Add to ORKGThe results of Dirichlet, Dedekind and Riemann on 'ellipsoidal figures of equilibrium' of rotating selfgravitating fluids are reviewed in the context of the geometric theory of Hamiltonian systems with symmetry
The effects of general relativity, in the post-Newtonian approximation, on the Jacobian figures of e...
We consider numerous variations of a rigid body in an inviscid fluid. The different cases are specif...
We study the perturbation modes of rotating superfluid ellipsoidal figures of equilibrium in the fra...
Abstract: The results of Dirichlet, Dedekind and Rie-mann on 'ellipsoidal figures of equilibriu...
Using modern differential geometric methods, we study the relative equilibria for Dirichlet's model ...
In this paper we consider ellipsoidal figures of equilibrium (of semi-axes a, a, and a) of homogeneo...
Riemann's problem is concerned with the ellipsoidal figures of equilibrium of homogeneous masses rot...
The equilibrium of a rotating self-gravitating fluid is governed by non-linear equations. The equili...
Riemann ellipsoids model rotating galaxies when the galactic velocity field is a linear function of ...
Abstract: The Riemann ellipsoids are steady motions of an ideal, incompressible, self-gravitating fl...
In this paper a unified theory of systematically rotating and peculiar motions is developed for home...
The equilibria and stability of self-gravitating liquid masses has been studied and debated for more...
AbstractThe fluid dynamical equations of motion for rotating Riemann ellipsoids are presented as a L...
Roche's problem is concerned with the equilibrium and the stability of rotating homogeneous masses w...
AbstractThe equations for axisymmetric self-gravitating rotating fluid have been studied extensively...
The effects of general relativity, in the post-Newtonian approximation, on the Jacobian figures of e...
We consider numerous variations of a rigid body in an inviscid fluid. The different cases are specif...
We study the perturbation modes of rotating superfluid ellipsoidal figures of equilibrium in the fra...
Abstract: The results of Dirichlet, Dedekind and Rie-mann on 'ellipsoidal figures of equilibriu...
Using modern differential geometric methods, we study the relative equilibria for Dirichlet's model ...
In this paper we consider ellipsoidal figures of equilibrium (of semi-axes a, a, and a) of homogeneo...
Riemann's problem is concerned with the ellipsoidal figures of equilibrium of homogeneous masses rot...
The equilibrium of a rotating self-gravitating fluid is governed by non-linear equations. The equili...
Riemann ellipsoids model rotating galaxies when the galactic velocity field is a linear function of ...
Abstract: The Riemann ellipsoids are steady motions of an ideal, incompressible, self-gravitating fl...
In this paper a unified theory of systematically rotating and peculiar motions is developed for home...
The equilibria and stability of self-gravitating liquid masses has been studied and debated for more...
AbstractThe fluid dynamical equations of motion for rotating Riemann ellipsoids are presented as a L...
Roche's problem is concerned with the equilibrium and the stability of rotating homogeneous masses w...
AbstractThe equations for axisymmetric self-gravitating rotating fluid have been studied extensively...
The effects of general relativity, in the post-Newtonian approximation, on the Jacobian figures of e...
We consider numerous variations of a rigid body in an inviscid fluid. The different cases are specif...
We study the perturbation modes of rotating superfluid ellipsoidal figures of equilibrium in the fra...