http://arxiv.org/abs/1701.03526
We explore constraints on the statistical relationship between the radial size of galaxies and the radius of their host dark matter halos from $z\sim 0.1-3$ using the GAMA and CANDELS surveys. We map dark matter halo mass to galaxy stellar mass using empirical relationships from abundance matching, applied to the Bolshoi-Planck dissipationless N-body simulation. We define SRHR$\equiv r_e/R_h$ as the ratio of galaxy radius to halo virial radius, and SRHR$\lambda \equiv r_e/(\lambda R_h)$ as the ratio of galaxy radius to halo spin parameter times halo radius. At $z\sim 0.1$, we find an average value of SRHR$\lambda \simeq 0.45$ with very little dependence on stellar mass. We find that the average values of SRHR$\lambda$ derived from all five fields of CANDELS at $z\sim 0.4-3$ are a factor of two or more higher than those derived from local surveys. Within the CANDELS survey, SRHR and SRHR$\lambda$ show a mild decrease over cosmic time. We find that the dispersion in $(\lambda R_h)$ is remarkably consistent with the distributions of observed sizes in stellar mass bins over $z\sim 0.1-3$, for both the GAMA and CANDELS samples. This places limits on the galaxy-to-galaxy scatter in SRHR$\lambda$. We find hints that at high redshift ($z\sim 2-3$), SRHR$\lambda$ is lower for more massive galaxies, while it shows no significant dependence on stellar mass at $z\lesssim 0.5$. We discuss the physical interpretation and implications of these results.
R. Somerville, P. Behroozi, V. Pandya, et. al.
Mon, 16 Jan 17
38/55
Comments: 22 pages, 12 figures. submitted to MNRAS