Recovery of the Power Spectrum of Mass Fluctuations from Observations of the Lyman-alpha Forest

Details Recovery of the Power Spectrum of Mass Fluctuations from Observations of the Lyman-alpha Forest Recovery of the Power Spectrum of Mass Fluctuations from Observations of the Lyman-alpha Forest

1997-08-03

arxiv.org/abs/astro-ph/9708018v1

Astrophys.J. 495 (1998) 44

Astronomy and Astrophysics

Astrophysics

AASlatex, 40 pages w/ 16 embedded ps figures. Submitted to ApJ

Scientific paper

10.1086/305289

We present a method to recover the shape and amplitude of the power spectrum of mass fluctuations, P(k), from observations of the high redshift \lya forest. The method is motivated by the physical picture of the \lya forest that has emerged from hydrodynamic cosmological simulations and related semi-analytic models, which predicts a tight correlation between the \lya optical depth and the underlying matter density. We monotonically map the QSO spectrum to a Gaussian density field, measure its 3-d P(k), and normalize by evolving cosmological simulations with this P(k) until they reproduce the observed power spectrum of the QSO flux. Imposing the observed mean \lya opacity as a constraint makes the derived P(k) normalization insensitive to the choice of cosmological parameters, ionizing background spectrum, or reionization history. Thus, in contrast to estimates of P(k) from galaxy clustering, there are no uncertain "bias parameters" in the recovery of the mass power spectrum. We test the full procedure on SPH simulations of 3 cosmological models and show that it recovers their true mass power spectra on comoving scales ~1-10/h Mpc, the upper scale being set by the size of the simulation boxes. The procedure works even for noisy (S/N ~ 10), moderate resolution (~40 km/s pixels) spectra. We present an illustrative application to Q1422+231; the recovered P(k) is consistent with an \Omega=1, \sigma_8=0.5 CDM model. Application to large QSO samples should yield the power spectrum of mass fluctuations on small scales at z ~ 2-4. (Compressed)

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