4.7 Article

Resonant sterile neutrino dark matter in the local and high-z Universe

Journal

MONTHLY NOTICES OF THE ROYAL ASTRONOMICAL SOCIETY
Volume 459, Issue 2, Pages 1489-1504

Publisher

OXFORD UNIV PRESS
DOI: 10.1093/mnras/stw688

Keywords

Galaxy: halo; Local Group; cosmology: theory; dark matter; large-scale structure of Universe

Funding

  1. NASA through Hubble Space Telescope theory grants from Space Telescope Science Institute (STScI) [AR-12836, AR-13888]
  2. NASA [NAS5-26555, NAS8-03060]
  3. NASA through Einstein Postdoctoral Fellowship - Chandra X-ray Center [PF5-160136]
  4. NSF [PHY-11-59224, PHY-1316792]
  5. Division Of Physics
  6. Direct For Mathematical & Physical Scien [1316792] Funding Source: National Science Foundation

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Sterile neutrinos comprise an entire class of dark matter models that, depending on their production mechanism, can be hot, warm, or cold dark matter (CDM). We simulate the Local Group and representative volumes of the Universe in a variety of sterile neutrino models, all of which are consistent with the possible existence of a radiative decay line at similar to 3.5 keV. We compare models of production via resonances in the presence of a lepton asymmetry (suggested by Shi & Fuller 1999) to 'thermal' models. We find that properties in the highly non-linear regime - e.g. counts of satellites and internal properties of haloes and subhaloes - are insensitive to the precise fall-off in power with wavenumber, indicating that non-linear evolution essentially washes away differences in the initial (linear) matter power spectrum. In the quasi-linear regime at higher redshifts, however, quantitative differences in the 3D matter power spectra remain, raising the possibility that such models can be tested with future observations of the Lyman-alpha forest. While many of the sterile neutrino models largely eliminate multiple small-scale issues within the CDM paradigm, we show that these models may be ruled out in the near future via discoveries of additional dwarf satellites in the Local Group.

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