Implications for the Cosmic Ray Spectrum of a Negative Electron Neutrino (Mass)^2
arXiv:astro-ph/9807324 · doi:10.1103/PhysRevD.60.017302
Abstract
The hypothesis that the electron neutrino is a tachyon with |m|=sqrt(-m^2) = 0.5 eV/c^2 is consistent with certain properties of the cosmic ray spectrum, including: the existence of a change in power law (the "knee") at E = 10^15 eV, the E^-3 power law after the knee, another change in power law (the "ankle") at E = 10^19 eV, the changes in composition above the knee, the change in anisotropy at the knee, and the absence of a GZK cutoff above E = 4 x 10^19 eV. The hypothesis predicts a substantial flux of cosmic ray neutrons in a narrow energy region just above the knee of the spectrum.
28 pages, 4 figures, submitted to Phys. Rev. D
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- Cosmic Ray and Neutrino Tests of Special Relativity
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- Origin and Propagation of Extremely High Energy Cosmic Rays
- Neutrinos with Lorentz-violating operators of arbitrary dimension
- Tachyonic neutrinos and the neutrino masses
- From Generalized Dirac Equations to a Candidate for Dark Energy
- A theoretical case for negative mass-square for sub-eV particles
- Evidence for two neutrino mass eigenstates from SN 1987A and the possibility of superluminal neutrinos
- Is there a 4.5 PeV neutron line in the cosmic ray spectrum?
- Six observations consistent with the electron neutrino being a tachyon with mass:
- Neutrino Mass^2 Inferred from the Cosmic Ray Spectrum and Tritium Beta Decay
- Do high-energy neutrinos travel faster than photons in a discrete space-time?
- Lepton-pair Cerenkov radiation emitted by tachyonic neutrinos: Lorentz-covariant approach and IceCube data
- Phase Space Factor for Two-Body Decay if One Product is a Stable Tachyon
- Cosmic Ray Spectrum and Tachyonic Neutrino