A combined lattice and analytic study shows that the susceptibility term in a modified Lee-Weinberg equation does not regulate late-time freeze-out in a stop-like dark matter model, leaving mass splitting as the only equilibrium regulator.
A Reappraisal on Dark Matter Co-annihilating with a Top/Bottom Partner
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abstract
We revisit the calculation of relic density of dark matter particles co-annihilating with a top or bottom partner, by properly including the QCD bound-states (onia) effects of the colored partners, as well as the relevant electroweak processes which become important in the low mass region. We carefully set up the complete framework that incorporates the relevant contributions and investigate their effects on the cosmologically preferred mass spectrum, which turn out to be comparable in size to those coming from the Sommerfeld enhancement. We apply the calculation to three scenarios: bino-stop and bino-sbottom co-annihilations in supersymmetry, and a vector dark matter co-annihilating with a fermionic top partner. In addition, we confront our analysis of the relic abundance with recent direct detection experiments and collider searches at the LHC, which have important implications in the bino-stop and bino-sbottom scenarios. In particular, in the bino-stop case recent LHC limits have excluded regions of parameter with a direct detection rate that is above the neutrino floor.
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Non-relativistic susceptibility and a dark matter application
A combined lattice and analytic study shows that the susceptibility term in a modified Lee-Weinberg equation does not regulate late-time freeze-out in a stop-like dark matter model, leaving mass splitting as the only equilibrium regulator.