The Absolute Age of M92

The \textit{absolute age} of a simple stellar population is of fundamental interest for a wide range of applications but is difficult to measure in practice, as it requires an understanding of the uncertainties in a variety of stellar evolution processes as well as the uncertainty in the distance, r...

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Veröffentlicht in:arXiv.org 2023-06
Hauptverfasser: Jiaqi, Ying, Chaboyer, Brian, Boudreaux, Emily M, Slaughter, Catherine, Boylan-Kolchin, Michael, Weisz, Daniel
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Ying
Chaboyer, Brian
Boudreaux, Emily M
Slaughter, Catherine
Boylan-Kolchin, Michael
Weisz, Daniel
description The \textit{absolute age} of a simple stellar population is of fundamental interest for a wide range of applications but is difficult to measure in practice, as it requires an understanding of the uncertainties in a variety of stellar evolution processes as well as the uncertainty in the distance, reddening and composition. As a result, most studies focus only on the \textit{relative age} by assuming that stellar evolution calculations are accurate and using age determinations techniques that are relatively independent of distance and reddening. Here, we construct \(20,000\) sets of theoretical isochrones through Monte Carlo simulation using the Dartmouth Stellar Evolution Program to measure the absolute age of the globular cluster M92. For each model, we vary a range of input physics used in the stellar evolution models, including opacities, nuclear reaction rates, diffusion coefficients, atmospheric boundary conditions, helium abundance, and treatment of convection. We also explore variations in the distance and reddening as well as its overall metallicity and \(\alpha\) enhancement. We generate simulated Hess diagrams around the main-sequence turn-off region from each set of isochrones and use a Voronoi binning method to fit the diagrams to HST ACS data. We find the age of M92 to be \(13.80 \pm 0.75\) Gyr. The \(5.4\%\) error in the absolute age is dominated by the uncertainty in the distance to M92 (\(\sim 80\%\) of the error budget); of the remaining parameters, only the total metallicity, \(\alpha\) element abundance, and treatment of helium diffusion contribute significantly to the total error.
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subjects Abundance
Age
Astronomical models
Atmospheric models
Boundary conditions
Diffusion rate
Errors
Globular clusters
Helium diffusion
Metallicity
Monte Carlo simulation
Neutrons
Nuclear reactions
Physics - Astrophysics of Galaxies
Physics - Cosmology and Nongalactic Astrophysics
Physics - Solar and Stellar Astrophysics
Stellar evolution
Uncertainty
title The Absolute Age of M92
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