Low-Temperature Enhancement of Semi-annihilation and the AMS-02 Positron Anomaly
arXiv:1807.00832 · doi:10.1007/JHEP10(2018)075
Abstract
Semi-annihilation is a generic feature of particle dark matter that is most easily probed by cosmic ray experiments. We explore models where the semi-annihilation cross section is enhanced at late times and low temperatures by the presence of an s-channel resonance near threshold. The relic density is then sensitive to the evolution of the dark matter temperature, and we compute expressions for the associated Boltzmann equation valid in general semi-annihilating models. At late times, a self-heating effect warms the dark matter, allowing number-changing processes to remain effective long after kinetic decoupling of the dark and visible sectors. This allows the semi-annihilation signal today to be enhanced by up to five orders of magnitude over the thermal relic cross section. As a case study, we apply this to a dark matter explanation of the positron excess seen by AMS-02. We see that unlike annihilating dark matter, our model has no difficulty fitting the data while also giving the correct relic density. However, constraints from the CMB and -rays from the galactic centre do restrict the preferred regions of parameter space.
32 pages, 5 figures; minor updates
References in corpus (27)
- The automated computation of tree-level and next-to-leading order differential cross sections, and their matching to parton shower simulations
- An Introduction to PYTHIA 8.2
- micrOMEGAs4.1: two dark matter candidates
- Weak Corrections are Relevant for Dark Matter Indirect Detection
- Galactic secondary positron flux at the Earth
- Pulsars versus Dark Matter Interpretation of ATIC/PAMELA
- Minimal Dark Matter predictions for galactic positrons, anti-protons, photons
- Bound-state formation for thermal relic dark matter and unitarity
- Enhancement of Dark Matter Annihilation via Breit-Wigner Resonance
- Galactic center -ray excess in hidden sector DM models with dark gauge symmetries: local symmetry as an example
- Self-consistent Dark Matter Simplified Models with an s-channel scalar mediator
- Cosmological Bounds on Non-Abelian Dark Forces
- Dirac dark matter with a charged mediator: a comprehensive one-loop analysis of the direct detection phenomenology
- Thermal dark matter co-annihilating with a strongly interacting scalar
- Signatures of Self-Interacting Dark Matter in the Matter Power Spectrum and the CMB
- Re-derived overclosure bound for the inert doublet model
- Resonance enhancement of dark matter interactions: the case for early kinetic decoupling and velocity dependent resonance width
- The Semi-Hooperon: Gamma-ray and anti-proton excesses in the Galactic Center
- Impact of Mass Generation for Simplified Dark Matter Models
- Dark matter direct detection of a fermionic singlet at one loop
- Hidden strongly interacting massive particles
- Neutrino mass generation with large multiplets under local symmetry
- Self-heating of Strongly Interacting Massive Particles
- A dark matter model that reconciles tensions between the cosmic-ray excess and the gamma-ray and CMB constraints
- A combined analysis of PandaX, LUX, and XENON1T experiments within the framework of dark matter effective theory
- Sub-MeV Self Interacting Dark Matter
- A Systematic Effective Operator Analysis of Semi-Annihilating Dark Matter
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- Gravitational Wave Signals of Pseudo-Goldstone Dark Matter in the Complex Singlet Model
- Improved bounds on singlet dark matter
- Gravitational Waves from first-order phase transition and domain wall
- Dark matter freeze-in from semi-production
- Signatures of supersymmetry and a gauge boson at Belle-II
- Heavy dark matter and Gravitational waves
- Search for Semi-Annihilating Dark Matter with Fermi-LAT, H.E.S.S., Planck, and the Cherenkov Telescope Array
- Probing the gauge boson at electron colliders
- Scalar Dark Matter with Strong Positron Fluxes
- Non-minimal Coupling Inflation and Dark Matter under the Symmetry