The influence of orbital dynamics, shape and tides on the obliquity of Mercury

Titre traduit de la contribution: L'influence de la dynamique orbitale, ;a forme et les marées sur l'obliquité de Mercure

Benoît Noyelles, Christoph Lhotka

Résultats de recherche: Contribution à un journal/une revueArticleRevue par des pairs

Résumé

Earth-based radar observations of the rotational dynamics of Mercury (Margot et al., 2012) combined with the determination of its gravity field by MESSENGER (Smith et al., 2012) give clues on the internal structure of Mercury, in particular its polar moment of inertia C, deduced from the obliquity (2.04±0.08) arcmin. The dynamics of the obliquity of Mercury is a very-long term motion (a few hundreds of kyrs), based on the regressional motion of Mercury's orbital ascending node. This paper, following the study of Noyelles and D'Hoedt (2012), aims at first giving initial conditions at any time and for any values of the internal structure parameters for numerical simulations, and at using them to estimate the influence of usually neglected parameters on the obliquity, like J3, the Love number k2 and the secular variations of the orbital elements. We use, for that, averaged representations of the orbital and rotational motions of Mercury, suitable for long-term studies. We find that J3 should alter the obliquity by 250 milli-arcsec, the tides by 30 milli-arcsec, and the secular variations of the orbital elements by 10 milli-arcsec over 20 years. The resulting value of C could be at the most changed from 0.346mR2 to 0.345mR2.

Titre traduit de la contributionL'influence de la dynamique orbitale, ;a forme et les marées sur l'obliquité de Mercure
langue originaleAnglais
Numéro d'article52
Pages (de - à)2085-2101
Nombre de pages17
journalAdvances in Space Research
Volume52
Numéro de publication12
Les DOIs
Etat de la publicationPublié - 15 déc. 2013

Empreinte digitale

Examiner les sujets de recherche de « L'influence de la dynamique orbitale, ;a forme et les marées sur l'obliquité de Mercure ». Ensemble, ils forment une empreinte digitale unique.

Contient cette citation