That is a mistake. A friend had written that many many years ago and I didn’t catch that.
Thanks for the heads up on that.
A better explanation is that the Tuning resonance peak is found by turning the amplitude dial.
Don Paris replies to me about the "mistake" in his radionics mass mailing promotional.
https://www.researchgate.net/publication/335271748_Magnetic_Wave_Transmission_of_Drug_Effects_about_the_Waves_Generated_in_the_Measurement_Set-Up_and_Used_ie_for_Anticancer-Treatments/link/5f16a1b292851c1eff23d6ef/download
So Don Paris, promoter and seller of Radionics, says he uses the same type of Scalar waves as Konstantin Meyl. How many other researchers even cite Meyl? Ah Yupapin does!
https://www.tandfonline.com/doi/full/10.3109/21691401.2012.759124
Sep 18, 2011 - RETRACTED ARTICLE: Task of the introns, cell communication explained by field physics. Konstantin Meyl. Additional article information ...
https://www.researchgate.net/profile/Konstantin_Meyl
https://www.researchgate.net/publication/296628742_A_critical_consideration_of_the_theories_by_Konstantin_Meyl
Neither his longitudinal or scalar waves nor his potential burbles
follow a straightforward reasoning. Concerning longitudinal waves, it is
noted that these are well-known within the classical Maxwell theory -
typically in combination with transversal field components, even though
Meyl claims the opposite. in summary, nothing was found in Meyl's
theories that meets any scientific requirement whenever it goes beyond
well-established scientific knowledge. Moreover, careful experimental
analyses [5, 6] of Meyl's demonstration kit for scalar waves could not
reveal anything remarkable.
see https://sci-hub.tw/10.1515/FREQ.2003.57.9-10.174
dang the article is in German...
1. Introduction
For some time now Konstantin Meyl has been more or less arousing
spectacular statements on all kinds of natural science
Appearances the attention of many popular science
Circles. Broader public classes and
Relevant specialist groups are also informed through the Internet, books and
cleverly staged lecture events addressed.
At first glance, many of Meyl's statements seem
to be halfway sensible, but show something deeper
Checks usually very quickly numerous contradictions
and above all gaps in the argument. Very
The preface is instructive in this context
of Meyl's first book [1]: “... The cited
Examples and contributions solely for suggestion and motivation
serve and do not claim to be complete in any way
or correctness .... ". Without" no "claim to
"Correctness" is certainly not difficult with all possible
Speculation to the public and anyone who this
Speculation should pay attention to himself
ask himself what he can expect from it. Independently of
Meyl claims to describe his statements mathematically
and to prove theoretically.
This article looks at some of the
Arguments a little closer to show that
Meyl in places where he delivers concrete statements that
deviate from the established theory, mostly in irresolvable contradictions
involved.
In other places it tries to be vague
To think further along Meyl's statements according to its implications,
until here too the usual contradictions are evident
become.
Finally, some physical phenomena are discussed,
which Meyl would like to re-explain through his theories, which however
for many years within the framework of classical theories
can be described completely without contradiction and
Both theoretically and practically understood excellently
become.
Against the classical Maxwellian theory, Meyl in
Equation (6) its so-called potential density b and equation (8) completely newly introduced. Since this is in the context of the classic
Interpretation of the existence of magnetic space charges
(Monopolies) would mean, and he didn't the fact
doubts that such has not yet been observed,
he goes one step further and doubts this dual
also the existence of electric space charges (monopoles).
