-vortex solutions from the mean field equations respecting all conservation laws of the Euler equ...
A general theory for two-dimensional vortex interactions is developed from the observation that, und...
In this thesis we study the coherent vortices of a two-dimensional incompressible ideal fluid (the E...
Equilibrium shapes of two-dimensional rotating configurations of uniform vortices are numerically ca...
This work investigates fundamental two-dimensional vortex pair dynamics in unstratified and stably s...
In this study we examine the interaction between two like-signed quasi-geostrophic vortices containi...
The two-dimensional vortex merging problem has been solved for a wide range of ReΓ values and for in...
This paper examines the critical merger or strong interaction distance between two equal-potential-v...
The shapes and properties of two equal corotating uniform vortices, rotating steadily about each oth...
All aircraft shed, as a consequence of lift, a wake ("vorticity sheet") which rapidly rolls up into ...
10 p.We propose a quantitative criterion for the merging of a pair of equal two-dimensional co-rotat...
We calculate the equilibrium states of a two-dimensional inviscid fluid in disk and annular geometri...
Abstract:- The dynamics of two two-dimensional asymmetric and symmetric mergers is investigated. In ...
Colloque avec actes et comité de lecture. Internationale.International audienceWe investigate the st...
Quasi-2D Geophysical or engineering flows see sometimes important changes in their structure leading...
Two-vortex solutions from the mean field equations respecting all conservation laws of the Euler equ...
A general theory for two-dimensional vortex interactions is developed from the observation that, und...
In this thesis we study the coherent vortices of a two-dimensional incompressible ideal fluid (the E...
Equilibrium shapes of two-dimensional rotating configurations of uniform vortices are numerically ca...
This work investigates fundamental two-dimensional vortex pair dynamics in unstratified and stably s...
In this study we examine the interaction between two like-signed quasi-geostrophic vortices containi...
The two-dimensional vortex merging problem has been solved for a wide range of ReΓ values and for in...
This paper examines the critical merger or strong interaction distance between two equal-potential-v...
The shapes and properties of two equal corotating uniform vortices, rotating steadily about each oth...
All aircraft shed, as a consequence of lift, a wake ("vorticity sheet") which rapidly rolls up into ...
10 p.We propose a quantitative criterion for the merging of a pair of equal two-dimensional co-rotat...
We calculate the equilibrium states of a two-dimensional inviscid fluid in disk and annular geometri...
Abstract:- The dynamics of two two-dimensional asymmetric and symmetric mergers is investigated. In ...
Colloque avec actes et comité de lecture. Internationale.International audienceWe investigate the st...
Quasi-2D Geophysical or engineering flows see sometimes important changes in their structure leading...