Nonlinear Theory of Elementary Particles Part XV: On Calculation of Elementary Particles’ Masses

Abstract

In a previous paper we showed that the existence of the size of the electron does not contradict the quantum field theory. This allows us to consider the electron and other particles as an electromagnetic volume resonator, capable of holding electromagnetic waves of a certain frequency. We assume that the reason of appearance of the mass spectra of elementary particles is the addition of nonlinear electromagnetic waves to this resonator. As it is known the solution of Schrödinger equation for electron in a potential well of final depth there has a limited number of own levels of energy. We assume that this limitation exists for the masses of some families of particles, e.g., for the family of leptons, which has only three generations.