Bibcode
Berrier, Heather D.; Barton, Elizabeth J.; Berrier, Joel C.; Bullock, James S.; Zentner, Andrew R.; Wechsler, Risa H.
Referencia bibliográfica
The Astrophysical Journal, Volume 726, Issue 1, article id. 1 (2011).
Fecha de publicación:
1
2011
Revista
Número de citas
16
Número de citas referidas
16
Descripción
Environmental statistics provide a necessary means of comparing the
properties of galaxies in different environments, and a vital test of
models of galaxy formation within the prevailing hierarchical
cosmological model. We explore counts-in-cylinders, a common statistic
defined as the number of companions of a particular galaxy found within
a given projected radius and redshift interval. Galaxy distributions
with the same two-point correlation functions do not necessarily have
the same companion count distributions. We use this statistic to examine
the environments of galaxies in the Sloan Digital Sky Survey Data
Release 4 (SDSS DR4). We also make preliminary comparisons to four
models for the spatial distributions of galaxies, based on N-body
simulations and data from SDSS DR4, to study the utility of the
counts-in-cylinders statistic. There is a very large scatter between the
number of companions a galaxy has and the mass of its parent dark matter
halo and the halo occupation, limiting the utility of this statistic for
certain kinds of environmental studies. We also show that prevalent
empirical models of galaxy clustering, that match observed two- and
three-point clustering statistics well, fail to reproduce some aspects
of the observed distribution of counts-in-cylinders on 1, 3, and 6 h
-1 Mpc scales. All models that we explore underpredict the
fraction of galaxies with few or no companions in 3 and 6 h
-1 Mpc cylinders. Roughly 7% of galaxies in the real universe
are significantly more isolated within a 6 h -1 Mpc cylinder
than the galaxies in any of the models we use. Simple phenomenological
models that map galaxies to dark matter halos fail to reproduce
high-order clustering statistics in low-density environments.