A mechanistic interpretation of J. Wheeler’s geometrodynamic idea of the existence of closed contours between charged microparticles makes it possible to create the model of an electron which it is not a point particle in, but, on the contrary, has a «hidden» mass. This mass motion as some medium’s moving determines its charge (momentum) and its spin (angular momentum). It is shown that the identification of a charge as a momentum transforms successfully all electromagnetic dimensions into mechanical ones. The numerical values of the charge and the angle of its projection onto our world (additional one to the Weinberg mixing angle) are calculated.
A mechanistic interpretation of J. Wheeler's geometrodynamic idea of the existence of closed contours between charged microparticles makes it possible to create the model of an electron which it is not a point particle in, but, on the contrary, has a «hidden» mass. This mass motion as some medium’s moving determines its charge (momentum) and its spin (angular momentum). It is shown that the identification of a charge as a momentum transforms successfully all electromagnetic dimensions into mechanical ones. The numerical values of the charge and the angle of its projection onto our world (additional one to the Weinberg mixing angle) are calculated.