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The Giant Gemini GMOS survey of z>4.4 quasars - I. Measuring the mean free path across cosmic time

, , , , , , , , , and . (2014)cite arxiv:1402.4154Comment: 16 pages, 11 figures, plus 20 pages of online material; submitted to MNRAS.

Abstract

We have obtained spectra of 163 quasars at $z_em>4.4$ with the Gemini Multi Object Spectrometers on the Gemini North and South telescopes, the largest publicly available sample of high-quality, low-resolution spectra at these redshifts. From this homogeneous data set, we generated stacked quasar spectra in three redshift intervals at $z5$. We have modelled the flux below the rest-frame Lyman limit ($łambda_r<912$\AA) to assess the mean free path $łambda_mfp^912$ of the intergalactic medium to HI-ionizing radiation. At mean redshifts $z_q=4.56$, 4.86 and 5.16, we measure $łambda_mfp^912=(22.22.3, 15.11.8, 10.3\pm 1.6)h_70^-1$ proper Mpc with uncertainties dominated by sample variance. Combining our results with $łambda_mfp^912$ measurements from lower redshifts, the data are well modelled by a simple power-law $łambda_mfp^912=A(1+z)/5^\eta$ with $A=(372)h_70^-1$ Mpc and $= -5.40.4$ between $z=2.3$ and $z=5.5$. This rapid evolution requires a physical mechanism -- beyond cosmological expansion -- which reduces the cosmic effective Lyman limit opacity. We speculate that the majority of HI Lyman limit opacity manifests in gas outside galactic dark matter haloes, tracing large-scale structures (e.g. filaments) whose average density (and consequently neutral fraction) decreases with cosmic time. Our measurements of the strongly redshift-dependent mean free path shortly after the completion of HI reionization serve as a valuable boundary condition for numerical models thereof. Having measured $łambda_mfp^91210$ Mpc at $z=5.2$, we confirm that the intergalactic medium is highly ionized by that epoch and that the redshift evolution of the mean free path does not show a break that would indicate a recent end to HI reionization.

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[1402.4154] The Giant Gemini GMOS survey of z&gt;4.4 quasars - I. Measuring the mean free path across cosmic time

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