Thomas Lee Abshier, ND
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Storage of
Kinetic and Electromagnetic Energy
in the Dipole Sea
By: Thomas Lee Abshier, ND
The kinetic energy of the charged particles is held by the alignment and polarization
of the Dipole Sea by the E & B fields of the moving charge particles. The static
and dynamic relationship between the charged particle and the Dipole Sea combine
to produce the phenomena we recognize as kinetic energy, momentum, and inertia.
- The electrostatic effects of alignment and polarization of the Dipole Sea underlie
the phenomenon that result in the storage of energy by mass.
- And, those same effects of polarization and alignment are the basis of the forces
that act on the charged particle to cause the perpetuation of force applied by the
Dipole Sea to maintain movement. Those effects are in short as follows:
· When a mass moves forward, the Dipole Sea polarization and alignment behind the
particle diminishes. This drop in alignment and diminishment generates a forward
EM force through space.
§ Note: the generation of an EM wave is associated with the loss of the organizing
presence of a particle in pair annihilation. In the case of particle movement, the
charged particle is not destroyed. But still, the space loses the organizing presence
of the charged particle when it moves.
§ Thus, space (i.e. the Dipole Sea) responds with the same type of restoring force
in response to particle movement as pair annihilation.
§ This response by space to movement, collision, or annihilation is the underlying
force producing the “exchange forces” of conventional physics. In the QED theory,
the forces which mediate electromagnetic collisions are called “photons”. But, the
QED exchange forces are ad hoc creations without underlying mechanism to explain
their method of action.
§ Whereas the restoring forces as elaborated by the Theory are generated by the E
& B fields of the Dipole Sea as a correlate of the rules governing their behavior.
· Likewise, the advancing movement of the charged particle causes the Dipole Sea
to increase in its polarization and alignment in front of the particle. This increased
ordering of the Dipole Sea in front of the particle produces a backward EM force
through space. Thus, a forward moving particle will experience a backward EM force
at the same time as it experiences a forward EM force. The net effect is the maintenance
of a constant velocity as long as there are no outside forces acting on the particle.