Antineutrino Masses, Energies, and Velocities, Determined by Using the Lepton Beta Fine Structure Constant

     Neutrino ν masses and velocities are determined by combining conservation of energy and conservation

of rest mass momentum.  Rest masses increase in quantum amounts called frequency or flavors like the 

rainbow when they approach the velocity of light c and oscillate in values due to interactions. Neutrino rest

masses increase by integer multiples of their rest mass as they approach the speed of light c. We use 140 

the inverse of β beta as the ratio of lepton to neutrino masses, as the ratio of neutrino to lepton velocity, and 

as a measure of the strength of their interactions like 137 the inverse of the α alpha fine structure constant. We

need a γ gamma fine structure constant to better understand the strength of the energy transfers between

neutrinos and light particles like gamma rays. 

     The electron neutrino rest mass 3.66 keV, or  0.00366 MeV  has an energy of 0.05 MeV and a

velocity of 0.9973c.  For a multiple of 35 there is an energy of 1.8 MeV and a velocity of  0.9975c.

     The muon neutrino rest mass of 0.757 MeV has an energy of 0.8 MeV at a velocity of 0.3234 c.

For 1.8 MeV the velocity is 0.9073, for 10 MeV the velocity is 0.9971, for 20 MeV the velocity is 0.9993c

     The tau neutrino rest mass of 12.72 MeV has an energy of 20 MeV with a velocity of 0.7717c. 

The electron antineutrino rest mass was given, See Mackouse APS Bulletins. April 2020 virtual meeting.