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Low reheating temperature and the visible sterile neutrino

G. Gelmini, S. Palomares-Ruiz, S. Pascoli

TL;DR

A scenario, based on a low reheating temperature T(R)<<100 MeV at the end of (the last episode of) inflation, in which the coupling of sterile neutrinos to active neut rinos can be as large as experimental bounds permit (thus making this neutrino "visible" in future experiments).

Abstract

We present here a scenario, based on a low reheating temperature T_R << 100 MeV at the end of (the last episode of) inflation, in which the coupling of sterile neutrinos to active neutrinos can be as large as experimental bounds permit (thus making this neutrino ``visible'' in future experiments). In previous models this coupling was forced to be very small to prevent a cosmological overabundance of sterile neutrinos. Here the abundance depends on how low the reheating temperature is. For example, the sterile neutrino required by the LSND result does not have any cosmological problem within our scenario.

Low reheating temperature and the visible sterile neutrino

TL;DR

A scenario, based on a low reheating temperature T(R)<<100 MeV at the end of (the last episode of) inflation, in which the coupling of sterile neutrinos to active neut rinos can be as large as experimental bounds permit (thus making this neutrino "visible" in future experiments).

Abstract

We present here a scenario, based on a low reheating temperature T_R << 100 MeV at the end of (the last episode of) inflation, in which the coupling of sterile neutrinos to active neutrinos can be as large as experimental bounds permit (thus making this neutrino ``visible'' in future experiments). In previous models this coupling was forced to be very small to prevent a cosmological overabundance of sterile neutrinos. Here the abundance depends on how low the reheating temperature is. For example, the sterile neutrino required by the LSND result does not have any cosmological problem within our scenario.

Paper Structure

This paper contains 12 equations, 2 figures.

Figures (2)

  • Figure 1: Bounds and sensitivity regions for $\nu_e \leftrightarrow \nu_s$ oscillations. See text.
  • Figure 2: Same as Fig. 1 for $\nu_{\mu, \tau} \leftrightarrow \nu_s$. For $\nu_\tau \leftrightarrow \nu_s$ the darkest gray-blue excluded region does not apply. See text.