Add to ORKGWe consider the following overdetermined problem in the plane, known as the hollow vortex problem: (1) ∆u = 0 in Ωu constant on each component of ∂Ω||∇u| | = 1 on ∂
The classical theory of rectilinear vortex motion has been generalized to include vortices in thin f...
We consider the incompressible Euler equations in the half cylinder $ \mathbb{R}_{>0}\times\mathbb{T...
The main purpose of this work is to establish the existence of a weak solution to the incompressible...
International audienceWe consider an overdetermined elliptic problem known as the hollow vortex prob...
An analytical method for determining the shape of hollow vortices in shear flows is presented in det...
An analytical method for determining the shape of hollow vortices in shear flows is presented in det...
Free-streamline theory is employed to construct an exact steady solution for a linear array of hollo...
An analytical solution is presented for steady inviscid separated flows modelled by hollow vortices...
AbstractThis paper considers the structure and linear stability of two-dimensional hollow vortex equ...
By using analytic tools for 2D rotational inviscid flow, the stagnation points of Pocklington hollow...
We develop a mathematical framework for the dynamics of a set of point vortices on a class of differ...
We consider the Navier-Stokes equations for viscous incompressible flows in the half plane under the...
Este trabalho apresenta uma dedução das equações para a dinâmica de vórtices em superfícies utilizan...
We study the existence, uniqueness and minimality of critical points of the form mε,η(x) = (fε,η(|x|...
We consider the hollow on the half-plane $\{ (x,y) : y \le 0 \} \subset \mathbb{R}^2$ defined by a f...
The classical theory of rectilinear vortex motion has been generalized to include vortices in thin f...
We consider the incompressible Euler equations in the half cylinder $ \mathbb{R}_{>0}\times\mathbb{T...
The main purpose of this work is to establish the existence of a weak solution to the incompressible...
International audienceWe consider an overdetermined elliptic problem known as the hollow vortex prob...
An analytical method for determining the shape of hollow vortices in shear flows is presented in det...
An analytical method for determining the shape of hollow vortices in shear flows is presented in det...
Free-streamline theory is employed to construct an exact steady solution for a linear array of hollo...
An analytical solution is presented for steady inviscid separated flows modelled by hollow vortices...
AbstractThis paper considers the structure and linear stability of two-dimensional hollow vortex equ...
By using analytic tools for 2D rotational inviscid flow, the stagnation points of Pocklington hollow...
We develop a mathematical framework for the dynamics of a set of point vortices on a class of differ...
We consider the Navier-Stokes equations for viscous incompressible flows in the half plane under the...
Este trabalho apresenta uma dedução das equações para a dinâmica de vórtices em superfícies utilizan...
We study the existence, uniqueness and minimality of critical points of the form mε,η(x) = (fε,η(|x|...
We consider the hollow on the half-plane $\{ (x,y) : y \le 0 \} \subset \mathbb{R}^2$ defined by a f...
The classical theory of rectilinear vortex motion has been generalized to include vortices in thin f...
We consider the incompressible Euler equations in the half cylinder $ \mathbb{R}_{>0}\times\mathbb{T...
The main purpose of this work is to establish the existence of a weak solution to the incompressible...