Cloud Properties and Star Formation in M31
J. Armijos-Abendaño, S. A. Eales, M. W. L. Smith
TL;DR
This work constructs the largest catalog of molecular clouds in M31 by applying a dendrogram to CARMA CO J=1-0 data, identifying 453 clouds and 35 complexes. It derives cloud properties including $r_{\rm c}$, $\sigma_{\rm v}^d$, $M_{\rm c}$, and $M_{\rm vir}$, finding mean values of $\sigma_{\rm v}^d = 2.8$ km s$^{-1}$, $r_{\rm c} = 22.1$ pc, and $\log_{10}(M_{\rm c}) = 5.2$, with a virial parameter distribution indicating that about 66% of clouds are gravitationally bound ($\alpha_{\rm vir}$ median = 1.4, mean = 2.0). The study demonstrates Larson-like size–velocity dispersion behavior with a slope of $0.43\pm0.05$, and a size–mass scaling of $M_{\rm c} \propto r_{\rm c}^{1.36\pm0.06}$ (shallower than Milky Way cloud complexes). It also finds a Kennicutt–Schmidt relation at ~22 pc scales with $\mathrm{SFR} \propto M_{\rm c}^{0.66\pm0.07}$ and clear offsets between cloud isosurfaces and SFR peaks, suggesting that evolutionary state modulates the KS relation at parsec scales. Overall, the results support the prevalence of MW-like, virialized clouds in M31 and provide a rich dataset for examining environment-dependent cloud evolution and star formation on small scales.
Abstract
We present a catalogue of 453 molecular clouds in M31 extracted from CO J=1-0 data observed with CARMA using a dendrogram. Our clouds have the mean values of 2.8 km s$^{-1}$, 22.1 pc and 10$^{5.2}$ M$_\odot$ for the velocity dispersion, radius and mass, respectively. The velocity dispersion shows a weak anti-correlation with the galactocentric radius. The clouds in M31 show mean and median values of 2.0 and 1.4, respectively, for their virial parameters, indicating that most of them are gravitationally bound. Our dendrogram analysis identifies 35 sources with multiple velocity components, which we classify as molecular cloud complexes. We study the size-velocity dispersion and size-mass relationships for the clouds in M31, finding the slopes of 0.43$\pm$0.05 and 1.36$\pm$0.06 for the former and the latter, respectively. Our size-velocity dispersion relationship agrees with those of Milky Way (MW) and M31 clouds. The slope of our size-mass relationship is shallower than those in clouds and cloud complexes of the MW. We find offsets between the isosurfaces of the clouds and star formation rate (SFR) peaks in M31, supporting the scenario where the evolutionary state of individual sources plays a role in the Kennicutt-Schmidt (KS) law at parsec scales. We find a slope of 0.66$\pm$0.07 for the KS law, which is slightly lower than the values of $\sim$0.8 for MW clouds.
