Doctor of Philosophy, The Ohio State University, 2013, Astronomy
The accelerated expansion of the Universe can be explained by either the cosmological constant Λ, a repulsive dark energy, or modifications to General Relativity (GR) on cosmological scales. The key to distinguishing these possibilities is to study the growth of large-scale structures over cosmic time, measured primarily by three methods: cosmic shear from weak lensing (WL), redshift-distortion (RSD) of galaxy clustering, and the traditional cluster cosmology using the abundance of galaxy clusters as function of mass. Although cosmic shear and RSD are commonly studied using galaxies, the two effects are much more enhanced around galaxy clusters. In this dissertation, I develop novel yet powerful techniques to combine cluster WL, galaxy infall kinematics, and cluster abundances to derive constraints on cosmological models and test of modified gravity (MG) theories.
One of the main systematical uncertainties of cluster cosmology is in cluster mass calibration. Common mass observables, including galaxy richness, X-ray luminosity, and Sunyaev-Zel'dovich (SZ) decrements, correlate with cluster true mass with some scatter. Using MaxBCG cluster catalog derived from the Sloan Digital Sky Survey (SDSS) and assuming Λ-Cold Dark Matter (ΛCDM) model, I developed an alternative method for constraining cosmological parameters, i.e., the matter density Ωm and the clustering amplitude ς8, while simultaneously calibrating the scatter in the richness-mass relation, by combining the abundance of clusters as function of richness and the large-scale cluster WL profiles. We find ς8(Ωm/0.325)0.501=0.828±0.049, consistent with constraints from other MaxBCG studies that use WL measurements on small scales. The (Ωm,ς8) constraint is consistent with and orthogonal to the one inferred from WMAP CMB data, reflecting agreement with the structure growth predicted by General Relativity for a ΛCDM cosmological model. A joint constraint assuming ΛCDM yields Ωm=0.298-0.020+0.019 and ς8=0.831-0 (open full item for complete abstract)
Committee: David Weinberg (Advisor); Christopher Kochanek (Committee Member); Todd Thompson (Committee Member)
Subjects: Astronomy; Astrophysics