Model of a photon as a soliton-like two-frequency electromagnetic wave

Using de Broglie's ideas a hypothesis is substantiated according to which the electromagnetic structure of a photon is determined by two periodic processes with different frequencies. An appropriate solution to the Maxwell system of equations is found that describes the field of a photon as a stable electromagnetic soliton consisting of a needle-like core and a surrounding shell. Herewith, the core surface is a single-layer winding consisting of two very narrow, parallel running and oppositely charged ribbons. Formulas for calculating parameters of photons are obtained. Examples of such calculations for photons in optical and gamma-ray spectra are given that evidence the plausibility of the proposed model. It is shown that an electromagnetic field similar to photon can be created on macroscopic scales. Suggested that it was precisely such a field that was generated in the famous experiments of N. Tesla.