  In the recent years there was published some papers in which the photons are
represented as electromagnetic solitons [1,2,3]. All particles - solitons -
represent some electromagnetic field restricted in a very small volume, length,
cross-section and propagate in vacuum with light velocity in one and the same
directions at a very great unrestricted distances [3]. These unordinary
properties of the electromagnetic field - soliton - require some more detailed
investigations of the dynamics of interactions of charged particles and
electromagnetic fields. In this paper I make an attempt to solve in part
(fragmentary) some questions about energy density of the soliton,
electrodynamics of soliton and the simplest hydrogen atom, the acceleration of
a charged particle, the path of the electron wile it changes its position, the
emitted electromagnetic soliton energy and the electron in a stationary state.
The descriptions are restricted only to the properties of the solitons in paper
[3] and to the hydrogen atom, but I think that obtained results could be
applied to the more complicated systems.
