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The axiom 1/=/U is explored. It demands identity between the fine structure, , of a matter entity, i, and the ratio of its Compton wave, , to the particles circumference, U=2r. Previous analysis of the structure of the electron shows that equals U/ and that an inherent connection with this particle's magnetic moment, , has been established. If the approximation μe = (1 + α/2π−…+…)μBohr>≈(1+re/λe)< SUBB> is properly modified and applied, the length dimensions, r and U, of other particles may be derived also.
The discussion correlates the physical properties of stable particles with the kinematics of bound electromagnetic field singularities and illustrates their role in generating the electric charge and the magnetic moment of particles. The field singularities consist of orthogonal E and H fields which can be derived from Poynting's vector concept. Electromagnetic properties and the derivation of other structure details are briefly described for the following matter entities: γ, ν, e, p, n, d, ν. [ABSTRACT FROM AUTHOR]