The sensitivity and behaviour of the curvature in the \'echelle diagram of red-giant stars
S. Hekker, Y. Elsworth, S. Basu, F. Ahlborn, W.H. Ball, E.P. Bellinger, L. Buchele, F. Espinoza-Rojas

TL;DR
This study investigates the curvature in the echelle diagram of red-giant stars using Kepler data, revealing its sensitivity to stellar evolution and highlighting discrepancies between observations and models.
Contribution
It provides homogeneous curvature measurements for red giants, compares them with stellar models, and explores the sensitivity of curvature to stellar structure and evolution.
Findings
Curvature is sensitive to evolutionary phase and stellar mass.
Discrepancies exist between observed and modeled curvature values.
Glitch analysis links curvature to ionization layers and near-surface structure.
Abstract
In the convective envelopes of relatively cool stars, oscillations are excited by turbulent convection. In these so-called solar-like oscillators, radial oscillation modes appear at nearly equally spaced frequencies. This spacing is referred to as the `large frequency separation'. Deviations from equally-spaced frequencies are a result of the internal structure of a star being different from a sphere of ideal gas at constant temperature. Hence, these deviations provide information on the internal structure of the star. In this work, we investigate the second-order deviation from uniform spacing, referred to as curvature. We aim to provide homegeneous values for observed red-giant stars, understand differences between the results from observations and predictions from stellar models, and reveal the connection between curvature and stellar structure. We used Kepler data of red-giant stars…
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