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2012
DOI: 10.1016/j.physletb.2012.08.052
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Measurement of CNGS muon neutrino speed with Borexino

Abstract: We have measured the speed of muon neutrinos with the Borexino detector using short-bunch CNGS beams. The final result for the difference in time-of-flight between an E = 17 GeV muon neutrino and a particle moving at the speed of light in vacuum is δt = 0.8 ± 0.7 stat ± 2.9 sys ns, well consistent with zero.

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Cited by 36 publications
(8 citation statements)
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“…Although geoneutrinos can be measured, in principle, anywhere on the Earth, the experiments need to be carried out in underground (or underwater) laboratories in order to shield detectors from cosmic radiation; only a few locations therefore have particular experimental interest. We have calculated the fluxes at 16 sites where the exploration of the Earth through geoneutrinos is either currently underway (Kamioka, Japan, with the KamLAND experiment [ Araki et al ., ; Gando et al ., , ]; Gran Sasso, Italy, with the Borexino experiment [ Alvarez Sanchez et al ., ]; Sudbury, Ontario, Canada, with the SNO + experiment [ Chen , ]), or where such experiments have been proposed or could be planned (Table ). Hawaii (Hanohano) [ Dye , ], Baksan (Baksan Neutrino Observatory) [ Buklerskii et al ., ], Homestake (Deep Underground Science and Engineering Laboratory) [ Tolich et al ., ], Curacao (Earth AntineutRino Tomography) [ De Meijer et al ., ], and Daya Bay (Daya Bay II) [ Wang , ] are all sites that have been proposed for constructing liquid scintillator detectors capable of detecting geoneutrinos.…”
Section: Methodology and Reference Statesmentioning
confidence: 99%
“…Although geoneutrinos can be measured, in principle, anywhere on the Earth, the experiments need to be carried out in underground (or underwater) laboratories in order to shield detectors from cosmic radiation; only a few locations therefore have particular experimental interest. We have calculated the fluxes at 16 sites where the exploration of the Earth through geoneutrinos is either currently underway (Kamioka, Japan, with the KamLAND experiment [ Araki et al ., ; Gando et al ., , ]; Gran Sasso, Italy, with the Borexino experiment [ Alvarez Sanchez et al ., ]; Sudbury, Ontario, Canada, with the SNO + experiment [ Chen , ]), or where such experiments have been proposed or could be planned (Table ). Hawaii (Hanohano) [ Dye , ], Baksan (Baksan Neutrino Observatory) [ Buklerskii et al ., ], Homestake (Deep Underground Science and Engineering Laboratory) [ Tolich et al ., ], Curacao (Earth AntineutRino Tomography) [ De Meijer et al ., ], and Daya Bay (Daya Bay II) [ Wang , ] are all sites that have been proposed for constructing liquid scintillator detectors capable of detecting geoneutrinos.…”
Section: Methodology and Reference Statesmentioning
confidence: 99%
“…The ICARUS result on 2011 data has been confirmed with improved precision by the other LNGS experiments [6,7] in the 2012 CNGS bunched beam campaign. We hereby report the experimental measurements of the neutrino velocity with the ICARUS detector, obtained combining the accurate determination of the distance and time of flight with the direct observation of either neutrino events inside the detector or neutrino associated muons from the surrounding rock.…”
Section: Indroductionmentioning
confidence: 58%
“…In parallel, this measurement also set the strongest available limit on CNO neutrinos at <7.7·10 8 cm −2 s −1 at 95% c.l., since an integrated neutrino signal between 1.0 and 1.5 MeV was measured for this result. 7 Be neutrinos The flagship Borexino result, this was also the first direct detection of this particular solar neutrino spectral component. The most recent published result [11] has a ∼5% precision for an MSW-LMA flux of (3.10±0.15)·10 9 cm −2 s −1 (Borexino rate: 46.0±1.5(stat)±1.5(sys) cpd/100 ton).…”
Section: Solar Geoneutrino and Other Resultsmentioning
confidence: 77%
“…The 7 Be signal was also used for the seasonal modulation study [14] and the verification of the LMA prediction for the lack of diurnal/nocturnal asymmetry [13] in the solar neutrino flux reaching a detector on the surface of Earth (A d−n = 0.001 ± 0.012(stat) ± 0.007(sys) cm −2 s −1 ). The Inverse Beta Decay (IBD) reaction ν e + p + → n 0 + e + is Borexino's main channel to detect antineutrino signals, of which reactor and geo-neutrinos are the most abundant example.…”
Section: Pos(hql 2016)006mentioning
confidence: 99%
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