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Low-energy-threshold analysis of the Phase I and Phase II data sets of the Sudbury Neutrino Observatory

  • B. Aharmim
  • , S. N. Ahmed
  • , A. E. Anthony
  • , N. Barros
  • , E. W. Beier
  • , A. Bellerive
  • , B. Beltran
  • , M. Bergevin
  • , S. D. Biller
  • , K. Boudjemline
  • , M. G. Boulay
  • , T. H. Burritt
  • , B. Cai
  • , Y. D. Chan
  • , D. Chauhan
  • , M. Chen
  • , B. T. Cleveland
  • , G. A. Cox
  • , X. Dai
  • , H. Deng
  • J. Detwiler, M. Dimarco, P. J. Doe, G. Doucas, P. L. Drouin, C. A. Duba, F. A. Duncan, M. Dunford, E. D. Earle, S. R. Elliott, H. C. Evans, G. T. Ewan, J. Farine, H. Fergani, F. Fleurot, R. J. Ford, J. A. Formaggio, N. Gagnon, J. Tm Goon, K. Graham, E. Guillian, S. Habib, R. L. Hahn, A. L. Hallin, E. D. Hallman, P. J. Harvey, R. Hazama, W. J. Heintzelman, J. Heise, R. L. Helmer, A. Hime, C. Howard, M. A. Howe, M. Huang, B. Jamieson, N. A. Jelley, K. J. Keeter, J. R. Klein, L. L. Kormos, M. Kos, C. Kraus, C. B. Krauss, T. Kutter, C. C.M. Kyba, J. Law, I. T. Lawson, K. T. Lesko, J. R. Leslie, I. Levine, J. C. Loach, R. MacLellan, S. Majerus, H. B. Mak, J. Maneira, R. Martin, N. McCauley, A. B. McDonald, S. McGee, M. L. Miller, B. Monreal, J. Monroe, B. Morissette, B. G. Nickel, A. J. Noble, H. M. O'Keeffe, N. S. Oblath, G. D. Orebi Gann, S. M. Oser, R. A. Ott, S. J.M. Peeters, A. W.P. Poon, G. Prior, S. D. Reitzner, K. Rielage, B. C. Robertson, R. G.H. Robertson, M. H. Schwendener, J. A. Secrest, S. R. Seibert, O. Simard, D. Sinclair, P. Skensved, T. J. Sonley, L. C. Stonehill, G. Težić, N. Tolich, T. Tsui, C. D. Tunnell, R. Van Berg, B. A. Vandevender, C. J. Virtue, B. L. Wall, D. Waller, H. Wan Chan Tseung, D. L. Wark, N. West, J. F. Wilkerson, J. R. Wilson, J. M. Wouters, A. Wright, M. Yeh, F. Zhang, K. Zuber
  • Laurentian University
  • Queen's University
  • The University of Texas at Austin
  • University of Colorado Boulder
  • Lisboa
  • University of Pennsylvania
  • Carleton University
  • University of Alberta
  • University of Guelph
  • Ernest Orlando Lawrence Berkeley National Laboratory
  • University of Oxford
  • University of Washington
  • SNOLAB
  • University of Chicago
  • MST-8, Los Alamos National Laboratory
  • Massachusetts Institute of Technology
  • Louisiana State University
  • Brookhaven National Laboratory
  • Hiroshima University
  • University of British Columbia
  • Sanford Laboratory at Homestake
  • TRIUMF
  • Indiana University South Bend
  • University of Liverpool
  • University of California, Santa Barbara
  • University of Sussex
  • European Organization for Nuclear Research
  • Armstrong Atlantic State University
  • University of Utah
  • CCLRC Rutherford Appleton Laboratory
  • Imperial College London
  • University of North Carolina at Chapel Hill
  • Technical University Dresden
  • Queen Mary University of London

Research output: Contribution to journal › Article › peer-review

Abstract

Results are reported from a joint analysis of Phase I and Phase II data from the Sudbury Neutrino Observatory. The effective electron kinetic energy threshold used is Teff=3.5 MeV, the lowest analysis threshold yet achieved with water Cherenkov detector data. In units of 106 cm-2 s-1, the total flux of active-flavor neutrinos from B8 decay in the Sun measured using the neutral current (NC) reaction of neutrinos on deuterons, with no constraint on the B8 neutrino energy spectrum, is found to be ΦNC=5.140-0.158+0.160(stat)-0.117+0.132(syst). These uncertainties are more than a factor of 2 smaller than previously published results. Also presented are the spectra of recoil electrons from the charged current reaction of neutrinos on deuterons and the elastic scattering of electrons. A fit to the Sudbury Neutrino Observatory data in which the free parameters directly describe the total B8 neutrino flux and the energy-dependent νe survival probability provides a measure of the total B8 neutrino flux Φ8B=5.046-0.152+0.159(stat) -0.123+0.107(syst). Combining these new results with results of all other solar experiments and the KamLAND reactor experiment yields best-fit values of the mixing parameters of θ12=34.06-0.84+1.16 degrees and Δm212=7.59-0. 21+0.20×10-5 eV2. The global value of Φ8B is extracted to a precision of -2.95+2.38%. In a three-flavor analysis the best fit value of sin2θ13 is 2.00-1.63+2.09×10-2. This implies an upper bound of sin2θ13<0.057 (95% C.L.).

Original languageEnglish
Article number055504
JournalPhysical Review C - Nuclear Physics
Volume81
Issue number5
DOIs
Publication statusPublished - 27 May 2010
Externally publishedYes

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