Role of neutrino mixing in accelerated proton decay
arXiv:1803.05695 · doi:10.1103/PhysRevD.97.105008
Abstract
The inverse beta decay of accelerated protons has been analyzed both in the laboratory frame (where the proton is accelerated) and in the comoving frame (where the proton is at rest and interacts with the Fulling-Davies-Unruh thermal bath of electrons and neutrinos). The equality between the two rates has been exhibited as an evidence of the necessity of Fulling-Davies-Unruh effect for the consistency of Quantum Field Theory formalism. Recently, it has been argued that neutrino mixing can spoil such a result, potentially opening new scenarios in neutrino physics. In the present paper, we analyze in detail this problem and we find that, assuming flavor neutrinos to be fundamental and working within a certain approximation, the agreement can be restored.
11 pages
References in corpus (2)
Cited by in corpus (20)
- Modified Unruh effect from Generalized Uncertainty Principle
- GUP parameter from Maximal Acceleration
- Neutrino oscillations in extended theories of gravity
- q-generalized Tsallis thermostatistics in Unruh effect for mixed fields
- Time-energy uncertainty relation for neutrino oscillations in curved spacetime
- Casimir effect for mixed fields
- Neutrino oscillations in the Unruh radiation
- On the beta-decay of the accelerated proton and neutrino oscillations: a three-flavor description with CP violation
- Signature of neutrino mass hierarchy in gravitational lensing
- Nonextensive Tsallis statistics in Unruh effect for Dirac neutrinos
- Neutrino oscillations in accelerated frames
- Non-relativistic neutrinos and the weak equivalence principle apparent violation
- Heuristic derivation of the Casimir effect from Generalized Uncertainty Principle
- Quantum gravity phenomenology at the dawn of the multi-messenger era -- A review
- Comment on "Neutrino decoherence in presence of strong gravitational fields"
- On the flavor/mass dichotomy for mixed neutrinos: a phenomenologically motivated analysis based on lepton charge conservation in neutron decay
- Flavor neutrino states for pedestrians
- The strong CP problem, general covariance, and horizons
- Gravitational effects on neutrino decoherence in Lense-Thirring metric
- Non-thermal aspects of Unruh effect