Ockham's Razor explanation of Tesla waves (as epsilon < 1)

[kmarinas86]

What is the scientific basis for claims concerning Tesla-waves, longitudinal electric waves, or scalar fields? The basis could be much simpler than we might anticipate:


Caption: A dielectric medium located in the space between capacitor plates compared to a dielectric medium located outside the space between plates.


Caption: The Negative Dielectric Polarization of One-Wire Transmission Systems (epsilon < 1) produced both in the ground and in the antenna under conditions of integral resonance between the primary and second transformer windings.

This is likely the simplest theoretical explanation there is for Tesla waves and allows Tesla waves to exist on the same continuum with all other electromagnetic waves, requiring less new physics to explain the same phenomenon. The condition for a Tesla wave is simply a reverse or negative back-emf response of a medium to a charge dipole, which occurs in the space outside the one between the dipoles.

[kmarinas86]

https://www.youtube.com/watch?featur...BKgnnc#t=1598s
Transverse & Longitudinal Electric Waves - Eric Dollard & Tom Brown

Wireless Engineer Eric Dollard demonstrates the reality of longitudinal waves and their application to the natural transmision of electricity.

Analog computers (networks of coils and capacitors) are presented opening up an entire new field of electrical researches into the wave forms discovered and used by Nikola Tesla in his wireless power transmissions. You will experience the phyusical functions of the various waves via direct measurement inside the computer network.

The Longitudinal Magneto-Dielectric wave (L.M.D.) is shown to have a propagating velocity greater than the speed of light! The transverse electromagnetic wave, (in present use) is shown to be a retarded, unnatural form of energy transmission. A Multi-Pactor Orgone Detector is demonstrated indicating a relationship between dielectricity and orgone.

A competent researcher can duplicate the experiments on this video from the information given. Amaze your science teacher!

This is a rip from an old VHS someone posted on the web and is now posted in numerous places. I am working to get a higher quality video together and will replace this when able. For now enjoy these astonishing experiments from the magical days (1987-88) of borderland labs!

For more information on Eric Dollard's current situation (2013) and work please go to:

Aether Force | Tesla, Steinmetz, Alexandersson & Eric Dollard and donate to his work!

Resonance here is found at a frequency PI/2 times higher than what would be expected by assuming the speed of light over the resonant length of this circuit. PI/2 is also the ratio of half the circumference of a circle to that circle's diameter. If the aether consists of circular-type magnetic vortices, bypassing the perimeter of such vortices and going instead straight through the vortices, the wave has 2/PI as much distance to cover. What we call the distance that light travels might actually be underestimating the distance that light actually travels, if light travels the boundaries of magnetic vortices, and by traveling straight through them instead, perhaps this is how the longitudinal waves in question travel PI/2 what is called the speed of light in vacuum (or at the very least, have a frequency PI/2 times higher than what would otherwise be expected).

https://groups.google.com/forum/#!to...cs/t0zi8u5vKbo

If the current travels at the boundary of the circles, bearing CW or CCW, from circle to circle, it would seem that the progress averaged along the overall path of a straight chain of circles would be pi/2 times slower than as measured along the full length around the circles (pi/2 being half the circumference, when 1 is the diameter).

However, consider the paths consisting of the top and bottom "staight-edge" boundaries in the above picture.

It turns out that all the circles that touch the same boundaries (either top or bottom) are an even number of hops away. This means that if you rotated all these circles, as if they were gears, then all the circles touching the bottom boundary would move the bottom area together in the same direction. Ditto for the top boundary. However, the bottom and the top boundaries would actually be pulled in opposite directions, as circles touching opposite boundaries are an odd number of steps away.

So, if we could imagine a situation where two seemingly touching circles must rotate together (sharing the same spin orientation), they could in fact do so if they were separated by a bar like this one, however thin such a bar were (even perhaps as thin as the Schwarzschild radius of a much larger orbitsphere that it is a part of). In fact, it would appear that such bars must exist between the circles touching the two edges of the above bar (i.e. the top and bottom boundaries mentioned previously). This relationship would appear to be infinitely recursive if all the space in the bar were to be filled with circles. In a sense, we have could have "bars within bars".

It would be clear that any speed of energy transfer from "border-to-border" would be reduced by a factor of pi/2 averaged over the length of the chain, assuming a straight chain. However, given that these chains are not straight, the border-to-border energy transfer would propagate significantly slower. One could imagine that properties such as material permittivity, refractive index, resistivity, and emissivity, all of which are frequency and/or wavelength dependent, might only be explained at a fundamental level if understanding about them is obtained from some geometric pattern embodying the properties themselves. Otherwise, they may remain as solely empirically-determined properties that evade an accurate classical, first-principles explanation.

Given the arrangement of the circles, it would also be possible to stack these "bars" layer by layer, while still allowing all the circles to rotate in "unison", in the sense I mentioned above. To the extent that such layers do not line up, the extent to which such layers may have difference in "bar curvature" to make up for the offset. The result would be an alternating pattern of "left"-oriented and "right"-oriented motions with a variable overall orientation. Thus, any energy moving across layers, particularly along paths such as those "vertical" chains highlighted in red, would have a characteristic alternation about them, perhaps identifiable as a TEM wave, or transverse electromagnetic mode wave, with the ability to have interactions with surrounding media.

A connection can be made here with the alleged "longitudinal [aether] waves" that some, such as Konstantin Meyl (Konstantin Meyl Scalar Wave Interview with William Alek - YouTube) and Eric Dollard (Eric Dollard 2007 Presentation - Misconceptions of Electricity and More - YouTube) have supposed as being capable of traveling at pi/2 times the speed of light (https://www.google.com/search?q="pi%2F2+times+the+speed+of+light"). [This notion in fact became a catalyst for my development of a geometrical hypothesis that longitudinal waves might travel in spherical surfaces, which I later compared to Mills' orbitsphere concept.] If we were to take the above image as a guide, then the likely place that such "longitudinal waves" would travel along would be the relatively straight path at the top and bottom boundaries, in opposite directions, perpendicular to what maybe analogous to a TEM wave (the red "vertical" chains).

Beyond this point, there is too much to speculate at this time. The patterns remain very interesting and suggestive, however.

[kmarinas86]

Inducing Dipole Alignment - Photos - kmarinas86 on Xanga