Thomas Lee Abshier, ND
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Cherenkov Radiation Generation in Space
By: Thomas Lee Abshier, ND
Cherenkov radiation is generated by a particle traveling through a molecular or atomic
media at a speed faster than light can travel in that media. The particle first
transfers energy to that media, and then radiates that energy at as a spectrum of
frequencies. The light travels at a slower rate than the particle because the medium
absorbs and retransmits the photons. The particle travels at a rate corresponding
to its kinetic energy with adjustment for its relativistic velocity.
The question is whether any radiation could be generated by the particle passing
through, or near a region of high . If a strong interface could be created, (possibly
by the creation of a high-field toroid or coil, or at the boundaries of large gravitational
bodies) then both charged and neutral particles may generate photons. Such radiation
would be totally different in its mode of creation than Cherenkov radiation. Instead
of activating molecular bond and vibrational modes, increments of Kinetic energy
field may be separated into the Dipole Sea from the relativistic particle. These
energy increments may then form into photons, and radiate off in an energetically
conservative manner.
The mechanism of kinetic energy storage and transmission in isotropic space is
for the leading edge of the particle to store energy, and return that energy to the
particle in the trailing edge. In inhomogeneous space, all the kinetic energy fields
travel at the local speed of light, as does the center particle, but different portions
of the particle-field complex would be subject to different fields. The kinetic
energy fields of the particle may disconnect from that mass if the E field generated
by the collapsing B field in the trailing edge of the mass is traveling at a different
rate than the E field building up to oppose the forward motion of the particle. In
fact, this may be a mechanism of photon generation, where a particle passes close
to another particle at high velocity, and a portion of the kinetic energy field disconnects
from the high speed mass.
If the space where the kinetic energy field surrounding a particle has a different
than the space close to it, then there is going to be a phase synchronization problem
with the energy stored in the magnetic field returning to the mass to maintain its
momentum. If the phasing of energy return is not synchronized with the movement
of the mass, the Kinetic Energy Field will be left in the space, dissociated from
the particle that formed it. Kinetic Field energy that becomes dissociated from
a moving mass aggregates into quantum units and carry this energy away as photons,
in the same direction as the mass from which it dissociated.
The above explanation will now be recapitulated for emphasis. The particle’s kinetic
energy is stored as a magnetic field in the space preceding a mass, and is converted
back into velocity when the magnetic field collapses and pushes the particle forward
by the E field generated by the collapse. If a near (vacuum) light speed particle
passes by a more dense space, such as going by a nucleus, the kinetic energy field
closer to the nucleus may not be able to maintain its connection to the mass and
break off as a photon. This phenomenon is reminiscent of the effect seen when a
ray passes close to a nucleus and engages in pair production.
When the relativistic particle passes close to a nucleus, the E field generated by
the collapsing B field in the trailing edge of the particle may be delayed by being
in the high space of the nucleus, and hence be separated from the high speed particle.
When the kinetic energy is left in space, without a Central DP to stabilize it into
a mass, it aggregates into a photon of energetically allowed quantum packets of electrically
and magnetically polarized space. And, once formed, these correlations of order
in the DP Sea (now dissociated from the motion of a charged mass) cannot remain at
rest since they communicate their order at the local speed of light. These newly
formed photons will move in the direction associated with the motion of the mass
from which their existence is dependent upon the kinetic energy which was lost. They
simply carry this lost energy in an alternate form, as areas of dipole charge separation
and magnetic pole orientation.
If the mass above were to head straight into a central point collision with another
heavy particle, that collision would encounter a region of increasingly high space.
As a result of being in this higher space first, the leading portion of the kinetic
energy field would slow down before the trailing edge. As a result, the kinetic
energy field of the incoming particle would be compressed in absolute length. The
infinite distance the kinetic energy field extends from the incoming particle, and
the inhomogeneity of the space (due to the presence of other particles in the universe)
make an isolated trajectory and isolated collision impossible. Thus, as mass travels
through space, it is experiencing constant collisions due to the interaction of its
charges and kinetic energy fields with other particles. But being realistic, the
dipole cancellation of the fields (positive and negative fields at short distances)
in neutral mass makes the effective field small at very short distances away from
the particle.
