2020
DOI: 10.48550/arxiv.2009.05987
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Non-thermal Hot Dark Matter from Inflaton/Moduli Decay: The Momentum Distribution and Relaxing the Cosmological Mass Bound

Sukannya Bhattacharya,
Subinoy Das,
Koushik Dutta
et al.

Abstract: Decay of the inflaton or moduli which dominated the energy density of the universe at early times leads to a matter to radiation transition epoch. We consider non-thermal sterile dark matter particles produced as decay product during such transitions. The particles have a characteristic energy distribution -that associated with decays taking place in a matter dominated universe evolving to radiation domination. We primarily focus on the case when the particles are hot dark matter, and study their effects on th… Show more

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Cited by 2 publications
(6 citation statements)
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“…Concretely, we have considered nonthermal HDM produced as decay products of the inflaton. Such particles have the momentum distribution associated with decays taking place in a matter dominated universe evolving to radiation domination, as shown in [28]. However, we have argued that any model leading to the same ∆N eff and m eff sp as our model (barring additional new physics ingredients) would lead to similar effects on cosmological observables, and therefore our constraints generically apply to any HDM models.…”
Section: Discussionmentioning
confidence: 64%
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“…Concretely, we have considered nonthermal HDM produced as decay products of the inflaton. Such particles have the momentum distribution associated with decays taking place in a matter dominated universe evolving to radiation domination, as shown in [28]. However, we have argued that any model leading to the same ∆N eff and m eff sp as our model (barring additional new physics ingredients) would lead to similar effects on cosmological observables, and therefore our constraints generically apply to any HDM models.…”
Section: Discussionmentioning
confidence: 64%
“…We will be making use of publicly available package CLASS [41][42][43] to incorporate the effects of the sterile particles, the input required for this the momentum distribution of the sterile particles today. This was obtained in [28] to be…”
Section: A the Modelmentioning
confidence: 98%
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