2005
DOI: 10.1016/j.physletb.2005.04.073
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Testing the LMA solution with solar neutrinos independently of solar models

Abstract: We perform a comparative study of two methods of determining the survival probabilities of low, intermediate, and high energy solar neutrinos that emphasizes the general agreement between the Large Mixing Angle (LMA) solution and extant solar neutrino data. The first analysis is oscillation parameter-independent and the second analysis involves an approximate calculation of the survival probabilities in the three energy ranges that depends only on oscillation parameters. We show that future experiments like BO… Show more

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Cited by 21 publications
(15 citation statements)
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“…A non-zero θ x improves the fit to the intermediate-energy solar neutrinos (compared to the twoneutrino case), at the expense of a slightly worse fit to the low and high-energy solar neutrinos [52].…”
Section: Solar Neutrinosmentioning
confidence: 96%
“…A non-zero θ x improves the fit to the intermediate-energy solar neutrinos (compared to the twoneutrino case), at the expense of a slightly worse fit to the low and high-energy solar neutrinos [52].…”
Section: Solar Neutrinosmentioning
confidence: 96%
“…The NSI matter effects on the pp spectrum are negligible [46] and therefore not included. Because the NSI propagation corrections to the LMA-MSW model [41,[47][48][49] for P ee will be small corrections to small effects below 2 MeV [13] and our CC semi-leptonic source NSI do not enter the matter effects, and, as with the pp spectral shape, we do not include the remaining matter contributions from the ν -e forward scattering process in this paper 6 .…”
Section: A Estimate Of Matter Effects On the ν E Survival Probabilitymentioning
confidence: 99%
“…the third row mixing matrix elements. Black line is U τ 1 , red is U τ 2 and blue is U τ 3 ; Here, we use an adiabatic MSW effect to reproduce solar neutrino signals, with the choice of N e = 100(/N A /cm 3 ) as electron density in the central region of the Sun [97]. Of course, this model does not predict a signal for LSND and MiniBooNE.…”
Section: Model Construction 531 Bimaximal Modelmentioning
confidence: 99%
“…The trick is that, the eigenvalue difference cancels at the leading order contribution, and the second-order term becomes the leading term, like the seesaw mechanism that generates neutrino mass. short baseline experiments (left is LSND, right is for MiniBooNE), KamLAND (with data points from [83]), atmospheric neutrinos, and solar neutrinos (with data points from [97]). …”
Section: Bicycle Modelmentioning
confidence: 99%