English

The Neutral Hydrogen Cosmological Mass Density at z=5

Cosmology and Nongalactic Astrophysics 2015-07-15 v1 Astrophysics of Galaxies

Abstract

We present the largest homogeneous survey of z>4.4z>4.4 damped Lyman-α\alpha systems (DLAs) using the spectra of 163 QSOs that comprise the Giant Gemini GMOS (GGG) survey. With this survey we make the most precise high-redshift measurement of the cosmological mass density of neutral hydrogen, ΩHI\Omega_{\rm HI}. At such high redshift important systematic uncertainties in the identification of DLAs are produced by strong intergalactic medium absorption and QSO continuum placement. These can cause spurious DLA detections, result in real DLAs being missed, or bias the inferred DLA column density distribution. We correct for these effects using a combination of mock and higher-resolution spectra, and show that for the GGG DLA sample the uncertainties introduced are smaller than the statistical errors on ΩHI\Omega_{\rm HI}. We find ΩHI=0.980.18+0.20×103\Omega_{\rm HI}=0.98^{+0.20}_{-0.18}\times10^{-3} at z=4.9\langle z\rangle=4.9, assuming a 20% contribution from lower column density systems below the DLA threshold. By comparing to literature measurements at lower redshifts, we show that ΩHI\Omega_{\rm HI} can be described by the functional form ΩHI(z)(1+z)0.4\Omega_{\rm HI}(z)\propto(1+z)^{0.4}. This gradual decrease from z=5z=5 to 00 is consistent with the bulk of HI gas being a transitory phase fuelling star formation, which is continually replenished by more highly-ionized gas from the intergalactic medium, and from recycled galactic winds.

Keywords

Cite

@article{arxiv.1506.02037,
  title  = {The Neutral Hydrogen Cosmological Mass Density at z=5},
  author = {Neil H. M. Crighton and Michael T. Murphy and J. Xavier Prochaska and Gábor Worseck and Marc Rafelski and George D. Becker and Sara L. Ellison and Michele Fumagalli and Sebastian Lopez and Avery Meiksin and John M. O'Meara},
  journal= {arXiv preprint arXiv:1506.02037},
  year   = {2015}
}

Comments

Accepted by MNRAS. Comments and reference suggestions are still welcome. Data and code for the paper will appear at https://github.com/nhmc/GGG_DLA after the final version has been published