2020
DOI: 10.3847/1538-4357/abba17
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Examining the Relationship Between Convective Core Overshoot and Stellar Properties Using Asteroseismology

Abstract: Core overshoot is a large source of uncertainty in constructing stellar models. Whether the amount of overshoot is constant or mass dependent is not completely known, even though models sometimes assume a mass-based trend. In this work we use asteroseismic data from stars observed by Kepler to investigate the relationship between various stellar properties and the amount of overshoot needed to properly model a given star. We find a strong positive trend between stellar mass and overshoot amount for stars betwe… Show more

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Cited by 20 publications
(21 citation statements)
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“…Asteroesismology of stars oscillating in p modes and in g modes with 1.3 ≤ M ≤ 24 M has revealed the need for a wide range of convective boundary mixing efficiencies to reproduce observed pulsation frequencies (Briquet et al 2007;Handler 2013;Moravveji et al 2016;Schmid & Aerts 2016;Szewczuk & Daszyńska-Daszkiewicz 2018;Mombarg et al 2019;Pedersen et al 2021). Additionally, asteroseismology of stars pulsating in p modes (pressure waves) between 1.15-1.5 M has revealed the need for a range of convective mixing efficiencies to reproduce observed frequencies (Deheuvels et al 2010;Deheuvels & Michel 2011;Silva Aguirre et al 2011;Salmon et al 2012;Angelou et al 2020;Viani & Basu 2020;Noll et al 2021). Similar to binaries and clusters, the modelling of pulsation frequencies (for both p and g modes) is not sensitive to the efficiency of a single mixing mechanism.…”
Section: Asteroseismologymentioning
confidence: 99%
“…Asteroesismology of stars oscillating in p modes and in g modes with 1.3 ≤ M ≤ 24 M has revealed the need for a wide range of convective boundary mixing efficiencies to reproduce observed pulsation frequencies (Briquet et al 2007;Handler 2013;Moravveji et al 2016;Schmid & Aerts 2016;Szewczuk & Daszyńska-Daszkiewicz 2018;Mombarg et al 2019;Pedersen et al 2021). Additionally, asteroseismology of stars pulsating in p modes (pressure waves) between 1.15-1.5 M has revealed the need for a range of convective mixing efficiencies to reproduce observed frequencies (Deheuvels et al 2010;Deheuvels & Michel 2011;Silva Aguirre et al 2011;Salmon et al 2012;Angelou et al 2020;Viani & Basu 2020;Noll et al 2021). Similar to binaries and clusters, the modelling of pulsation frequencies (for both p and g modes) is not sensitive to the efficiency of a single mixing mechanism.…”
Section: Asteroseismologymentioning
confidence: 99%
“…They can be utilized to narrow down the range of possible parameters. It is now possible to determine that some convective boundary mixing models provide a better fit to certain asteroseismic observations than others (e.g., Viani & Basu 2020;Angelou et al 2020; Michielsen et al 2019;Pedersen et al 2018Pedersen et al , 2021, but probing the small-scale physics of the mixing is beyond the reach of even state-of-the-art asteroseismology.…”
Section: Introductionmentioning
confidence: 99%
“…Beyond the Sun, overshooting in massive stars with convective cores must be finely tuned as a function of stellar mass, again pointing to missing physics in our current parameterizations (Claret & Torres 2018;Jermyn et al 2018;Viani & Basu 2020;Martinet et al 2021;Pedersen et al 2021). Since core convective overshoot increases the reservoir of fuel available for nuclear fusion at each stage in stellar evolution, improved models of core convective boundary mixing could have profound impacts on the post-main sequence evolution and remnant formation of massive stars (Farmer et al 2019;Higgins & Vink 2020).…”
Section: Contextmentioning
confidence: 99%