The JCMT Gould Belt Survey Complete Core Catalogue: Core mass function variations between nearby molecular clouds
Kate Pattle, James Di Francesco, Jenny Hatchell, Helen Kirk, Sarah Sadavoy, Derek Ward-Thompson, Doug Johnstone, Sammohith Nittala, Ronan Kerr, Jared Keown, Harold Butner, Simon Coudé, Malcolm Currie, Rachel Friesen, Tim Jenness, Lewis Knee, Glenn White
TL;DR
The paper delivers a large, self-consistent catalogue of dense cores in 12 nearby molecular clouds from JCMT GBS SCUBA-2 data, identifying 2257 cores with 59% starless and 41% protostellar populations. Using Bonnor–Ebert stability analyses and distance-aware completeness simulations, it shows CMFs are well described by log-normal forms but are not drawn from a single underlying CMF; the peak core mass increases with cloud mass and the maximum starless core mass follows $M_{ ext{max}} \\propto M_{ ext{cloud}}^{0.58 \\pm \\ 0.13}$, consistent with cluster-scale star formation trends. The prestellar CMF peak is about 3 times the Chabrier IMF peak, implying a ~33% core-to-star efficiency, while nearby clouds exhibit notable CMF variations likely tied to environmental factors. Overall, the findings suggest CMFs are environment-dependent and that larger, more distant clouds are needed to fully sample the high-mass end of the CMF and better connect CMFs to the stellar IMF.
Abstract
We present a catalogue of dense cores identified in James Clerk Maxwell Telescope (JCMT) Gould Belt Survey SCUBA-2 observations of nearby star-forming clouds. We identified 2257 dense cores using the getsources algorithm, of which 59% are starless, and 41% are potentially protostellar. 71% of the starless cores are prestellar core candidates, suggesting a prestellar core lifetime similar to that of Class 0/I YSOs. Higher-mass clouds have a higher fraction of prestellar cores compared to protostars, suggesting a longer average prestellar core lifetime. We assessed completeness by inserting critically-stable Bonnor--Ebert spheres into a blank SCUBA-2 field: completeness scales as distance squared, with an average mass recovery fraction of $73\pm6$% for recovered sources. We calculated core masses and radii, and assessed their gravitational stability using the Bonnor-Ebert criterion. Maximum starless core mass scales with cloud complex mass with an index $0.58\pm 0.13$, consistent with the behaviour of maximum stellar masses in embedded clusters. We performed least-squares and Monte Carlo modelling of the core mass functions (CMFs) of our starless and prestellar core samples. The CMFs can be characterised using log-normal distributions: we do not sample the full range of core masses needed to create the stellar Initial Mass Function (IMF). The CMFs of the clouds are not consistent with being drawn from a single underlying distribution. The peak mass of the starless core CMF increases with cloud mass; the prestellar CMF of the more distant clouds has a peak mass $\sim 3\times$ the log-normal peak for the system IMF, implying a $\sim 33$% prestellar core-to-star efficiency.