As a result, the usual electrical space charge density is missing in (2)
pe. He does not doubt that electrical charge quanta
can be observed, however, he claims that
these are basically dipoles due to potential vortices
acts where the opposite pole is in the center of the charge
and is not accessible for measurement purposes. More on this follows
in the section on potential vortices. At this point, first
Meyl's demand for perfect duality
be illuminated a little more closely. The duality comparison of (7)
and (8) shows that the newly introduced so-called
hydrotic conductivity Kb actually around a specific one
magnetic resistance according to the specific electrical
Resistance p acts. This is crucial
if you look at Meyl's "answer to the key questions"
(Existence of electrical and magnetic monopoles) in
[2] takes a closer look. Meyl writes: “In the ideal vacuum
there are no charge carriers at all, which is why there are no currents
no current vortices and consequently no magnetic poles
can exist. "
"No currents" means electrical conductivity
K = 0 and thus the specific electrical resistance goes
p- * 00, because = l / p assuming complete duality
and the fact that electrical and magnetic quantities in
ideal vacuum are certainly equal, requires that too
no magnetic currents (corresponding to Meyl's potential density
b) can be present and that KI, = - »°° apply
got to. In contrast to this, Meyl argues completely arbitrarily:
"At the same time, the hydrotic conductivity KI, minimal,
the potential density and thus also the potential vortex maximum.
This vortex forms electrical poles .... It is due to the boundary condition
of the microcosm attributed that without exception
electrically charged particles are entitled to exist. ".
Obviously
this boundary condition of the microcosm consists in
that Meyl completely arbitrarily the behavior of magnetic quantities
in contrast to that of the electrical quantities and thus in contradiction
to the duality that he himself demands.
As a conclusion, it should be noted at this point that there is no
physical or theoretical justification for existence
the Meyl's potential density 6 and accordingly its
hydrotic conductivity IQ, there. That’s his theories
Basically, the basis has already been withdrawn at this point.
in the
rest it should be noted at this point that it is in the classical
electromagnetic field theory is quite common and useful
is to work with fully dual Maxwell's equations.
The Meyl potential density is thereby - as already indicated
- called the magnetic current density, and there is about it
also magnetic space charges. However, in
this context does not claim that these are magnetic
Quantities physically exist, rather it is about
purely virtual sizes that allow for a more elegant formulation of the
theoretical apparatus can be used.
3. The fundamental field equation
The derivation of Meyl's fundamental field equation is one
Standard task of vector analysis when considering the equations
(1) to (8) take for granted. Since this derivation, however
only applies to constant material parameters, but arises immediately
the question of what is supposed to be fundamental about this equation?
The equation is e.g. in [2] as Eq. (11) to find and is to think ahead,
until here too the usual contradictions are evident
become.
Finally, some physical phenomena are discussed,
which Meyl would like to re-explain through his theories, which however
for many years within the framework of classical theories
can be described completely without contradiction and
Both theoretically and practically understood excellently
become.
...
Meyl is adept enough to use his potential vortices
never gives a formulaic description, e.g. then
could be checked to see if it could solve its own field equations
represents. The interpretation is accordingly
the potential vortex relies on Meyl's indications
to be supplemented by assumptions that are as realistic as possible.
According to his statements (e.g. [2] page 18), a wave,
which propagates at the speed of light, due to a symmetry disorder
Roll up into a ball vortex. Obviously goes
the time-varying wave thereby into a static structure
over as indicated in picture 1, and at which just as much
Energy is bound inside, how to get out, with the
particles now appearing as an electrical monopole
Can determine interaction with its environment
According to the usual rules of field theory, it is
the so-called potential vortex, as shown in Figure 1 and e.g. is also
illustrated on the title page of [2], by no means around a
57 (2003) vortex, but a pure gradient field. Since a gradient
9-10 ten field always arises from divergences (sources), this can
Potential vortex certainly not a solution of the "generalized"
Meyl's equations Eq. (1) - (8) represent.
One lets
Disregarding this, if the structure in picture 1 were still nonsensical,
since one can easily show that with the indicated arrangement
of the plus and minus pole is the space outside the minus pole
would be field-free. However, it is suggested to Meyl at this point that
to change his potential vortex so that only "half"
Positive pole is in the center and the other half in infinity
which at least resolves this contradiction
would.
AH so there is the hidden noncommutative
phase logic!!
