Frank Z,
For years I have been both fascinated and puzzled by your ideas.
One problem which has hindered the wider understanding and
dissemination of them falls into the category of "verbalization"
and another is "predictive power."
I have a feeling that there should be more predictive value to the
1.094 megahertz-meter thing than you have found thus far - if the
constant is valid in a universal sense. Have you even considered
predictive power?
Perhaps others on vortex can suggest ideas for "prediction" or for
further study, based on the relationship. I will include one such
suggestion at the end.
Based on what your are saying here:
Nature is described with Planck's constant of h. This constant
describes the stationary quantum states. I came up with a
constant of 1.094 megahertz-meters. This constant describes
nature via the transitional quantum state.
and further from your website:
"During the quantum transition energy flows from state one to
another. These states are associated with elastic discontinuities.
The transitional quantum state is described by its velocity as
measured with respect to an elastic discontinuity. The velocity of
the quantum transition is a property of its frequency and
displacement. The frequency is the Compton frequency Fc. The
displacement is equal to the extent of the elastic displacement.
This extent equals the classical radius of the electron rp. For
centric systems the quantum transition expresses itself through
its circumferential velocity. A factor of 2 p was incorporated to
obtain circumferential velocity of the transitional state. The
velocity of the quantum transition was derived, below, from this
understanding.
Velocity = 2 p Fc l meters/second
Velocity = ( 2 p ) [Mc2/h] ( 1.409 x 10-15 ) meters/second
The result is 1.094 meters / second . The velocity is that of the
transitional quantum state.
END
OK. There should be ways to test this on a macro-scale - looking
for even small or transitory changes in physical properties of a
material which is placed in the transitional quantum state.
Here is one idea based on the further related concept of a
"transitory BEC state". A transitory BEC state is a situation
where a collection of bosons is put into a physical state of
imposed "minimized degrees of freedom" ... following which we
might consequently see that the material displays different
physical properties than the normal state - properties which are
far intermediate to a full BEC
First, find a candidate-boson. Freeze it and constrain it as much
as possible, Accelerate it to the velocity of the quantum
transition and look for unusual changes- such as mass-loss, color
change, conductivity, reflectivity, or really any change in
physical properties that would show evidence of a transitory BEC
state.
A good candidate material might be carbon. Carbon in the form of
graphite fibers. A small hoop or torus of a few grams of graphite
fiber with a circumference of 10 cm can be frozen to as low as
temp as possible and spun at the rate of 10.94 RPS. Some changes
may be noticeable if the carbon undergoes even transitory
excursions into a BEC state. One expected change might be color
loss or even partial transparency.
BTW - although we know that diamond, which is transparent, is well
described simply as a particular structural phase of carbon, no
one has yet ruled out the possibility that some of the strange
physical properties of diamond (relative to graphite) are not
related to a transitory BEC state - due to the enormous
virtual-self-pressure of the unusual regular and coherent bonding.
Frank Grimer should find that kind of thing provocative as well.
Jones
