Abstract

The U(1)B−L extension of the Standard Model requires the existence of right-handed neutrinos and naturally realizes the seesaw mechanism of neutrino mass generation. We study the possibility of explaining the dark matter in this model with an additional scalar field, ϕDM, that is a singlet of the Standard Model but charged under U(1)B−L. An advantage of this scenario is that the stability of ϕDM can be guaranteed by appropriately choosing its B−L charge, without the need of an extra ad hoc discrete symmetry. We investigate in detail the dark matter phenomenology of this model. We show that the observed dark matter density can be obtained via gauge or scalar interactions, and that semi-annihilations could play an important role in the latter case. The regions consistent with the dark matter density are determined in each instance and the prospects for detection in future experiments are analyzed. If dark matter annihilations are controlled by the B−L gauge interaction, the mass of the dark matter particle should lie below 5 TeV and its direct detection cross section can be easily probed by XENON1T; if instead they are controlled by scalar interactions, the dark matter mass can be much larger and the detection prospects are less certain. Finally, we show that this scenario can be readily extended to accommodate multiple dark matter particles.

Highlights

  • About 27% of the energy-density of the Universe consists of an exotic form of matter commonly known as dark matter [1]

  • We studied in detail scalar dark matter in the B−L extension of the Standard Model

  • The SM particle content is extended by three right-handed neutrinos required to cancel the gauge anomalies, one scalar field to break the B − L symmetry, and another scalar field charged under B − L to explain the dark matter

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Summary

Introduction

About 27% of the energy-density of the Universe consists of an exotic form of matter commonly known as dark matter [1]. A better approach may be to find complete models where the dark matter is automatically stable due to the model’s structure and the quantum numbers of the dark matter field, without additional discrete symmetries [8, 9] Several models of this type have been studied in the literature [10, 11, 12], and they generally feature extended gauge sectors. In it we numerically study the dark matter phenomenology of the model according to the interactions (gauge or scalar) and processes (annihilations or semi-annihilations) that set the relic density, and we analyze the detection prospects in each case.

The model
Scalar Dark Matter
Gauge interactions
Scalar interactions
Semi-annihilations
Multi-component Dark Matter
Findings
Conclusions
Full Text
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