Abstract

A light hidden photon or axion-like particle is a good dark matter candidate and they are often associated with the spontaneous breaking of dark global or gauged U(1) symmetry. We consider the dark Higgs dynamics around the phase transition in detail taking account of the portal coupling between the dark Higgs and the Standard Model Higgs as well as various thermal effects. We show that the (would-be) Nambu-Goldstone bosons are efficiently produced via a parametric resonance with the resonance parameter q ∼ 1 at the hidden symmetry breaking. In the simplest setup, which predicts a second order phase transition, this can explain the dark matter abundance for the axion or hidden photon as light as sub eV. Even lighter mass, as predicted by the QCD axion model, can be consistent with dark matter abundance in the case of first order phase transition, in which case the gravitational wave signals may be detectable by future experiments such as LISA and DECIGO.

Highlights

  • A light, or explicitly a sub-keV, axion or hidden photon DM cannot be produced through thermal scatterings like the WIMP case, since otherwise it is too hot

  • We show that the Nambu-Goldstone bosons are efficiently produced via a parametric resonance with the resonance parameter q ∼ 1 at the hidden symmetry breaking

  • We show that the NG boson can be efficiently produced soon after the symmetry breaking or phase transition (PT) if the dark Higgs is not thermalized at the moment

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Summary

NG boson production at symmetry breaking

Let us consider the spontaneous symmetry breaking of a hidden global continuous symmetry in the early Universe. Later we will gauge or explicitly break this group to give mass to the (would-be) NG boson. In this part, we show that the NG boson can be efficiently produced soon after the symmetry breaking or PT if the dark Higgs is not thermalized at the moment

Zero-temperature potential of dark and SM Higgs fields
Phase transition and dynamics of dark Higgs
Particle production at the phase transition
Dark matter production at second order phase transition
Dark components after phase transition
Axion production via Peccei-Quinn symmetry breaking
Light dark matter from first order phase transition
Conclusions and discussion
A Parametric resonance in thermal environment
Full Text
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