Independently of this, however, Meyl claims that his potential vortex
in a similar way to the dipoles on side S in [2]
a divergence-free potential density b arise. This would be
from him to indicate what the potential density b looks like, the one
Potential vortices generated as in Figure 1. To the trouble
which he will have to clarify, for example,
that from equations (1) - (8) one can obtain continuity conditions
can deduce from which it can be seen that the dielectric
Displacement density D no jumps in the direction of flow
may have. The electric field strength can correspond accordingly
according to D - only have jumps in the normal direction,
when they change the material properties by leaps and bounds.
How with it a sudden reversal of the field strength direction, like
shown in Figure 1, can be achieved, would be explained by Meyl.
Another example of Meyl's contradicting lines of reasoning
can be found e.g. on page 28ff in [2] when he
the various elementary particles with its potential vortices
explained. He writes: “As is well known, every electrical field has one
result in a vertical magnetic field on it. "Some
Lines on you can find: “Magnetic and electric field lines
now run parallel to the surface of the sphere. "Another
Comment on this is certainly not necessary. Similar pointlessness
can always be found in Meyl's representations
again.
5. Deriving the Schrödinger equation from the
fundamental field equation
Deriving the Schrödinger equation from its fundamental
Meyl describes the field equation as one of the most important
theoretical evidence for his theories. Because of this you should
the reasoning, as it can be found in [1], is something in the following
be considered more closely. The starting point is the so-called
fundamental field equation for the magnetic field strength H,
Eq. (83) in [1], (in analogy to the somewhat differently written
Eq. (6) above)
This approach
Meyl calls it periodically, although this is not the case
is. A periodic approach would have to be time-dependent
of the form e "" * included. In contrast, the real exponent leads to
e-function in Eq. (12) together with the minus sign to form a
exponentially decaying time dependence. This means,
that any field solution that Meyl describe with this approach
can, vanishes asymptotically towards zero if the exponential
Decline not due to the further time dependency in
fir, /) is compensated.
The half-life of this decay process
depends about on the electromagnetic material parameters. In free space one would have to come from duality and
For reasons of symmetry, assume that both p - »°° and
KTh - »° o apply, as has already been explained above. In this
Case = 0, and any further consideration of Meyl's
Derivations would be irrelevant. If * 0, then how would
already mentioned, every possible solution function and thus everything
what Meyl wants to describe with it (matter, ...) disappear asymptotically.
A compensation for this decay process is at
Meyl is not envisaged because after some reshaping of
(11) using (12) with the further approach
(13)
continues. The time dependency chosen here is now periodic,
and what Meyl does with it can possibly be considered awesome or
better described as brazen. When evaluating the
temporal derivatives of (·, /) he partly uses the already
time dependency, sometimes ignoring it:
Finally, he directs using the time dependency specified
(13) a differential equation for the function 9fcr)
with any time dependence, which he calls the Schrödinger equation
designated. Conclusion: Meyl's derivation of the Schrödinger
The equation is based on absolutely senseless assumptions
and supplements
this through completely arbitrary and unjustified
arithmetic manipulation.
From a physically conclusive or
also theoretically consistent derivation of the Schrödinger equation
absolutely nothing can be seen.
Meyl brings scalar or longitudinal waves mainly in context
with electromagnetic compatibility environment (EMVU)
into play, claiming that these, from the classic
Maxwell's equations not described, scalar waves
- also called Tesla radiation by him - biological phenomena
be able to convey and explain. Starting point of his
- very brief - theoretical considerations on this topic
is the wave equation in the form [3
which corresponds to the fundamental field equation if TI, T2 - »»
Is accepted. Meyl claims that his scalar waves
can be described by the grad div Js-Tenn of this equation.
If so, it would be both classic
and also contradict Meyl's Maxwell equations,
because for the derivation of (16) was by definition
provided that div is E - 0. Without this assumption, the
Equation in the form
This is in fact a longitudinal wave,
which spreads in the x-direction and the one £, component
having. In addition, the wave propagates at the usual speed of light
c off. Meyl postulates a whole range of
Scalar waves that move at different speeds
expand, but he gives the corresponding solutions of (18)
not on. At this point it should be noted that the term propagation speed
of a wave is often not as clear as
one might think. So it is e.g. expedient, between terms
such as phase velocity and group velocity
or to differentiate between the speed of energy. On the
At first glance, the phase velocity appears very often
of a wave as its speed of propagation. Indeed
more complicated waveforms (solutions of
classical Maxwell's equations) any phase velocities
from 0 to °°.
