A prescription for the asteroseismic surface correction
Yaguang Li, Timothy R. Bedding, Dennis Stello, Daniel Huber, Marc Hon,, Meridith Joyce, Tanda Li, Jean Perkins, Timothy R. White, Joel C. Zinn,, Andrew W. Howard, Howard Isaacson, Daniel R. Hey, Hans Kjeldsen

TL;DR
This paper introduces a simple, parameterized surface correction for asteroseismic frequencies based on stellar surface properties, improving stellar parameter estimates and revising the $ u_{ m max}$ scaling relation.
Contribution
It proposes a new smooth surface correction function dependent on surface gravity, temperature, and metallicity, enhancing the accuracy of stellar models and scaling relations.
Findings
Reduces scatter in cluster star age estimates
Decreases in radii and masses by up to 4% and 8% respectively
Aligns asteroseismic results with eclipsing binary measurements
Abstract
In asteroseismology, the surface effect refers to a disparity between the observed and the modelled frequencies in stars with solar-like oscillations. It originates from improper modelling of the surface layers. Correcting the surface effect usually requires using functions with free parameters, which are conventionally fitted to the observed frequencies. On the basis that the correction should vary smoothly across the H--R diagram, we parameterize it as a simple function of surface gravity, effective temperature, and metallicity. We determine this function by fitting a wide range of stars. The absolute amount of the surface correction decreases with luminosity, but the ratio between it and increases, suggesting the surface effect is more important for red giants than dwarfs. Applying the prescription can eliminate unrealistic surface correction, which improves parameter…
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Taxonomy
TopicsGeophysics and Gravity Measurements · Astronomical Observations and Instrumentation · Astro and Planetary Science
