Neutrinos from Stellar Collapse: Effects of flavour mixing
arXiv:hep-ph/9907372 · doi:10.1103/PhysRevD.61.013009
Abstract
We study the effect of non-vanishing masses and mixings among neutrino flavours on the detection of neutrinos from stellar collapse by a water Cerenkov detector. We consider a realistic framework in which there are three neutrino flavours whose mass squared differences and mixings are constrained by the present understanding of solar and atmospheric neutrinos. We also include the effects of high dense matter within the supernova core. We find that the number of events due to the dominant process involving electron-antineutrinos may change dramatically for some allowed mixing parameters. Furthermore, contributions from charged-current scattering off oxygen atoms in the detector can be considerably enhanced due to flavour mixing; such events have a distinct experimental signature since they are backward-peaked. Hence, mixing has a non-trivial effect on the signature of neutrinos (and antineutrinos) from stellar collapse.
arXiv comment22 pages Latex file, with 6 postscript figures, minor changes made in text
References in corpus (19)
- Initial Results from the CHOOZ Long Baseline Reactor Neutrino Oscillation Experiment
- Evidence for nu_mu -> nu_e Neutrino Oscillations from LSND
- The angular distribution of the reaction
- Where do we stand with solar neutrino oscillations?
- Non-adiabatic Level Crossing in Resonant Neutrino Oscillations
- Future Detection of Supernova Neutrino Burst and Explosion Mechanism
- Super-Kamiokande atmospheric neutrino data, zenith distributions, and three-flavor oscillations
- Prospects for Detecting Supernova Neutrino Flavor Oscillations
- Super-Kamiokande data and atmospheric neutrino decay
- Mass signature of supernova and neutrinos in SuperKamiokande
- Mass signature of supernova and neutrinos in the Sudbury Neutrino Observatory
- Solar and atmospheric neutrino oscillations with three flavours
- The solar neutrino problem after three hundred days of data at SuperKamiokande
- Reconciling solar and terrestrial neutrino oscillation evidences with minimum sacrifice
- Three flavor implications of CHOOZ result
- Effect of Flavour Oscillations on the Detection of Supernova Neutrinos
- Implications of Solar and Atmospheric Neutrinos
- Atmospheric neutrinos with three flavor mixing
- Establishing a nu_{mu,tau} Component in the Solar Neutrino Flux
Cited by in corpus (22)
- Identifying the neutrino mass spectrum from a supernova neutrino burst
- Shock Breakout in Core-Collapse Supernovae and its Neutrino Signature
- Probing the neutrino mass hierarchy and the 13-mixing with supernovae
- Oscillation effects on supernova neutrino rates and spectra and detection of the shock breakout in a liquid Argon TPC
- What Can Be Learned with a Lead-Based Supernova-Neutrino Detector?
- Mirror model for sterile neutrinos
- Effects of Neutrino Oscillation on the Supernova Neutrino Spectrum
- Supernova neutrino oscillations: A simple analytical approach
- Turbulent Supernova Shock Waves and the Sterile Neutrino Signature in Megaton Water Detectors
- Supernova neutrinos: difference of nu_mu - nu_tau fluxes and conversion effects
- Earth effects on supernova neutrinos and their implications for neutrino parameters
- Probing neutrino oscillations from supernovae shock waves via the IceCube detector
- Study of the effect of neutrino oscillations on the supernova neutrino signal in the LVD detector
- Confusing Sterile Neutrinos with Deviation from Tribimaximal Mixing at Neutrino Telescopes
- Neutrinos from Stellar Collapse: Comparison of signatures in water and heavy water detectors
- The Earth effects on the supernova neutrino spectra
- Effects of neutrino oscillations on the supernova signal in LVD
- Neutrinos from Stellar Collapse: Comparison of the effects of three and four flavour mixings
- Effects of neutrino temperatures and mass hierarchies on the detection of supernova neutrinos
- Testing CPT Symmetry with Supernova Neutrinos
- The Mikheyev-Smirnov-Wolfenstein Matter Potential at the One-loop Level in the Standard Model
- How precisely can we reduce the three-flavor neutrino oscillation to the two-flavor one only from (δm^2_{12})/(δm^2_{13}) <~ 1/15 ?