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On the 20 GeV excess in the Milky Way and its implications for dark matter

dark-matter

Recently, Tomonori Totani (University of Tokyo) published a paper proposing that a halo-like gamma-ray excess peaking around 20 GeV in the Milky Way could be explained by dark matter annihilation (publisher, arXiv). In this post, I summarize the key points of Totani’s analysis and briefly review follow-up studies.

Note: This “~20 GeV halo-like excess” is distinct from the well-known Galactic Center GeV excess (which peaks at a few GeV and is localized toward the inner Galaxy).

20 GeV halo-like excess of the Galactic diffuse emission and implications for dark matter annihilation

Totani analyzed the Milky Way halo region (excluding the Galactic plane), where gamma rays from dark matter annihilation could be detectable with reduced astrophysical foreground contamination. In the WIMP dark matter scenario, dark matter particles can annihilate each other and produce Standard Model particles, including gamma rays.

Using 15 years of Fermi Large Area Telescope (Fermi-LAT) data, Totani reported a statistically significant excess with a spectral peak around 20 GeV. He argued that the signal is well described by an approximately spherical, halo-like component, broadly consistent with expectations from dark matter annihilation in the Milky Way halo.

Interpreting the excess as WIMP annihilation into the bbˉb\bar{b} channel, he found preferred parameters of

mχ0.50.8 TeVm_\chi \sim 0.5-0.8~\mathrm{TeV}

and a thermally averaged annihilation cross section

σv(58)×1025 cm3/s\langle\sigma v\rangle \sim (5-8)\times 10^{-25}~\mathrm{cm}^3/\mathrm{s}

This cross section is larger than canonical limits from dwarf spheroidal galaxies, leading to tension with existing constraints.

Follow-up studies and consistency checks

Possible resolutions of the tension with dwarf spheroidal galaxies

This result is interesting enough that several groups have already followed it up (see, e.g., INSPIRE). Roughly speaking, to address the tension with dwarf spheroidal limits, one may consider the following possibilities:

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