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Published December 1, 2018 | Published + Accepted Version
Journal Article Open

New Formation Models for the Kepler-36 System

Abstract

Formation of the planets in the Kepler-36 system is modeled by detailed numerical simulations according to the core-nucleated accretion scenario. The standard model is updated to include the dissolution of accreting rocky planetesimals in the gaseous envelope of the planet, leading to substantial enrichment of the envelope mass in heavy elements and a non-uniform composition with depth. For Kepler-36 c, models involving in situ formation and models involving orbital migration are considered. The results are compared with standard formation models. The calculations include the formation (accretion) phase as well as the subsequent cooling phase, up to the age of Kepler-36 (7 Gyr). During the latter phase, mass loss induced by stellar XUV radiation is included. In all cases, the results fit the measured mass, 7.84 M⊕, and radius, 3.68 R⊕, of Kepler-36 c. Two parameters are varied to obtain these fits: the disk solid surface density at the formation location and the "efficiency" factor in the XUV mass-loss rate. The updated models are hotter and therefore less dense in the silicate portion of the planet and in the overlying layers of H/He, as compared with standard models. The lower densities mean that only about half as much H/He is needed to be accreted to fit the present-day mass and radius constraints. For Kepler-36 b, an updated in situ calculation shows that the entire H/He envelope is lost, early in the cooling phase, in agreement with observation.

Additional Information

© 2018 The American Astronomical Society. Received 2018 June 28; revised 2018 October 5; accepted 2018 October 15; published 2018 December 3. Primary funding for the code development for this project was provided by the NASA Emerging Worlds program 15-EW15_2-0007; the specific calculations for the Kepler-36 planets were funded by the NASA Origins of Solar Systems Program grant NNX14AG92G. We are indebted to Ravit Helled, who provided the equation of state tables for compositions that include silicates. We thank Stuart Weidenschilling for informative discussions and Anthony Dobrovolskis for useful comments on the manuscript. We thank the referee for a careful review, which led to improvements in the manuscript. Resources supporting the work presented herein were provided by the NASA High-End Computing (HEC) Program through the NASA Advanced Supercomputing (NAS) Division at Ames Research Center.

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Published - Bodenheimer_2018_ApJ_868_138.pdf

Accepted Version - 1810.07160.pdf

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Additional details

Created:
August 19, 2023
Modified:
October 19, 2023