11 citations · 31 across the 7 of their papers we have counts for
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Nested spheroidal figures of equilibrium I. Approximate solutions for rigid rotations
Jean-Marc Huré
We discuss the equilibrium conditions for a body made of two homogeneous components separated by oblate spheroidal surfaces and in relative motion. While exact solutions are not pe…
Nested spheroidal figures of equilibrium II. Generalization to L layers
Jean-Marc Huré
We present a vectorial formalism to determine the approximate solutions to the problem of a composite body made of homogeneous, rigidly rotating layers bounded by spheroidal su…
Rigidly rotating, incompressible spheroid-ring systems: new bifurcations, critical rotations and degenerate states
B. Basillais, J. -M. Huré
The equilibrium of incompressible spheroid-ring systems in rigid rotation is investigated by numerical means for a unity density contrast. A great diversity of binary configuration…
Interior potential of a toroidal shell from pole values
J. -M. Huré, A. Trova, V. Karas +11
We have investigated the toroidal analog of ellipsoidal shells of matter, which are of great significance in Astrophysics. The exact formula for the gravitational potential $Ψ(R,Z)…
The equilibrium of over-pressurised polytropes
J. -M. Huré, F. Hersant, G. Nasello
We investigate the impact of an external pressure on the structure of self-gravitating polytropes for axially symmetric ellipsoids and rings. The confinement of the fluid by photon…