Re: "Evidence of the Existence of the Aether"
- From: "main_engineering" <tdesiato@xxxxxxxxxxxxxxxxx>
- Date: Sun, 8 Oct 2006 16:28:58 -0400
"Tiderc" wrote
"Evidence of the Existence of the Aether"
It is the currently accepted "truth" that there is no experimental
evidence of the Aether.
There is experimental evidence of the EM Zero-point Field (ZPF).
<snip>
Empty space, other than occupying a volume, has at least two
observable properties, its dielectric constant and its permeability.
True. We have derived the gravitational potential of GR from the variable
refractive index of the dielectric of the vacuum.
http://deltagroupengineering.com/Docs/GRandPV.pdf
It is identical to the potentials derived using GR, found in the
Schwarzschild and RN solutions.
If space is "empty", what is it that has these properties?
There are several interpretations. Ours is that the volume is filled with a
ZPF and other sources of very high energy photons in a superposition of EM
fields. Each sub-atomic particle is then coupled to a bandwidth of
frequencies within the ZPF, near it's own resonance frequency. It is the
energy density in that bandwidth that determines the scale and mass of the
particles. This superimposed (photons) energy density results in a variable
refractive index as seen by individual sub-atomic particles.
http://deltagroupengineering.com/Docs/Flat_PV.pdf
The refractive index is relatively uniform through most of the spectrum and
only varies at extremely high energies that are currently unobservable.
Since, if space consisted of a volume of "nothingness", only a fool would
assert that it could have any properties other than volume. Since it does,
space it would seem that it does contain a rejected entity, which was
called the Aether in the 19th Century!
The "Aether" is the ZPF superimposed on all other fields from local and
non-local sources. Mostly, it consists of Boson particles like photons,
gravitons and electron-positron pairs. Since they are Bosons, you can have
an unlimited number of them in any given state, at any given coordinates.
Therefore, you can represent a smooth, curved manifold by a variable density
function.
<snip a very long post>
main_engineering
.
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