2022
DOI: 10.21468/scipostphys.13.2.022
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Fingerprints of freeze-in dark matter in an early matter-dominated era

Abstract: We study the impact of an alternate cosmological history with an early matter-dominated epoch on the freeze-in production of dark matter. Such early matter domination is triggered by a meta-stable matter field dissipating into radiation. In general, the dissipation rate has a non-trivial temperature and scale factor dependence. Compared to the usual case of dark matter production via the freeze-in mechanism in a radiation-dominated universe, in this scenario, orders of magnitude larger coupling between the vis… Show more

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Cited by 13 publications
(13 citation statements)
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References 110 publications
(132 reference statements)
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“…When studying the testability of our non-thermal DM production mechanism, we used a simple Higgs-Portal set-up and a fermionic DM particle. However, we insist on the fact that our prescription to search for complementary probes of new physics with laboratory and Gravitational Wave experiments is very general and can be applied to many other DM scenarios that involve a non-standard cosmology [11,25,80,[190][191][192][193][194]. Following this prescription, we believe that many realizations of non-thermal DM production in the early universe may lead to unique predictions of GW spectral shapes that can be detected in future GW experiments and searched for experimentally in laboratories.…”
Section: Discussionmentioning
confidence: 99%
“…When studying the testability of our non-thermal DM production mechanism, we used a simple Higgs-Portal set-up and a fermionic DM particle. However, we insist on the fact that our prescription to search for complementary probes of new physics with laboratory and Gravitational Wave experiments is very general and can be applied to many other DM scenarios that involve a non-standard cosmology [11,25,80,[190][191][192][193][194]. Following this prescription, we believe that many realizations of non-thermal DM production in the early universe may lead to unique predictions of GW spectral shapes that can be detected in future GW experiments and searched for experimentally in laboratories.…”
Section: Discussionmentioning
confidence: 99%
“…The inflation scale Λ can be limited by the amplitude of the scalar perturbations, A s , and the spectral tilt n s from inflationary observables of the CMB. Planck 2018 data [40] sets the upper limit Λ 1.4 × 10 16 GeV, see appendix A. Furthermore, the current upper bound on the tensor to scalar power spectrum ratio, r 0.032, limits the value of the α parameter or M from above, such that, M 10M Pl .…”
Section: Jhep02(2023)196 2 the Modelmentioning
confidence: 99%
“…We notice that this nontrivial Higgs mass leads to the suppression of perturbative decays of the inflaton field to Higgs boson pairs, which not only leads to elongations of the reheating period but also suppresses the production of the SM radiation energy density. As a result, evolution of the temperature of the SM bath is modified, which in turn can significantly affect the freeze-in production of dark matter (DM) during the reheating phase, see also [13][14][15][16]. The reheating dynamics due to this non-trivial φ-dependent Higgs mass is referred to as the massive reheating scenario, whereas for a comparison we consider the case where such mass effects are neglected, hence referred to as the massless reheating scenario.…”
Section: Introductionmentioning
confidence: 99%
“…It is generally assumed that the temperature of the Universe always decreases in such phases; however, as shown in Refs. [25,26,55,56] there are well-motivated scenarios in which the temperature can remain constant or even increase for an extended period of time. This allows the thermal background to pass through the same temperature multiple times, with different values of the Hubble expansion rate.…”
Section: Nonstandard Cosmology With a Time-dependent Decay Widthmentioning
confidence: 99%
“…Such periods are naturally motivated by string theory and supersymmetry, where extra-light fields are abundant and can eventually dominate the energy density in the Universe. Without loss of generality, we parameterize the dissipation rate of φ as Γ(R, T ) ∝ R k T n , R being the scale factor and T the photon temperature [25,26]. Note that the conventional result with constant Γ corresponds to the case where n = k = 0; however, in general one may expect a varying decay rate.…”
Section: Introductionmentioning
confidence: 99%