1211.5605 (Gregory B. Poole et al.)

The WiggleZ Dark Energy Survey: Probing the Epoch of Radiation Domination using Large Scale Structure    [PDF]

Gregory B. Poole, Chris Blake, David Parkinson, Sarah Brough, Matthew Colless, Carlos Contreras, Warrick Couch, Darren J. Croton, Scott Croom, Tamara Davis, Michael J. Drinkwater, Karl Forster, David Gilbank, Mike Gladders, Karl Glazebrook, Ben Jelliffe, Russell J. Jurek, I-hui Li, Barry Madore, D. Christopher Martin, Kevin Pimbblet, Michael Pracy, Rob Sharp, Emily Wisnioski, David Woods, Ted K. Wyder, H. K. C. Yee

We place the most robust constraint to date on the scale of the turnover in the cosmological matter power spectrum using data from the WiggleZ Dark Energy Survey. We find this feature to lie at a scale of k_0=0.0160^{+0.0041}_{-0.0035}$ [h/Mpc] (68% confidence) for an effective redshift of 0.62 and obtain from this the first-ever turnover-derived distance and cosmology constraints: a measure of the cosmic distance-redshift relation in units of the horizon scale at the redshift of radiation-matter equality (r_H) of D_V(z=0.62)/r_H=18.3 (+6.3/-3.3) and, assuming a prior on the number of extra relativistic degrees of freedom N_eff=3, constraints on the cosmological matter density parameter Omega_Mh^2=0.136 (+0.026/-0.052) and on the redshift of matter-radiation equality z_eq=3274 (+631/-1260). All results are in excellent agreement with the predictions of standard LCDM models. Our constraints on the logarithmic slope of the power spectrum on scales larger than the turnover is bounded in the lower limit with values only as low as -1 allowed, with the prediction of standard LCDM models easily accommodated by our results. Lastly, we generate forecasts for the achievable precision of future surveys at constraining k_0, Omega_Mh^2, z_eq and N_eff. We find that the Baryon Oscillation Spectroscopic Survey should substantially improve upon the WiggleZ turnover constraint, reaching a precision on k_0 of {\pm}9% (68% confidence), translating to precisions on Omega_Mh^2 and z_eq of +/-10% (assuming a prior N_eff=3) and on N_eff of (+78/-56)% (assuming a prior Omega_Mh^2=0.135). This is sufficient precision to sharpen the constraints on N_eff from WMAP, particularly in its upper limit. For Euclid, we find corresponding attainable precisions on k_0, Omega_Mh^2, N_eff)$ of (3,4,+17/-21)%. This represents a precision approaching our forecasts for the Planck Surveyor. (Abridged)

View original: http://arxiv.org/abs/1211.5605