> > Another thing. You can see inwww.naet.comand primarily in Europe
> Mark L. Fergerson- Hide quoted text -
I research old experiments by others in the net on this cancelling EMF
thing where they compare different coils and targets and found the
following site which mentions that even the A-field or scalar
potential is not involved but something beyond it (which they coin Non-
Maxwellian or Superpotential, etc. these are also early researches
that indirectly give rise to the so called Scalar watches (Philips
Stein)):
http://www.encognitive.com/node/3930
(excerpts from latter half of it)
by Dr. Glen Rein
"Comparison between the types of field generated by the solenoid and
bifilar coils reveals a surprising result. Although the solenoid
generates a B force field, a vector potential (A) field, and a scalar
potential (í) field, none of these fields is apparently capable of
producing a measurable effect. The bifilar coil, however, does produce
an effect despite the fact that its B and A fields are negligible. The
question therefore arises whether the potential (í) field from the
bifilar coil could produce the observed effect. The magnitude of the
potential (í) field is proportional the magnitude of the electric (E)
field, which is in turn directly related the applied voltage. Thus the
magnitude of the potential (í) field in the bifilar coil is four times
less than that of the solenoid coil. The inability of the potential
(í) field to account for the observed effect is also supported by
Smith's finding that the E field (and therefore the potential í field
by implication) is not involved with imprinting water (Smith, 1994).
If we assume that the properties of potential (í) field generated from
the two coils is the same, it is unlikely to be responsible for the
effect produced by the b ifilar coil. Thus, we have a force-free,
potential-free effect and need a new type of energy field, (i.e., a
quantum field) to explain the results. Alternatively, the í potential
field generated by the bifilar coil has different properties from th e
classical í potential generated from a solenoid. The results from this
experiment support the hypothesis that quantum fields exist and are
distinct from potential fields and EM force fields. When taken in
conjunction with the previous experiment s with caduceus/möbius coils,
the results also support the Quantum Energy Healing Model.
Discussion
The results from the bifilar coil indicate, for the first time, a
macroscopic effect on water in the absence of EM-force fields and
potential fields. Modern physics may help explain this anomalous
finding and support the hypothesis that quantum fie lds are distinct
from potential and force fields. These theories postulate that under
special conditions fields and potentials exist in a modified form with
new properties compared to their typical behavior under classical
conditions. Although physical effects of classical potentials have
been measured (Chambers, 1960), they are not considered to be real
since they are not gauge-invariant (i.e., they change when
transformed, for example, to a new location in or out of 4-D space/
time). According to basic EM-field theory, potentials can only be real
if they are gauge-invariant.
This contradiction in theory has inspired some physicists to modify
Maxwell's equations. The new equations have solutions which generate
new types of potentials with unique properties (e.g., gauge-invariant
potentials). Alternatively when dealing with non-classical conditions,
it is justifiable to use new mathematical expressions for redefining
potentials. The non-Maxwellian equations which are thereby generated
describe energy fields that have unique properties. A third approach
has also been us ed, where classical potentials are decomposed into
more fundamental components. Thus, force fields of a certain type can
be decomposed into potentials, and classical potentials can be further
decomposed into super-potentials. Super-potentials and their c
orresponding super-fields are often used in supersymmetry field
theories and string theories. Super-potentials and super-fields have
unusual global properties associated with negative energy states of
subatomic particles.
Decomposition of potentials has also revealed another unusual type of
energy field called the standing wave. Standing waves are of
particular interest because they are experimentally generated by the
same concept utilized in self-canceling coils. T hus, standing waves
are generated when two EM-force fields (of a special type referred to
as circularly polarized) travel in opposite directions. Standing waves
are an example of a non-Hertzian, quantum field since the orientation
of their electric (E) a nd magnetic (B) vectors is unique. Classical
EM fields have their E and B vectors (1) oriented perpendicular
(orthogonal) to each other and (2) oscillating perpendicular
(orthogonal) to the direction the field is propagating. Standing waves
may have both of these properties altered. Some standing waves have
their E and B vectors parallel to each other, whereas others have
their vectors oscillating in the same direction the field is
propagating. The latter type is referred to as a longit udinal wave.
Longitudinal waves were first proposed by Tesla at the turn of the
century to explain the anomalous behavior of the non-Hertzian energy
fields he was working with. Yet another type of standing wave is
classified as force-free since their Lor entz force is zero. Force-
free fields can be experimentally generated under special conditions
where certain gases are put under pressure thereby generating plasmas.
Plasmas are notorious for their anomalous behavior and have been well
studied by contemp orary physicists.
Other examples of non-classical conditions, which allow modification
of classical potentials, are of interest here. The new conditions
often involve the modification of space/time itself. One such
modification of space/time is its extension from fo ur dimensions to
higher dimensions. Energy fields associated with higher dimensions
also have unusual properties (e.g., non-locality, super-luminol
velocities, and negative energy). These energy fields and their
corresponding potentials have been charact erized as complex in that
they have imaginary components as well as real components (Rauscher,
1968). It is interesting to note that Seiki also used these ideas in
describing the imaginary components of the quantum fields generated
from möbius coils (Seiki, 1990). Imaginary particles are a mainstay of
quantum physics according to Dirac, although the energy fields
associated with such particles are not typically examined in
mainstream quantum physics. Nonetheless, the concept of a quantum
information field and a quantum potential has been introduced by Bohm
(1975) in conjunction with Schrödinger's wave equation. Like non-
Maxwellian fields, these quantum fields have unusual properties (e.g.,
non-local action at a distance). Thus, it is clear that contemporary
physicists have many elaborate theories, and some experimental data to
support the hypothesis that quantum fields exist that are distinct
from classical potential fields and force fields. It is now up to the
biologists to study the role these fields play in the natural healing
process.
"
Maybe you guys can create the different coils and use cells and other
biologically targets? Mark Fergerson, you have never used biological
targets isn't it.. but only voltmeter to measure the output, how can
you expect to get any output when the results may be in the very micro
voltage or ampere or even non Hertzians.