Thanks Rich.  

I have read of Jones Bennie's comment where he speculates that transformer 
action lies at the heart of the cold fusion phenomena.  This is very close to 
my logic, however, I have come up with a velocity associated with the 
transformer action.  The product of the nm dimension and the terahertz 
stimulation is 1 million meters per second.  This is Jones' transformer 
described in more detail.   So what is the 1 million meters per second?  Its 
the velocity of sound in the nucleus.  Once we know this we can derive the 
entirety of the quantum condition without and cold fusion.  My paper has no 
cold fusion in it.


Jones has also commented about a strong paramagnetic effect.  This idea is on 
track but too limited.  We must understand that magnetic fields are not a 
conserved property of the universe.  They come and go as needed.  It's the 
magnetic component of the strong nuclear force (the spin orbit force) that's at 
work in cold fusion.  I believe that Jones has the right idea but the wrong 
force.


We have also discussed interpretations of quantum physics.  These are the 
Copenhagen and the pilot wave.  A new one emerges as a result of the transform 
action.  Transformers match the impedance of a system.  The interpretation to 
arrive out of Jones' transformer the impedance matching interpenetration of 
quantum physics.  One one photon emerges from a quantum transition.  That 
implies that the quantum transition occurs in a single step without bounce.  
How do you match impedance of a line?  With a transformer, of course.






Frank Znidarsic



-----Original Message-----
From: Rich Murray <[email protected]>
To: vortex-L <[email protected]>; Frank Znidarsic <[email protected]>; Rich 
Murray <[email protected]>
Sent: Thu, Feb 5, 2015 10:51 pm
Subject: the entirety of the quantum condition exists within a subset of 
Newtonian mechanics... The Quantum Condition and an Elastic Limit, free full 
text, 2014 Frank Znidarsic PE: Rich Murray 2015.02.05



the entirety of the quantum condition exists within a subset of Newtonian 
mechanics... The Quantum Condition and an Elastic Limit, free full text, 2014 
Frank Znidarsic PE: Rich Murray 2015.02.05
http://rmforall.blogspot.com/2015/02/the-entirety-of-quantum-condition.html





"This author suggests that this extension analysis may demonstrate that the 
entirety of the quantum condition exists within a subset of Newtonian 
mechanics."


http://benthamopen.com/CHEM/VOLUME/1/



http://benthamopen.com/FULLTEXT/CHEM-1-21


Open Chemistry Journal 
ISSN: 1874-8422 ― Volume 1, 2014



The Quantum Condition and an Elastic Limit


Frank Znidarsic P.E.
Registered Professional Engineer, State of Pennsylvania


Abstract


Charles-Augustin de Coulomb introduced his equations over two centuries ago. 


These equations quantified the force and the energy of interacting electrical 
charges.


The electrical permittivity of free space was factored into Coulomb’s equations.


A century later James Clear Maxwell showed that the velocity of light emerged 
as a consequence this permittivity. 


These constructs were a crowning achievement of classical physics.


In spite of these accomplishments, the philosophy of classical Newtonian 
physics offered no causative explanation for the quantum condition. 


Planck’s empirical constant was interjected, ad-hoc, into a description of 
atomic scale phenomena. 


Coulomb’s equation was re-factored into the terms of an elastic constant and a 
wave number. 


Like Coulomb’s formulation, the new formulation quantified the force and the 
energy produced by the interaction of electrical charges.


The Compton frequency of the electron, the energy levels of the atoms, the 
energy of the photon, the speed of the atomic electrons, and Planck’s constant, 
spontaneously emerged from the reformulation. 


The emergence of these quantities, from a classical analysis, extended the 
realm of classical physics into a domain that was considered to be exclusively 
that of the quantum.


Keywords: Atomic radii, photoelectric effect, Planck’s constant, the quantum 
condition.


Article Information 
Identifiers and Pagination:


Year: 2014
Volume: 1
First Page: 21
Last Page: 26
Publisher Id: CHEM-1-21
DOI: 10.2174/1874842201401010021
Article History:


Received Date: 26/06/2014
Revision Received Date: 28/07/2014
Acceptance Date: 02/09/2014
Electronic publication date: 28/11/2014
Collection year: 2014


© Frank Znidarsic P.E.; Licensee Bentham Open. 


