Characterizing the orbital and dynamical state of the hd 82943 planetary system with keck radial velocity data

Xianyu Tan, Matthew J. Payne, Man Hoi Lee, Eric B. Ford, Andrew W. Howard, John A. Johnson, Geoff W. Marcy, Jason T. Wright

Research output: Contribution to journalArticle

28 Citations (Scopus)

Abstract

We present an updated analysis of radial velocity data of the HD 82943 planetary system based on 10 yr of measurements obtained with the Keck telescope. Previous studies have shown that the HD 82943 system has two planets that are likely in 2:1 mean-motion resonance (MMR), with orbital periods about 220 and 440 days. However, alternative fits that are qualitatively different have also been suggested, with two planets in a 1:1 resonance or three planets in a Laplace 4:2:1 resonance. Here we use χ2 minimization combined with a parameter grid search to investigate the orbital parameters and dynamical states of the qualitatively different types of fits, and we compare the results to those obtained with the differential evolution Markov chain Monte Carlo method. Our results support the coplanar 2:1 MMR configuration for the HD 82943 system, and show no evidence for either the 1:1 or three-planet Laplace resonance fits. The inclination of the system with respect to the sky plane is well constrained at degrees, and the system contains two planets with masses of about 4.78 M J and 4.80 M J (where M J is the mass of Jupiter) and orbital periods of about 219 and 442 days for the inner and outer planet, respectively. The best fit is dynamically stable with both eccentricity-type resonant angles θ1 and θ2 librating around 0°.

Original languageEnglish (US)
Article number101
JournalAstrophysical Journal
Volume777
Issue number2
DOIs
StatePublished - Nov 10 2013

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planetary systems
radial velocity
planets
planet
orbitals
Markov chains
Markov chain
Jupiter (planet)
eccentricity
Jupiter
inclination
Monte Carlo method
sky
grids
telescopes
optimization
configurations

All Science Journal Classification (ASJC) codes

  • Astronomy and Astrophysics
  • Space and Planetary Science

Cite this

Tan, Xianyu ; Payne, Matthew J. ; Lee, Man Hoi ; Ford, Eric B. ; Howard, Andrew W. ; Johnson, John A. ; Marcy, Geoff W. ; Wright, Jason T. / Characterizing the orbital and dynamical state of the hd 82943 planetary system with keck radial velocity data. In: Astrophysical Journal. 2013 ; Vol. 777, No. 2.
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abstract = "We present an updated analysis of radial velocity data of the HD 82943 planetary system based on 10 yr of measurements obtained with the Keck telescope. Previous studies have shown that the HD 82943 system has two planets that are likely in 2:1 mean-motion resonance (MMR), with orbital periods about 220 and 440 days. However, alternative fits that are qualitatively different have also been suggested, with two planets in a 1:1 resonance or three planets in a Laplace 4:2:1 resonance. Here we use χ2 minimization combined with a parameter grid search to investigate the orbital parameters and dynamical states of the qualitatively different types of fits, and we compare the results to those obtained with the differential evolution Markov chain Monte Carlo method. Our results support the coplanar 2:1 MMR configuration for the HD 82943 system, and show no evidence for either the 1:1 or three-planet Laplace resonance fits. The inclination of the system with respect to the sky plane is well constrained at degrees, and the system contains two planets with masses of about 4.78 M J and 4.80 M J (where M J is the mass of Jupiter) and orbital periods of about 219 and 442 days for the inner and outer planet, respectively. The best fit is dynamically stable with both eccentricity-type resonant angles θ1 and θ2 librating around 0°.",
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Characterizing the orbital and dynamical state of the hd 82943 planetary system with keck radial velocity data. / Tan, Xianyu; Payne, Matthew J.; Lee, Man Hoi; Ford, Eric B.; Howard, Andrew W.; Johnson, John A.; Marcy, Geoff W.; Wright, Jason T.

In: Astrophysical Journal, Vol. 777, No. 2, 101, 10.11.2013.

Research output: Contribution to journalArticle

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