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Unraveling Freeze-in Dark matter through the echoes of gravitational waves

Partha Konar, Sudipta Show

Abstract

In the quest to unravel the dark sector, feebly interacting freeze-in dark matter presents an intriguing possibility, plausibly explaining the consistent null results from various dark matter experiments. We propose a unique imprint in the form of gravitational waves generated during the freeze-in production of dark matter from heavy particle decay in the early universe. This characteristic gravitational wave signature can serve as a powerful probe for freeze-in dark matter. Our study indicates that future high-frequency gravitational wave experiments can detect these waves, offering a novel avenue to critically test the underlying conditions and requirements of this dark matter paradigm, which typically lie beyond the reach of current and planned dark matter detection experiments.

Unraveling Freeze-in Dark matter through the echoes of gravitational waves

Abstract

In the quest to unravel the dark sector, feebly interacting freeze-in dark matter presents an intriguing possibility, plausibly explaining the consistent null results from various dark matter experiments. We propose a unique imprint in the form of gravitational waves generated during the freeze-in production of dark matter from heavy particle decay in the early universe. This characteristic gravitational wave signature can serve as a powerful probe for freeze-in dark matter. Our study indicates that future high-frequency gravitational wave experiments can detect these waves, offering a novel avenue to critically test the underlying conditions and requirements of this dark matter paradigm, which typically lie beyond the reach of current and planned dark matter detection experiments.

Paper Structure

This paper contains 5 sections, 13 equations, 5 figures, 1 table.

Figures (5)

  • Figure 1: Feynman diagrams for graviton production.
  • Figure 2: GW spectrum as a result of graviton bremsstrahlung during DM freeze-in production for three BPs and CGWB spectrum.
  • Figure 3: Range of masses probed by the planned resonant cavity experiment and constant with freeze-in relic density.
  • Figure 4: Evolution of $Y_X^{\text{eq}}$ and $Y_\chi$ as a function of the dimensionless variable $z=m_X/T$.
  • Figure 5: Plot shows the relic density satisfied contour and the parameter space disallowed by thermalization constraint.