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Multi-component dark matter and Galactic 511 keV $\gamma$-ray emission

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arxiv 2409.07851 v2 pith:7YM47I5Z submitted 2024-09-12 hep-ph astro-ph.CO

classification hep-phastro-ph.CO
keywords darkmattergalacticgammabosonconsideremissionline
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abstract

We study multi-component dark matter scenarios and the Galactic 511 keV $\gamma$-ray emission line signal in the framework of a local, dark $U(1)_D$ extension of the Standard Model. A light vector dark matter particle associated with the dark $U(1)_D$ may decay and annihilate to electron-positron pairs. The produced positrons may in turn form positroniums that subsequently annihilate to two photons, accounting for the observed line signal of the Galactic 511 keV $\gamma$-ray emission. Three scenarios are investigated. First, we consider the minimal $U(1)_D$ extension where a dark gauge boson and a dark Higgs boson are newly introduced to the particle content. As a second scenario, we consider WIMP-type dark matter with the introduction of an extra dark fermion which, in addition to the dark gauge boson, may contribute to the dark matter relic abundance. It is thus a multi-component dark matter scenario with a UV-complete dark $U(1)_D$ symmetry. In particular, the vector dark matter may account for a small fraction of the total dark matter relic abundance. Finally, we consider the scenario where the dark matter particles are of the FIMP-type. In this case, both the light vector and fermion dark matter particles may be produced via the freeze-in and super-WIMP mechanisms. Considering theoretical and observational constraints, we explore the allowed parameter space where the Galactic 511 keV $\gamma$-ray line signal and the dark matter relic can both be explained. We also discuss possible observational signatures.

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  1. Constraining Inflation via FIMP dark matter using the $\beta$-function with collider implications

    hep-ph 2025-06 conditional novelty 6.0 of 10

    Combining Higgs inflation with feeble U(1)D vector dark matter via RG running narrows the allowed Higgs mixing angle and BSM Higgs mass, and predicts measurable deviations in Higgs self-couplings.

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