Open-Access License: This is an open access article licensed under the terms of 
the Creative Commons Attribution Non-Commercial License 
(http://creativecommons.org/licenses/by-nc/3.0/) which permits unrestricted, 
non-commercial use, distribution and reproduction in any medium, provided the 
work is properly cited.




* Address correspondence to this author at
481 Boyer St, Johnstown Pa 15906, USA;
Tel: 814 505 4638; 
E-mail: [email protected]




1. INTRODUCTION


One school of thought holds that the universe is constructed of continuous 
stuff.


Newton’s laws of motion and Einstein’s theory of Special and General Relativity 
operate upon this continuum. 


Coulomb’s equation describes the continuous nature of the electrical field.


Maxwell employed Coulomb’s equation and described the wavelike properties of 
light. 


Another school of thought holds that the universe is constructed of particle 
like things.


These things were quantified with Planck’s empirical constant. 


Einstein used Planck’s constant and introduced the particle of light.


Niels Bohr showed that an atom’s electrons reside in discrete particle like 
energy levels [1]


The philosophy of quantum mechanics precisely describes the lumpiness of the 
quantum realm. 


This philosophy could not explain why the quantum realm was lumpy.


Max Planck searched for a classical principle that would establish the state of 
the quantum.


It has been over a century since Planck’s quest and no classical principle was 
discovered. 


The Copenhagen Interpretation of quantum physics was introduced in order to 
offer some explanation [2-4]. 


This interpretation describes a probability based reality. 


The everyday classical realm, of our experience, is only a subset of this 
mysterious reality. 


The classically wired human mind cannot intuitively grasp the condition of the 
quantum reality.


This quandary has become the accepted norm.




Znidarsic refactored Coulomb’s equation into the terms of an elastic constant 
Ke and a displacement Rc.


The elasticity of the electron, like that of a rubber band, is greatest as it 
just begins to expand.


It diminishes, from that maximum, with displacement. 


The Compton frequency, of the electron, emerges as this elasticity acts upon 
the mass of the electron. 


In general, the wave like properties of stuff emerge as a condition of this 
elastic constant.


It was assumed that the electron has a classical limit to its elasticity. 


An electron expels the field of another through a process of elastic failure. 


The displacement, of the elastic discontinuity, equals classical radius of the 
electron Rc.


The wave number of the electromagnetic field was produced as an effect of this 
elastic discontinuity. 


In general, the particle like properties of things emerge as a condition of 
this wave number.


The duality of matter and waves emerges as an effect of the interaction of the 
elastic constant and the wave number.


The elastic constant was used to determine the speed of a longitudinal 
mechanical wave in the nucleus.


The quantum condition emerged when the speed of this longitudinal nuclear wave 
was set equal to the speed of transverse electronic wave. 


In more general terms, the quantum condition was described as a point where the 
speed of sound equals the speed of light. 


The speed match is conceptually equivalent that of one billiard ball directly 
impacting another. 


The second ball promptly adsorbs all of the kinetic energy and flies away at 
the speed of the impacting ball. 


One snap of sound is emitted. 


Likewise, a single photon is emitted, during the quantum transition. 


A prompt, single step, transfer of energy is a characteristic of a system of 
matched impedances.


The particle like properties of things emerged, within stuff, at points of 
matching impedance. 


The analysis introduced an “impedance matching” interpretation of quantum 
physics. 


The quantification of this impedance match produced elements of the quantum 
condition within a subset of Newtonian mechanics.



[ free full text -- commonsense notions lucidly expressed via simple calculus ]



CONCLUSION


Coulomb’s equation has been used to quantify the force and the energy of the 
electric interaction. 


Maxwell extended Coulomb’s formations and produced the speed of light.


These accomplishments were a crowning achievement of classical physics. 


The philosophy of classical physics could not explain the discrete quantum 
properties of matter and energy. 


Planck’s constant was injected, into a set of classical constructs, in an 
effort to qualify the lumpiness of the quantum realm.


This author refactored Coulomb’s equation into terms of an elastic constant and 
a wave number. 


The elastic constant quantified the wave like properties of stuff and the wave 
number quantified the particle like properties of things. 




The analysis, in this paper, was used to describe a small, but important, 
portion of the quantum condition. 


This author suggests that this extension analysis may demonstrate that the 
entirety of the quantum condition exists within a subset of Newtonian mechanics.




[ 17 references ]





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