2018
DOI: 10.1088/1475-7516/2018/10/007
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Constraints on Dark Matter with a moderately large and velocity-dependent DM-nucleon cross-section

Abstract: We derive constraints on a possible velocity-dependent DM-nucleon scattering cross section, for Dark Matter in the 10 MeV -100 GeV mass range, using the XQC, DAMIC, and CRESST 2017 Surface Run experiments. We report the limits on cross sections of the form σ = σ 0 v n , for a range of velocity dependencies with n ∈ {−4, −2, −1, 0, 1, 2}. We point out the need to measure the efficiency with which nuclear recoil energy in the sub-keV range thermalizes, rather than being stored as Frenkel pairs in the semi-conduc… Show more

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Cited by 86 publications
(147 citation statements)
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“…In addition to the bounds derived in this paper (see Fig. 4, top left), we also show constraints from nuclear recoil DM-searches by XENON1T [83], CRESST-II [84], the CRESST 2017 surface run [85] as obtained in [44], as well as the lower boundaries obtained by CRESST-III [86] and CDEX (Migdal effect) [87], together with constraints from the X-ray Quantum Calorimeter experiment (XQC) [45], cosmic-rays ("CRDM") [88], CMB [59], and Milky-Way satellites [89]. We do not show collider or beam-dump bounds, but see e.g.…”
Section: Constraintssupporting
confidence: 56%
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“…In addition to the bounds derived in this paper (see Fig. 4, top left), we also show constraints from nuclear recoil DM-searches by XENON1T [83], CRESST-II [84], the CRESST 2017 surface run [85] as obtained in [44], as well as the lower boundaries obtained by CRESST-III [86] and CDEX (Migdal effect) [87], together with constraints from the X-ray Quantum Calorimeter experiment (XQC) [45], cosmic-rays ("CRDM") [88], CMB [59], and Milky-Way satellites [89]. We do not show collider or beam-dump bounds, but see e.g.…”
Section: Constraintssupporting
confidence: 56%
“…This energy loss affects the rate of events produced at the direct detection experiments as the DM particles traveling through the medium get scattered off the nuclei before reaching the detector, and their speed distribution changes. This was investigated using the analytic approach of the stopping power for contact interactions [38][39][40][41]80], dipole interactions [75], and light mediators [45]. In contrast, we use MC techniques to simulate the nuclear scatterings and precisely calculate the change in the underground distribution of DM particles.…”
Section: Nuclear Stopping Power and MC Simulationsmentioning
confidence: 99%
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“…Solid (dashed) lines assume a CR density that equals, on average, the local value out to a distance of 1 kpc (10 kpc). We compare our limits to those deriving from CMB observations [40], gas cloud cooling [38], the X-ray Quantum Calorimeter experiment (XQC) [39], and a selection of direct detection experiments [43][44][45] after taking into account the absorption of DM in soil and atmosphere [33].…”
mentioning
confidence: 99%