Angular momentum transport within evolved low-mass stars

TL;DR

This study uses stellar evolution models and asteroseismology data to investigate angular momentum transport in low-mass stars, revealing that current models underestimate core rotation rates during key evolutionary phases.

Contribution

The paper demonstrates that existing models fail to account for observed core rotation rates, indicating the need for an additional angular momentum transport mechanism in stellar evolution modeling.

Findings

Models predict faster core rotation than observed on RGB and He burning phases.

Core angular momentum remains nearly constant from He burning to white dwarf stage.

Current transport mechanisms are insufficient to explain observed slow core rotation.

Abstract

Asteroseismology of 1.0-2.0 Msun red giants by the Kepler satellite has enabled the first definitive measurements of interior rotation in both first ascent red giant branch (RGB) stars and those on the Helium burning clump. The inferred rotation rates are 10-30 days for the ~0.2Msun He degenerate cores on the RGB and 30-100 days for the He burning core in a clump star. Using the MESA code we calculate state-of-the-art stellar evolution models of low mass rotating stars from the zero-age main sequence to the cooling white dwarf (WD) stage. We include transport of angular momentum due to rotationally induced instabilities and circulations, as well as magnetic fields in radiative zones (generated by the Tayler-Spruit dynamo). We find that all models fail to predict core rotation as slow as observed on the RGB and during core He burning, implying that an unmodeled angular momentum transport process must be operating on the early RGB of low mass stars. Later evolution of the star from the He burning clump to the cooling WD phase appears to be at nearly constant core angular momentum. We also incorporate the adiabatic pulsation code, ADIPLS, to explicitly highlight this shortfall when applied to a specific Kepler asteroseismic target, KIC8366239. The MESA inlist adopted to calculate the models in this paper can be found at \url{https://authorea.com/1608/} (bottom of the document).