2011
DOI: 10.1051/0004-6361/201116914
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WMAP7 and future CMB constraints on annihilating dark matter: implications for GeV-scale WIMPs

Abstract: Aims. We calculate constraints from current and future cosmic microwave background (CMB) measurements on annihilating dark matter (DM) with masses below the electroweak scale: m DM = 5−100 GeV. In particular, we assume the S-wave annihilation mode to be dominant, and focus our attention on the lower end of this mass range, as DM particles with masses m DM ∼ 10 GeV have recently been claimed to be consistent with the CoGeNT and DAMA/LIBRA results, while also providing viable DM candidates to explain the measure… Show more

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Cited by 120 publications
(162 citation statements)
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“…Using these results, [20] studied the impact on the CMB anisotropy spectrum of keV − TeV photons and e + e − pairs produced by DM annihilation. Extending earlier studies [21][22][23], that work demonstrated that the imprint on the CMB anisotropy spectrum was essentially identical for all models of s-wave DM annihilation with keV − TeV annihilation products, up to an overall model-dependent scaling factor, which could be estimated using principal component analysis (PCA). [20] further provided a simple recipe for determining the CMB anisotropy constraints on arbitrary models of annihilating DM: compute the spectrum of electrons, positrons and photons produced by a single annihilation, determine the weighted efficiency factor using the results of [20], and then apply the bound computed by the Planck collaboration on the product of this efficiency factor and the DM annihilation cross section.…”
Section: Introductionmentioning
confidence: 74%
“…Using these results, [20] studied the impact on the CMB anisotropy spectrum of keV − TeV photons and e + e − pairs produced by DM annihilation. Extending earlier studies [21][22][23], that work demonstrated that the imprint on the CMB anisotropy spectrum was essentially identical for all models of s-wave DM annihilation with keV − TeV annihilation products, up to an overall model-dependent scaling factor, which could be estimated using principal component analysis (PCA). [20] further provided a simple recipe for determining the CMB anisotropy constraints on arbitrary models of annihilating DM: compute the spectrum of electrons, positrons and photons produced by a single annihilation, determine the weighted efficiency factor using the results of [20], and then apply the bound computed by the Planck collaboration on the product of this efficiency factor and the DM annihilation cross section.…”
Section: Introductionmentioning
confidence: 74%
“…As recently shown in several papers (see e.g., Galli et al 2009Galli et al , 2011Giesen et al 2012;Hutsi et al 2011;Natarajan 2012;Evoli et al 2013) CMB anisotropies offer an opportunity to constrain DM annihilation models.…”
Section: Dark Matter Annihilationmentioning
confidence: 90%
“…(97), the factor f (z) depends on the details of the annihilation process, such as the mass of the DM particle and the annihilation channel (see e.g., Slatyer et al 2009). The functional shape of f (z) can be taken into account using generalized parameterizations (Finkbeiner et al 2012;Hutsi et al 2011). However, as shown in Galli et al (2011), Giesen et al (2012), and Finkbeiner et al (2012 it is possible to neglect the redshift dependence of f (z) to first approximation, since current data shows very little sensitivity to variations of this function.…”
Section: Dark Matter Annihilationmentioning
confidence: 99%
“…While this enhancement would not be significant during freezeout, it would be effective at recombination when the typical velocity of dark matter is v ∼ 10 −8 c [9]. With the release of data from Planck expected in the next two years, models falling into these categories should either be robustly ruled out, or give rise to a measurable signal [9,10,13]. If no signal is observed, the sensitivity of Planck will allow us to probe regions of parameter space relevant for supersymmetric models, where the DM is a thermal relic with mass of several tens of GeV.…”
Section: Introductionmentioning
confidence: 99%