Add to ORKGThe dynamical behavior of a heavy circular cylinder and N point vortices in an ideal liquid is considered. The governing equations are presented in Hamiltonian form. Integrals of motion are found. Allowable types of trajectories are discussed. The stability of finding equilibrium solutions is investigated and some remarkable types of partial solutions of the system are presented. The system demonstrate chaotic behavior of dynamics
The study of vortex flows around solid obstacles is of considerable interest from both a theoretical...
A variational principle is presented which characterizes steady motions, at finite Rossby number, of...
Vortex motion behind a circular cylinder moving through water is discussed. It is shown that a pair ...
The dynamical behavior of a heavy circular cylinder and N point vortices in an ideal ...
The problem of motion of the vortices around an oscillating cylinder in the presence of a uniform fl...
This paper studies the dynamical fluid plus rigid-body system consisting of a two-dimensional rigid ...
We derive the equations of motion for a planar rigid body of circular shape moving in a 2D perfect f...
Abstract—In this paper, we obtain a nonlinear Poisson structure and two first integrals in the probl...
Abstract. In this paper we consider the system of two 2D rigid circular cylin-ders immersed in an un...
This thesis deals with the dynamics of a coupled system comprised of a rigid body containing one or ...
International audienceWe study the inviscid coupled motion of a rigid body (of density ρb, in a flui...
Abstract. In a previous paper, we presented a (noncanonical) Hamiltonian model for the dy-namic inte...
Using Hamiltonian methods, we analyze the motion of point vortices in a circular domain. We summariz...
Thesis (Doctoral)--Izmir Institute of Technology, Mathematics, Izmir, 2011Includes bibliographical r...
The model of body–vortex interactions, where the fluid flow is planar, ideal and unbounded, and the ...
The study of vortex flows around solid obstacles is of considerable interest from both a theoretical...
A variational principle is presented which characterizes steady motions, at finite Rossby number, of...
Vortex motion behind a circular cylinder moving through water is discussed. It is shown that a pair ...
The dynamical behavior of a heavy circular cylinder and N point vortices in an ideal ...
The problem of motion of the vortices around an oscillating cylinder in the presence of a uniform fl...
This paper studies the dynamical fluid plus rigid-body system consisting of a two-dimensional rigid ...
We derive the equations of motion for a planar rigid body of circular shape moving in a 2D perfect f...
Abstract—In this paper, we obtain a nonlinear Poisson structure and two first integrals in the probl...
Abstract. In this paper we consider the system of two 2D rigid circular cylin-ders immersed in an un...
This thesis deals with the dynamics of a coupled system comprised of a rigid body containing one or ...
International audienceWe study the inviscid coupled motion of a rigid body (of density ρb, in a flui...
Abstract. In a previous paper, we presented a (noncanonical) Hamiltonian model for the dy-namic inte...
Using Hamiltonian methods, we analyze the motion of point vortices in a circular domain. We summariz...
Thesis (Doctoral)--Izmir Institute of Technology, Mathematics, Izmir, 2011Includes bibliographical r...
The model of body–vortex interactions, where the fluid flow is planar, ideal and unbounded, and the ...
The study of vortex flows around solid obstacles is of considerable interest from both a theoretical...
A variational principle is presented which characterizes steady motions, at finite Rossby number, of...
Vortex motion behind a circular cylinder moving through water is discussed. It is shown that a pair ...