2003
DOI: 10.1140/epjc/s2002-01127-9
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Search for neutrino oscillations on a long base-line at the CHOOZ nuclear power station

Abstract: This final article about the CHOOZ experiment presents a complete description of the νe source and detector, the calibration methods and stability checks, the event reconstruction procedures and the Monte Carlo simulation. The data analysis, systematic effects and the methods used to reach our conclusions are fully discussed. Some new remarks are presented on the deduction of the confidence limits and on the correct treatment of systematic errors.

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Cited by 929 publications
(651 citation statements)
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“…When needed, we fix ∆m 2 ≃ 2.4 × 10 −3 eV 2 from atmospheric and accelerator data [37], sin 2 θ 12 ≃ 0.3 from reactor and solar data [35], and take representative value of sin 2 θ 13 below current upper bounds [38]. Matter effects are potentially relevant when the potential equals the neutrino wavenumber…”
Section: Overview Of Calculationsmentioning
confidence: 99%
“…When needed, we fix ∆m 2 ≃ 2.4 × 10 −3 eV 2 from atmospheric and accelerator data [37], sin 2 θ 12 ≃ 0.3 from reactor and solar data [35], and take representative value of sin 2 θ 13 below current upper bounds [38]. Matter effects are potentially relevant when the potential equals the neutrino wavenumber…”
Section: Overview Of Calculationsmentioning
confidence: 99%
“…Atmospheric neutrino studies [13], K2K [14] 3). The CHOOZ experiment [15] gives a bound θ 13 as a function of ∆m 2 31 . The physical effects involved in the interpretation are -vacuum oscillations [9,10,16] (atmospheric neutrinos -main mode, K2K, MINOS and CHOOZ); -the Mikheyev-Smirnov-Wolfenstein (MSW) effect -the adiabatic conversion [17,18] (conversion of solar neutrinos in the matter of the Sun; at low energies solar neutrinos undergo the averaged vacuum oscillation with small matter effect); and -oscillations in matter [17,18] (oscillations of solar and atmospheric neutrinos in the matter of Earth).…”
Section: Experimental Results and Global Fitsmentioning
confidence: 99%
“…In a certain basis, one of these two sets of Yukawa coupling matrices is diagonal, and the Yukawa sector has only nine parameters. Noting that the (2,2,15) submultiplet of 126 H as well as the (2,2,1) submultiplet of 10 H each have a pair of standard model doublets that contribute to charged-fermion masses, one can write the quark and lepton mass matrices as follows [137]: To generate the light neutrino masses, we use the seesaw formula in eq. (80), where f is the same 126 H Yukawa coupling as above.…”
Section: Neutrino Mass and New Physics: "Top-down"mentioning
confidence: 99%
“…Figure 3 summarises the information on θ 13 from present data, which emerges from an interplay of different data sets. An important contribution to the bound comes from the CHOOZ reactor experiment [57] combined with the determination of |∆m 2 31 | from atmospheric and long-baseline experiments. Using this set of data, a possible hint for a non-zero θ 13 from atmospheric data has been found in references [55,58].…”
Section: Neutrino Oscillation Updatementioning
confidence: 99%