Search Results - "Robutel, P."

The resonant structure of Jupiter's Trojan asteroids – I. Long-term stability and diffusion by Robutel, P., Gabern, F.

“…We study the global dynamics of the jovian Trojan asteroids by means of the frequency map analysis. We find and classify the main resonant structures that…”
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Long term evolution and chaotic diffusion of the insolation quantities of Mars by Laskar, J., Correia, A.C.M., Gastineau, M., Joutel, F., Levrard, B., Robutel, P.

“…As the obliquity of Mars is strongly chaotic, it is not possible to give a solution for its evolution over more than a few million years. Using the most recent…”
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On the coplanar eccentric non-restricted co-orbital dynamics by Leleu, A., Robutel, P., Correia, A. C. M.

“…We study the phase space of eccentric coplanar co-orbitals in the non-restricted case. Departing from the quasi-circular case, we describe the evolution of the…”
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The resonant structure of Jupiter's Trojan asteroids – II. What happens for different configurations of the planetary system by Robutel, P., Bodossian, J.

“…In a previous paper, we have found that the resonance structure of the present Jupiter Trojan swarms could be split up into four different families of…”
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Frozen orbits at high eccentricity and inclination: application to Mercury orbiter by Delsate, N., Robutel, P., Lemaître, A., Carletti, T.

“…We hereby study the stability of a massless probe orbiting around an oblate central body (planet or planetary satellite) perturbed by a third body, assumed to…”
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On the rotation of co-orbital bodies in eccentric orbits by Leleu, A., Robutel, P., Correia, A. C. M.

“…We investigate the resonant rotation of co-orbital bodies in eccentric and planar orbits. We develop a simple analytical model to study the impact of the…”
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Frequency Map and Global Dynamics in the Solar System I: Short Period Dynamics of Massless Particles by Robutel, P., Laskar, J.

“…Frequency map analysis (FMA) is a refined numerical method based on Fourier techniques that provides a clear representation of the global dynamics of…”
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The chaotic obliquity of the planets by Laskar, J, Robutel, P

“…Numerical study of the obliquity of planets (the global stability of the spin-axis orientation of planets against secular orbital perturbations) shows that all…”
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Stabilization of the Earth's obliquity by the Moon by Laskar, J, Joutel, F, Robutel, P

“…By integrating the equations of precession of the Earth, all possible values of Earth's initial obliquity were investigated. The study shows the Moon to have…”
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The Influence of Giant Planets Near a Mean Motion Resonance on Earth-like Planets in the Habitable Zone of Sun-like Stars by Pilat-Lohinger, E, Süli, Á, Robutel, P, Freistetter, F

“…We present a numerical study of several two-planet systems based on the motions of Jupiter and Saturn, in which the two giant planets move in low eccentric…”
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The Observed Trojans and the Global Dynamics Around The Lagrangian Points of the Sun–Jupiter System by Robutel, P, Gabern, F, Jorba, A

“…In this paper, we make a systematic study of the global dynamical structure of the Sun-Jupiter L^sub 4^ tadpole region. The results are based on long-time…”
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On the stability of Earth-like planets in multi-planet systems by Pilat-Lohinger, E., Robutel, P., Süli, Á., Freistetter, F.

“…We present a continuation of our numerical study on planetary systems with similar characteristics to the Solar System. This time we examine the influence of…”
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Partial Reduction in the N-Body Planetary Problem using the Angular Momentum Integral by Malige, F, Robutel, P, Laskar, J

“…We present a new set of variables for the reduction of the planetary n-body problem, associated to the angular momentum integral, which can be of any use for…”
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The resonant structure of Jupiter's Trojan asteroids - II. What happens for different configurations of the planetary system by Robutel, P., Bodossian, J.

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High order symplectic integrators for perturbed Hamiltonian systems by Laskar, Jacques, Robutel, Philippe

“…A family of symplectic integrators adapted for the integration of perturbed Hamiltonian systems of the form H=A+εB was given in (McLachlan, 1995). We give here…”
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The resonant structure of Jupiter's Trojan asteroids - I. Long-term stability and diffusion by Robutel, P., Gabern, F.

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The TROY project III. Exploring co-orbitals around low-mass stars by Balsalobre-Ruza, O, Lillo-Box, J, Barrado, D, Correia, A, Faria, J. P, Figueira, P, Leleu, A, Robutel, P, Santos, N, Herrero-Cisneros, E

“…Co-orbital objects, also known as trojans, are frequently found in simulations of planetary system formation. In these configurations, a planet shares its…”
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On the coplanar eccentric non restricted co-orbital dynamics by Leleu, A, Robutel, P, Correia, A. C. M

“…We study the phase space of eccentric coplanar co-orbitals in the non-restricted case. Departing from the quasi-circular case, we describe the evolution of the…”
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Planetary system LHS 1140 revisited with ESPRESSO and TESS by Lillo-Box, J, Figueira, P, Leleu, A, Acuña, L, Faria, J. P, Hara, N, Santos, N. C, Correia, A. C. M, Robutel, P, Deleuil, M, Barrado, D, Sousa, S, Bonfils, X, Mousis, O, Almenara, J. M, Astudillo-Defru, N, Marcq, E, Udry, S, Lovis, C, Pepe, F

“…LHS 1140 is an M dwarf known to host two known transiting planets at orbital periods of 3.77 and 24.7 days. The external planet (LHS 1140 b) is a rocky…”
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Spin dynamics of close-in planets exhibiting large TTVs by Delisle, J. -B, Correia, A. C. M, Leleu, A, Robutel, P

“…A&A 605, A37 (2017) We study the spin evolution of close-in planets in compact multi-planetary systems. The rotation period of these planets is often assumed…”
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