>From my book. It may not text correctly and the equations do not show up.
A typical cold fusion cell is constructed of palladiumor nickel. Hydrogen is
driven into themetal. This dissolved hydrogen is notbound. It is, however,
confined at thebounds of the nano-particle. The metalliclattice naturally
resonates at thermal frequencies (1013 hz). This vibration is enhanced with
heat, laserlight, or radio waves. Nanometer scaleddomains couple strongly with
the external stimulation35. The external stimulation imposes a speed
of1,093,850 meters per second upon the dissolved hydrogen. In the
gravitomagnetic devices, electronicvibration is transferred to the non-bound
nucleons that rest between the layersof a superconductive disk. The
nucleonsenter into a state of continuous quantum transition as the magnetic
spin orbitforce is expelled to the surface of the nano-domain. “Theconstants
of the motion tend toward those of the electromagnetic” and thecold fusion
process proceeds.
A type of notation came out of earlyspectroscopy. The notation has a
termcalled the wave number (2p/l)and a term called the angular frequency w.
These terms were used to describe the motionof a standing wave in (9).
Thequantification of this motion produced several well-known results. Equation
(9a) will now show a new electronic result.
(9a)
The isolated electron resonates at the highestpossible frequency; its Compton
frequency fc. The angular frequency w was quantified using the
Comptonfrequency of the electron (2pfc). The Compton frequency of a
condensate, likethat of a chime, varies inversely its length. Harmonics appear
in (29) at fractions (1/n) of the electronic Compton frequency.
The length of a particle rp emerged from the refactoring of Coulomb’sequation.
A multiple of this length (nrp) exits at the extent ofthe condensate. This
extent was used toset the length of the wave number. Theseconditions were
inserted into (9) resulting in (29).
(29)
As before, a solution of (29) (the frequency dividedby the wave number)
produced the electronic speed in (30). Equation (30) is an identity as both
sides ofthe equation contain independent constants. A factor of 2p was injected
into the solution asthe longitudinal motion of the dissolved hydrogen follows
the transverse motionof the electronic cloud. The normalspeed of sound in a
solid (6000 m/s) arises as each nucleon interacts with itsnearest neighbor. The
speed expressed in (30) acts across the length of thenano-particle. This
speed, like that of atidal wave, greatly exceeds the speed of sound in the
metallic structure. Dr.Edmund Storms and Dr. Michael Mckurby have found that
the metal must be highlyloaded with hydrogen. The resultingpressure increases
metal’s natural frequency from 1012 to 1013 hz. Thisis the frequency of the
intense, warm thermal stimulation. Electrons and mobile nucleons
simultaneouslyenter into a state of quantum a transition at the speed Sn
(1,093,850 meters per second). This high speed is difficult to
achieve,however, it appears that the cold fusion speed is much more accessible
than thehot fusion temperature.
(30)
The concept that a superconductor downshifts thefrequencies of matter, was
first proposed by Dr. David Noever at the MarshallSpaceflight Center. He
explained it to meduring my visit at Marshall in 1997. Thisauthor applied this
idea to the Compton frequency of a condensate. The first term, on the right
side of (30),expresses the downshifted Compton frequency of a condensate of
electrons. This term qualifies the relationship thatNoever was looking for.
With n set to one there is no downshift andthe frequency is the Compton
frequency of the electron fc. With nset to ten to sixth power the downshifted
frequency is in terahertz (1013 hz). Thisis the frequency, of the thermal
vibration, that stimulates a cold fusion reaction. With nset to ten to the
ninth power the downshifted frequency is in megahertz. This is the frequency,
of the radio waves,used in Podkletnov’s gravitational experiments.
The second term, on right side of (30), describesthe length (nrp). With nset
to one, the length is the half classical radius of the electron. This is the
length expressed by the electron’swave number (12). With n set to ten to sixth
power, the lengthis in nanometers. This is the length of theactive cold fusion
environment. With n set to ten to ninth power, the lengthis in meters. This
was the diameter of Podkletnov’ssuperconductive disk.
The protons dissolved within a proton conductorvibrate in unison and
energetically appear as one large nucleus. Dr. George Miley has called the
cluster acompound nucleus. The intense stimulationforces the nano-particles to
act like lasers on steroids. The magnetic, gravitomagnetic, and nuclearspin
orbit forces are expelled to the surface of the nano-cluster. These forces
act, from the surface of thecluster, upon millions of nucleons. Therange of
the nuclear spin orbit force (acting from the surface of anano-particle)
exceeds that of a nucleon’s electrostatic charge. Energy is exchanged by the
long range spinorbit interaction. This energy bypassesthe Coulombic repulsion
of the nucleons. The action matches the impedance of the electronic lattice to
that of a clusterof nucleons. This match allows thecluster to smoothly
exchange energy with the electronic lattice. No high energy radiation is
emitted by the smoothlyacting process. The ease, at which the clustercan be
driven to transition, is proportional to amplitude of the vibrationsquared.
The application of this processwill lead to the control of all of the natural
forces. The process appeared as a miracle and, assuch, it should be taken as a
gift from the natural universe.
