English

Decaying particles and the reionization history of the Universe

Astrophysics 2009-11-10 v3 High Energy Physics - Phenomenology

Abstract

We investigate the possibility that the Universe is reionized by the decay products of heavy particles. In particular we study under which circumstances this decay may produce a significant reionization at high redshift (z20z \simeq 20), as requested by the WMAP result.Extra sources of reionization at high redshifts increase the recombination rate. As a result, the number density of decaying particles required to produce a high level of ionization at z1020z \simeq 10-20 is significantly higher (300\simeq 300 times) than previously estimated. Moreover, the ionization produced by decay particles implies a high optical depth even if the maximum level of ionization ever produced is of the order of 10210^{-2}. In order to match the cosmic microwave background polarization power spectrum, other significant sources of reionization are needed at low redshift. Decaying particles producing a ionization fraction x0.5x \simeq 0.5 at z20z \simeq 20 would imply an optical depth much too high to fit the cosmic microwave background spectra at l30l \ge 30. For decay times tdec<2×1016st_{dec} < 2 \times 10^{16} {\rm s}, recent cosmic microwave background and large scale structure data limits the primordial abundance of the decaying particles to Ωx21×109(1+z)3\Omega_x \le 21 \times 10^{-9} (1+z)^3 at 95 % C.L., and favors long decay times. The data do not favor this reionization model versus the instantaneous reionization one. We also find that the decay of these heavy particles significantly heats up the medium, bringing the expected yy distortion to unobservable levels.

Keywords

Cite

@article{arxiv.astro-ph/0310375,
  title  = {Decaying particles and the reionization history of the Universe},
  author = {Elena Pierpaoli},
  journal= {arXiv preprint arXiv:astro-ph/0310375},
  year   = {2009}
}

Comments

6 pages, submitted on Sept 14 2003. Accepted for publication in PRL. New version matches the accepted one