The upper limit of the speed of light
applies to the speed of the energy or
Transport of information, usually via group speed
given is.
Absolutely false information that Meyl constantly
spreads,
is the fact that the classical Maxwell equations,
z. B. in the form of the wave equation (17), only
describe transverse waves.
Under so-called far field conditions in the homogeneous
free space, this statement is asymptotically correct, however
can be the solutions of Maxwell's equations in general
Take on a variety of manifestations,
which do not necessarily have to be a solution of (17), since
these derived for the special case of a homogeneous solution area
and does not contain any excitation terms.
Meyl cites the near field as an example of his scalar waves
a dipole antenna (Fig. 2 in [3]), which he even illustrates graphically.
Has anyone ever asked him
where did he get the field line images shown? They are exact
the field line pictures, which are shown in common antenna books
are (see e.g. [4]), and which are solutions of the classical
Maxwell's equations result. That is, the classic
Maxwell's equations are quite capable of
Describe longitudinal waves. The term antenna near field
is very familiar to classical antenna engineers.
In general, these are solutions to Maxwell's equations
a mixture of longitudinal and transverse field components.
Examples of this are the antenna fields already discussed,
Waveguide waves or guided waves at material boundary layers,
like the so-called bump, the subject
of the next section will be. Conclusion: the theoretical
Reason for Meyl's longitudinal or scalar waves
is wrong. Already the classic Maxwell equations
describe electromagnetic waves that are a mixture of
Represent longitudinal and transverse waves.
Finally, there should be a reference to Meyl's experiment kit
allows to prove the existence of its scalar waves
should. The kit has been purchased from various reputable institutions
examined in detail and it was found that the behavior
of the kit based on classic electrical engineering and
Maxwell's theory can be described excellently.
There was no evidence of scalar waves, with von Meyl
postulated properties, can be found [S, 6].
Another false statement that Meyl spreads
in his lectures,
is the claim that antennas only have standing waves
can receive. There are both resonating antennas like
Dipoles, on which standing waves form, as well as so-called
"Traveling Wave" antennas on which the transition
from guided line waves to the so-called sky waves occurs
in a continuous manner (e.g. Hörn and Vivaldi antennas).
7. The phenomenon of wave propagation
The phenomenon of bump propagation is discussed by Meyl
very often cited as evidence for the existence of its scalar waves.
He claims the bump is a
Longitudinal wave that tunnels through and across the earth
the classical Maxwell's equations cannot be described
is [3]. It should be said that the bump has been around for many years
excellent over the classical Maxwell's equations
can be described. Meyl is right that the
Bump in fact - besides the usually dominant one
Transverse Component - a longitudinal field component
having. However, both field components result in
completely natural from the solution of the classic
Maxwell's equations. To a good approximation applies to harmonic
Time dependency [7] where the relative dielectric constant of the ground,
is its conductivity and the free space wavelength. About these
Relationship can be the material properties of the soil
from a measurement of the longitudinal and transverse components
the electric field strength can be determined.
In the beginning
broadcast technology this was done very extensively,
a comprehensive mapping of these material properties
and, based on this, a reliable one
Supply planning for the broadcasting services in the
To be able to make long, medium and shortwave bands.
Of course, the material properties of the soil
can also be determined with other methods, and the
Agreement with the results obtained therefrom
thus an excellent confirmation of the theoretical description
the ground wave propagation based on the classic
Maxwell's equations. The theoretical treatment
wave propagation is relatively complex [8].
