A Snapshot of a Photon

The photon has been viewed as a somewhat mysterious entity which sometimes
has the properties of a particle and sometimes has the properties oaf a wave.
It would seem interesting to see, therefore, whether we can determine what a
photon would look like if we had a "godlike" ability to "see" it without the
restrictions imposed by our limits of observation.

Since the photon is electromagnetic in nature, perhaps the best place to
start is by examining the nature of an electromagnetic wave emitted by a
dipole, such as the antenna of a radio transmitter. There is no question that
this radiation consists of crossed electric and magnetic fields having a 90
degree phase relationship to each other. These fields are readily observed and
allow us to use them for communication over distance. (See
http://www.members.aol.com/einsteinhoax/cf131.gif ). We also know by
observation that this wave is actually composed of discrete "lumps" of energy
called photons because it is noisy. The noise energy of the wave varies in
proportion to the square root of its total energy. As a result, the signal
(energy in the wave) to noise (energy in the wave components) ratio of the wave
itself varies inversely with the square root of the waves strength. The effect
is well described in handbooks on electromagnetic communication and seems
beyond challenge.

If we attenuate the wave sufficiently, it becomes a parade of the
individual particles (photons) appearing as separate entities which may be
detected separately.
The question to be answered is what the nature of these particles must be so
that in the aggregate they can form a smooth continuous wave. To meet this
requirement, the photons in the wave must be coherent. This means that they
must have the same polarization and be appropriately phased so that they can
add properly. (In lasers this coherency is defined as the distance of millions
of cycles over which the phase and polarization match is maintained.)

The question to be answered is what form does the photon have to be in
order to be capable of combining with other wavelets to form the coherent wave.
The answer is probably provided by the "Impulse Function", 1/(e*x^2).
Multiplying the continuous wave by this function provides, for the photons
which compose the wave. a shape shown by
http://www.members.aol.com/einsteinhoax/cf133.gif. One only need to imagine the
electric and magnetic components of this construction propagating along its
axis at the velocity of light to envision what a photon "looks like".

When one combines this shape with the quantum coupling between photons
which has been demonstrated by the work of Quantum Physicists, one finds that
he describes the kind of entity that has the dual wave an particle properties
we associate with a photon. The only question left is why the nature of the
photon is considered to be mysterious.

The source material for this posting may be found in "Gravity" (1987),
"The Einstein Hoax" (1997), and "Corrections to Residual Errors in Special
Relativity (1999) located at http://www.members.aol.com/einsteinhoax/site.htm .
EVERYTHING WHICH WE ACCEPT AS TRUE MUST BE CONSISTENT WITH EVERYTHING ELSE WE
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BE MATHEMATICALLY VIABLE. PRESENT TEACHINGS DO NOT ALWAYS MEET THIS
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