Speaker
Description
Measurements of the neutron cross-sections of heavy nuclei and their
analysis at the IAE and ITEP, carried out in the 1950s and later, made
it possible to find out deviations from the statistical model in the
distributions of positions and spacings of neutron resonance levels.
This work is a review of the analysis of the energies
of nuclear states and the particle mass spectrum, based on the
distinguished role of the electron, its symmetry, and radiative
correction.
A symmetry motivated approach to the problem of the particle mass
spectrum is due to the fact that the electron and nucleons add up
to the visible mass of the Universe, and the ratio of their masses
is very accurately estimated in the CODATA review as
$m_n/m_e=1838.6836605(11)$.
The representation of the nucleon masses in terms of the electron mass
and the period $16m_e=\delta$ allows checking the same
representation in the discreteness effect in the
energies of nuclear states and the masses of other particles.
The values of the pion parameters $f_\pi=130$\,MeV, $m_\pi=140$\,MeV
and $\Delta M_\Delta=147$\,MeV, as well as the parameters of the
Constituent Quark Model $M_q=3\Delta M_\Delta=441$\,MeV
and $M^\omega_q=3f_\pi=391$\,MeV contain a general empirical
discreteness parameter - the period $\delta$.
- Sukhoruchkin S.I. et al. Proc. ISINN-28. JINR E3-2021, P. 234, 247, 259.
- Sukhoruchkin S.I. Nucl. Part. Phys. Proc. 2021. V. 312 - 317. P. 185.
- Sukhoruchkin S.I. Nucl. Part. Phys. Proc. 2022. V. 318 - 323. P. 191.
