Spectral measurement of electron antineutrino oscillation amplitude and frequency at Daya Bay

preprint2014arXivOpen access
Daya Bay CollaborationF. P. AnA. B. BalantekinH. R. BandW. BerigueteM. BishaiS. BlythR. L. BrownI. ButorovG. F. CaoJ. CaoR. CarrY. L. ChanJ. F. ChangY. ChangC. ChasmanH. S. ChenH. Y. ChenS. J. ChenS. M. ChenX. C. ChenX. H. ChenY. ChenY. X. ChenY. P. ChengJ. J. CherwinkaM. C. ChuJ. P. CummingsJ. de ArcosZ. Y. DengY. Y. DingM. V. DiwanE. DraegerX. F. DuD. A. DwyerW. R. EdwardsS. R. ElyJ. Y. FuL. Q. GeR. GillM. GoncharG. H. GongH. GongY. A. GornushkinW. Q. GuM. Y. GuanX. H. GuoR. W. HackenburgR. L. HahnG. H. HanS. HansM. HeK. M. HeegerY. K. HengP. Hinrichsyk. HorY. B. HsiungB. Z. HuL. J. HuL. M. HuT. HuW. HuE. C. HuangH. X. HuangH. Z. HuangX. T. HuangP. HuberG. HussainZ. IsvanD. E. JaffeP. JaffkeS. JetterX. L. JiX. P. JiH. J. JiangJ. B. JiaoR. A. JohnsonL. KangS. H. KettellM. KramerK. K. KwanM. W. KwokT. KwokW. C. LaiW. H. LaiK. LauL. LebanowskiJ. LeeR. T. LeiR. LeitnerA. LeungJ. K. C. LeungC. A. LewisD. J. LiF. LiG. S. LiQ. J. LiW. D. LiX. N. LiX. Q. LiY. F. LiZ. B. LiH. LiangC. J. LinG. L. LinS. K. LinY. C. LinJ. J. LingJ. M. LinkL. LittenbergB. R. LittlejohnD. W. LiuH. LiuJ. C. LiuJ. L. LiuS. S. LiuY. B. LiuC. LuH. Q. LuK. B. LukQ. M. MaX. B. MaX. Y. MaY. Q. MaK. T. McDonaldM. C. McFarlaneR. D. McKeownY. MengI. MitchellY. NakajimaJ. NapolitanoD. NaumovE. NaumovaI. NemchenokH. Y. NgaiW. K. NgaiZ. NingJ. P. Ochoa-RicouxA. OlshevskiS. PattonV. PecJ. C. PengL. E. PiilonenL. PinskyC. S. J. PunF. Z. QiM. QiX. QianN. RaperB. RenJ. RenR. RoseroB. RoskovecX. C. RuanB. B. ShaoH. SteinerG. X. SunJ. L. SunY. H. TamH. K. TanakaX. TangH. ThemannS. TrentalangeO. TsaiK. V. TsangR. H. M. TsangC. E. TullY. C. TungB. VirenV. VorobelC. H. WangL. S. WangL. Y. WangL. Z. WangM. WangN. Y. WangR. G. WangW. WangW. W. WangX. WangY. F. WangZ. WangZ. M. WangD. M. WebberH. WeiY. D. WeiL. J. WenK. WhisnantC. G. WhiteL. WhiteheadT. WiseH. L. H. WongS. C. F. WongE. WorcesterQ. WuD. M. XiaJ. K. XiaX. XiaZ. Z. XingJ. XuJ. L. XuJ. Y. XuY. XuT. XueJ. YanC. G. YangL. YangM. S. YangM. YeM. YehY. S. YehB. L. YoungG. Y. YuJ. Y. YuZ. Y. YuS. L. ZangL. ZhanC. ZhangF. H. ZhangJ. W. ZhangQ. M. ZhangS. H. ZhangY. C. ZhangY. H. ZhangY. M. ZhangY. X. ZhangZ. J. ZhangZ. P. ZhangZ. Y. ZhangJ. ZhaoQ. W. ZhaoY. B. ZhaoL. ZhengW. L. ZhongL. ZhouZ. Y. ZhouH. L. ZhuangJ. H. Zou

Abstract

A measurement of the energy dependence of antineutrino disappearance at the Daya Bay Reactor Neutrino Experiment is reported. Electron antineutrinos (ν‾e\overlineν_{e}) from six 2.92.9 GWth_{\rm th} reactors were detected with six detectors deployed in two near (effective baselines 512 m and 561 m) and one far (1579 m) underground experimental halls. Using 217 days of data, 41589 (203809 and 92912) antineutrino candidates were detected in the far hall (near halls). An improved measurement of the oscillation amplitude sin⁡22θ13=0.090−0.009+0.008\sin^{2}2θ_{13} = 0.090^{+0.008}_{-0.009} and the first direct measurement of the ν‾e\overlineν_{e} mass-squared difference ∣Δmee2∣=(2.59−0.20+0.19)×10−3 eV2|Δm^{2}_{ee}|= (2.59_{-0.20}^{+0.19}) \times 10^{-3}\ {\rm eV}^2 is obtained using the observed ν‾e\overlineν_{e} rates and energy spectra in a three-neutrino framework. This value of ∣Δmee2∣|Δm^{2}_{ee}| is consistent with ∣Δmμμ2∣|Δm^{2}_{μμ}| measured by muon neutrino disappearance, supporting the three-flavor oscillation model.

Explore this paper’s authors, topics and related work.

Building this map preview

BZPEER is loading the nearby papers, people, topics and institutions for this page.

Reviews 0

Write a reviewWrite

No reviews yet.

Discussion 0

Add a commentWrite

No comments yet.