Photon as closed world
V.T.
Vertushkoff
Dniepropetrovsk, 49128, Ukraine
www.vertushkov.dp.ua
Date of place: 08.02.2000
The characteristics of the closed world having formed
with the annihilation of an electron and a positron have been received.
In the past [1] it was proposed, that the physical vacuum serves as the source
of energy, detaching with gravitational interaction of masses. The interacting
masses compensate the arising vacuum energy ε<0 and acquire a defect of the
mass 
. The closed
world, arising from the gravitational collapse of the mass M, is a massless
particle. The effect of the attraction into the electrical interaction is also
accompanied by a defect of the mass of the interacting charged masses. It is
supported the energy 
1,02
MeV is detached by vacuum during the annihilation of the almost resting e–
and e+. The arising energy of vacuum ε ≈ -1,02 MeV is compensated by
the whole of the mass of the rest e– and e+ with the
energy of the masses E=2mec2 
1,02 MeV. More over the zone
of the space consisting in e- and e+ forms the closed
world, i.e. the photon equal to zero mass of the rest. A defect of the mass 
mf forming by a
closed system (of the photon) is
mf = mf -2me= -2me
A photon
transfers from real space to vacuum (virtual) condition at a moment of its
formation. In a statical closed world [1] the masses me of the
resting e– and e+ are zero. In consequence of that they
do not interact between themselves with the defect of the mass m<0 (an effect of
attraction).
Let a distance r in accordance with Coulomb’s law equals a radius of the
curvature R of the spherical symmetrical closed world containing the resting e–
and e+. Thus
where E1,02 MeV is
energy of annihilation. Curvature CG of photon’s closed space is
(the energy ε -2mec2 compensates masses 2me).
Photon’s energy, as closed world, is the energy of its gravitational field. As
seen from the next example. Planck’s massless particle 
is the closed world
containing planck’s charged mass mp. Energy of the external
gravitational field of
a particle is E=|ε|=mpc2 [1,2]. On the other
hand, the wave length of
the particle 
=2
lg, where lg
is planck’s length. Thus the energy of the particle is E=hν=hc/=mpc2.
The formed during the annihilation of e– and e+ a photon
has the external gravitational field with the energy of vacuum ε= -2mec2.
References:
[1] V.T. Vertushkoff. Planck's units.
[2] V.T. Vertushkoff. Planck's particles Pl and – possible connection with
other particles.
E-mail: vertushkov@ua.fm
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