Azimuthal metallicity variations, spiral structure, and the failure of radial actions based on assuming axisymmetry

TL;DR

This study uses simulations to analyze azimuthal metallicity variations and spiral structures in galaxies, revealing that traditional radial actions assuming axisymmetry are inadequate for tracing spiral features.

Contribution

It demonstrates that azimuthal metallicity variations are linked to spiral density waves and shows that time-averaged radial actions better trace spiral structures than instantaneous measurements.

Findings

Azimuthal metallicity variations match spiral patterns.

Time-averaged radial actions correlate with spiral ridges.

Axisymmetric assumptions lead to inaccurate radial action measurements.

Abstract

We study azimuthal variations in the mean stellar metallicity, <[Fe/H]>, in a self-consistent, isolated simulation in which all stars form out of gas. We find <[Fe/H]> variations comparable to those observed in the Milky Way and which are coincident with the spiral density waves. The azimuthal variations are present in young and old stars and therefore are not a result of recently formed stars. Similar variations are present in the mean age and alpha-abundance. We measure the pattern speeds of the <[Fe/H]>-variations and find that they match those of the spirals, indicating that spirals are the cause of the metallicity patterns. Because younger stellar populations are not just more [Fe/H]-rich and alpha-poor but also dynamically cooler, we expect them to more strongly support spirals, which is indeed the case in the simulation. However, if we measure the radial action, J_R, using the Stackel axisymmetric approximation, we find that the spiral ridges are traced by regions of high J_R, contrary to expectations. Assuming that the passage of stars through the spirals leads to unphysical variations in the measured J_R, we obtain an improved estimate of J_R by averaging over a 1 Gyr time interval. This time-averaged J_R is a much better tracer of the spiral structure, with minima at the spiral ridges. We conclude that the errors incurred by the axisymmetric approximation introduce correlated deviations large enough to render the instantaneous radial actions inadequate for tracing spirals.