That's a good question Rich. I will have to review it. It may have only to do with the elastic constant and the wave number. I am not sure if these systems have a zero point orbit.
Very good question. I have no answer for now. Frank Znidarsic Sent from my iPad > On Feb 6, 2015, at 10:18 PM, Rich Murray <[email protected]> wrote: > > Since QM applies to all physical systems, the question arises: does your > simple approach apply to systems that do not have an atomic nucleus, such as > positronium, an electron and a positron in orbit around their common center > of mass? > > with appreciation, Rich Murray > >> On Fri, Feb 6, 2015 at 1:25 PM, Frank Znidarsic <[email protected]> wrote: >> 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 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 ] >> >> >> "As a matter of course, every soul citizen of Earth has a priority to >> quickly find and positively share evidence for healthy and safe food, drink, >> environment, and society." >> >> within the fellowship of service, >> >> Rich Murray, >> MA Boston University Graduate School 1967 psychology, >> BS MIT 1964 history and physics, >> 1039 Emory Street, Imperial Beach, CA 91932 >> [email protected] >> 505-819-7388 cell >> 619-623-3468 home >> http://rmforall.blogspot.com >> https://www.facebook.com/rmforall >> rich.murray11 free Skype audio, video chat >
