Majoron is a hypothetical electrically neutral, spinless particle with zero or very small mass. It interacts with a neutrino of the Majorana type and is very weak with all other elementary particles. The existence of a majoron is predicted as a possible consequence of a violation of the law of conservation of lepton charge. In this case, the majoron is the Goldstone boson , arising from spontaneous symmetry breaking, which ensures the conservation of the lepton charge. Due to the presence of mayoron, an additional marjoram mass appears in the neutrino [3] [4] , due to which it becomes possible to convert neutrinos into antineutrinos. The neutrino itself, in the case where the difference between the particle and the antiparticle is only in helicity , is called the Majorana neutrino . Another consequence of the nonconservation of lepton charge is neutrinoless double beta decay [5] .
| Mayoron (J) | |
|---|---|
| Structure | Elementary particle |
| A family | Boson |
| Group | Bosons |
| Involved in interactions | Gravitational , weak |
| Antiparticle | Myself (J) |
| Status | Hypothetical |
| Weight | 0 |
| Decay channels | Stable |
| Quantum numbers | |
| Electric charge | 0 |
| Baryon number | 0 |
| Lepton number | 0 |
| Spin | 0 ħ |
| Internal parity | -one |
| Theoretically grounded | 1980s [1] [2] |
See also
- Goldstone boson
- Double beta decay
Notes
- ↑ Y. Chikashige, RN Mohapatra, and RD Peccei Spontaneously Broken Lepton Number and Cosmological Constraints on the Neutrino Mass Spectrum // Phys. Rev. Lett. 45, 1926 - Published 15 December 1980
- ↑ Y. Chikashige, Rabindra N. Mohapatra, RD Peccei Are There Real Goldstone Bosons Associated with Broken Lepton Number? // Phys. Lett. 98B (1981) 265-268
- ↑ Gershtein S. S. , Kuznetsov E. P., Ryabov V. A. "The nature of the neutrino mass and neutrino oscillations" // Phys . Uspekhi 167 811–848 (1997)
- ↑ Kozlov Yu. V., Martemyanov V.P., Mukhin K. N. "The problem of neutrino mass in modern neutrino physics" // Phys . Uspekhi 167 849–885 (1997
- ↑ Perch L. B. Physics of elementary particles. - M., Science, 1988. - ISBN 5-02-013824-X . - from. 68-71, 184