2019
DOI: 10.1103/physrevd.99.115009
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Making dark matter out of light: Freeze-in from plasma effects

Abstract: Dark matter (DM) could couple to particles in the Standard Model (SM) through a light vector mediator. In the limit of small coupling, this portal could be responsible for producing the observed DM abundance through a mechanism known as freeze-in. Furthermore, the requisite DM-SM couplings provide a concrete benchmark for direct and indirect searches for DM. In this paper, we present updated calculations of the relic abundance for DM produced by freeze-in through a light vector mediator. We identify an additio… Show more

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Cited by 153 publications
(181 citation statements)
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References 113 publications
(178 reference statements)
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“…The same region would also be covered by the SN1987A supernova bound [66,72] on which, however, some doubts have been recently casted [73]. We also show the curve for dark matter relic abundance via freeze-in scenario [9,67,68,74], i.e. a scenario in which the interaction is very weak and slowly builds up the dark matter relic abundance non-thermally.…”
Section: Projections and Comparison With Existing Boundsmentioning
confidence: 75%
“…The same region would also be covered by the SN1987A supernova bound [66,72] on which, however, some doubts have been recently casted [73]. We also show the curve for dark matter relic abundance via freeze-in scenario [9,67,68,74], i.e. a scenario in which the interaction is very weak and slowly builds up the dark matter relic abundance non-thermally.…”
Section: Projections and Comparison With Existing Boundsmentioning
confidence: 75%
“…This finding is particularly relevant if the thermal mass of one of these eigenstates is large enough to allow for direct decays into DM particles. Such plasmon decays have recently been found to give a relevant contribution to the freeze-in production of sub-MeV DM [23,24], and we extend the discussion there to more general gauge groups and to temperatures above the electroweak phase transition (EWPT).…”
Section: Introductionmentioning
confidence: 77%
“…We include the contribution from plasmon decays, recently studied in Refs. [9,10,59]. In the top row we furthermore indicate two benchmark points, corresponding to m χ = 20 keV, σ e = 2 · 10 −41 (orange) and m χ = 50 keV, σ e = 3 · 10 −41 .…”
Section: Results For Dark Matter Scatteringmentioning
confidence: 99%
“…The total energy of the initial and final state are denoted by E i and E f . In the so-called Standard Halo Model, the DM velocity distribution is given by 10) where N is a normalization factor, v e is the Earth's velocity, v 0 and v esc are the velocity dispersion and the Galactic escape velocity and Θ denotes the Heaviside step function. Note that the velocity distribution only depends on v = |v| and cos θ e =v ·v e (the hat indicates unit vectors), i.e.…”
Section: )mentioning
confidence: 99%