Therefore the theory and corresponding measurements were made
Propagation curves determined, which in graphic form the
Drop in electric field strength over the distance between
Describe the transmitter and receiver along the surface of the earth
[9]. Another statement from Meyl is that it is completely nonsensical
would be to assume that the bump spreads along the curved one
Earth's surface from [3]. It should be said that the
classical Maxwellian theory is a bit too complex after all,
in order to make them understandable and intuitive for the layman
Describe thought experiments. The classic field description
allows waves to propagate along the
curved surface of the earth, and the time lag of the wave
on the recipient is of course the same as the one
due to the propagation speed of the wave
and the distance along the curved surface.
Recently it is planned to provide digital broadcasting in the
To operate long, medium and shortwave bands where
the signal propagation times between different transmitters and receivers
are vital. Planning this
Systems is based on the classical theory, and
the first pilot projects have already been successfully operated.
8. Summary
A critical look at that of Konstantin Meyl, above all
through his books [1, 2] but also through many lectures (e.g.
[3]), widespread theories, shows very quickly that these are numerous
Show contradictions as soon as they leave the foundation of classical physical
theories. Meyl's statements are often very difficult to grasp because they
only contain hints. However, Meyl also raises in particular in the
Books [1, 2] claim to be mathematically correct demonstrations
to deliver. These are usually incorrect and contradictory.
Both its longitudinal or electromagnetic
also lack scalar waves and its potential vortex
any mathematical / physical basis. Lots of physical
Phenomena such as the electromagnetic phenomenon
Bump propagation, which according to Meyl supposedly still
requiring explanation have been under the for many years
classical physical theories excellently describable.
https://www.youtube.com/watch?v=tKTkpC-DHZ8&list=PLwORZIjZSh6_Qq965PprCbY_2nygcWRG_
So He says in the interview that Maxwell's Potential energy was set to zero and in engineering the potential energy is just discounted as lost heat dissipated. He says that in fact it's from the scalar vortex from the opposite phase.
According
to Dr. Prof. Konstantin Meyl, the DNA generates a scalar wave
(longitudinal wave) that propagates in the directions of the magnetic
field vector.
So I actually quote the quantum physicist who corroborates this claim about Maxwell and states that in fact it's referring to Spin energy. That Heaviside and Hertz changed what Maxwell was referring to and so the quantum potential as spin energy was lost. Meyl says Tesla used electric scalar waves while Meyl uses magnetic scalar waves....
So he doesn't use quantum physics and tries to just disregard it.
He tries to use the Golden Ratio instead when in fact any scalar waves are from noncommutative phase logic which is what quantum mechanics is based on.
Professor Konstantin Meyl has a background in electrical engineering and
field physics. His extensive knowledge of Eddy Currents made him wonder
about vortices in electromagnetic theory, and specifically with regard
to Tesla's work.
Dr. Meyl discovered a fundamental mistake in Maxwell's Equations.
So the problem with Meyl and Dollard is they don't understand noncommutative phase logic.
My quantum mechanics professor Herbert J. Bernstein emphasized this point - he said scientists are brainwashed by studying classical physics first when in fact the foundation of science is now based on quantum mechanics noncommutative phase logic.
At the same time, Davydov discovered the related principle of longitudinal wave forms called solitons. Solitons with discrete wave frequencies can induce direct changes in DNA/RNA conformation and/or epigenetic changes, in addition to perturbation of protein folding and disturbance of intra and intercellular wave communication that is essential for the health ecology of cells.It is further hypothesized that such wave energies and eigen-frequencies can be optimally expressed by a toroidal geometry.
https://www.researchgate.net/publication/316058728_Cancer_is_promoted_by_cellular_states_of_electromagnetic_decoherence_and_can_be_corrected_by_exposure_to_coherent_non-ionizing_electromagnetic_fields_A_physical_model_about_cell-sustaining_and_cell-de/link/58ee5f90a6fdcc61cc1259b1/download
the longitudinal wave has no constant speed...
says Meyl.
So he's really talking about the pulsation phase speed....
resonance is occurring if we have the same frequency, if we have the opposite phase angle between transmitter and receiver and if we have the same modulation, meaning the same form of the curve. So these three conditions are necessary to bring both the transmitter and receiver into resonance.
Meyl.
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