36 citations · 98 across the 6 of their papers we have counts for
8 papers
Creep tide theory. Equations for differentiated bodies with aligned layers
Sylvio Ferraz-Mello, Hugo A. Folonier, Gabriel O. Gomes
The creep tide theory is used to establish the basic equations of the tidal evolution of differentiated bodies formed by aligned homogeneous layers in co-rotation. The mass concent…
Creep Tide Model for the 3-Body Problem. The rotational evolution of a circumbinary planet
F. A. Zoppetti, H. Folonier, A. M. Leiva +1
We present a tidal model for treating the rotational evolution in the general three-body problem with arbitrary viscosities, in which all the masses are considered to be extended a…
Tidal friction in satellites and planets. The new version of the creep tide theory
Sylvio Ferraz-Mello, Cristian Beaugé, Hugo Alberto Folonier +1
Paper on the creep tide theory and its applications to satellites and planets with emphasis on a new set of differential equations allowing easier numerical studies. The creep tide…
Rotation and figure evolution in the creep tide theory. A new approach and application to Mercury
Gabriel O. Gomes, Hugo A. Folonier, Sylvio Ferraz-Mello
This paper deals with the rotation and figure evolution of a planet near the 3/2 spin-orbit resonance and the exploration of a new formulation of the creep tide theory (Folonier et…
A self-consistent weak friction model for the tidal evolution of circumbinary planets
F. A. Zoppetti, C. Beaugé, A. M. Leiva +1
We present a self-consistent model for the tidal evolution of circumbinary planets. Based on the weak-friction model, we derive expressions of the resulting forces and torques cons…
Tidal synchronization of an anelastic multi-layered body: Titan's synchronous rotation
Hugo A. Folonier, Sylvio Ferraz-Mello
This paper presents one analytical tidal theory for a viscoelastic multi-layered body with an arbitrary number of homogeneous layers. Starting with the static equilibrium figure, m…