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- . Abstract: The golden ratio is found to be related to the fine-structure constant, which determines the strength of the electromagnetic interaction. The golden ratio and classical harmonic proportions with quartic equations give an approximate value for the inverse fine-structure constant the same as that discovered previously in the geometry of the hydrogen atom. With…
- The fine-structure constant, which determines the strength of the electromagnetic interaction, is briefly reviewed beginning with its introduction by Arnold Sommerfeld and also includes the interest of Wolfgang Pauli, Paul Dirac, Richard Feynman and others. Sommerfeld was very much a Pythagorean and sometimes compared to Johannes Kepler. The archetypal Pythagorean triangle has long been known as a hiding place for the golden ratio. More recently, the quartic polynomial has also been found as a hiding place for the golden ratio. The Kepler triangle, with its golden ratio proportions, is also a Pythagorean triangle. Combining classical harmonic proportions derived from Kepler’s triangle with quartic equations determine an approximate value for the fine-structure constant that is the same as that found in our previous work with the golden ratio geometry of the hydrogen atom. These results make further progress toward an understanding of the golden ratio as the basis for the fine-structure constant.
- Published version: Journal of Advances in Physics, 14, 3, 5758-64 (2018).
- Search: Michael A. Sherbon fine-structure constant
- After a brief review of the golden ratio in history and our previous exposition of the fine-structure constant and equations with the exponential function, the fine-structure constant is studied …
- Michael A. Sherbon's Amazon review "The Archteypal Quest" of Arthur I Miller's Deciphering the Cosmic Number - the fine-structure constant.
- . After a brief review of the golden ratio in history and our previous exposition of the fine-structure constant and equations with the exponential function, the fine-structure constant is studied in the context of other research calculating the fine-structure constant from the golden ratio geometry of the hydrogen atom. This research is extended and the…
- Proportiones Perfectus Law is introduced by Lovemore Mamombe
- We introduce a “structure” of epic proportions – golden pyramid whose sacred geometry is “Fibonacci squared”. In terms of mathematical beauty, the golden pyramid will perhaps be found to be comparable to Pascal triangle.
- Euler's constant, Fine-structure constant, Fundamental constants, Kepler's equation
- From the exponential function of Euler's equation to the geometry of a fundamental form, a calculation of the fine-structure constant and its relationship to the proton-electron mass ratio is given. Equations are found for the fundamental constants of the four forces of nature: electromagnetism, the weak force, the strong force and the force of gravitation.…
- Quotes have been tagged as fine-structure-constant:
- From the exponential function of Euler's equation to the geometry of a fundamental form, a calculation of the fine-structure constant and its relationship to the proton-electron mass ratio is given. Equations are found for the fundamental constants of the four forces of nature: electromagnetism, the weak force, the strong force and the force of gravitation. Symmetry principles are then associated with traditional physical measures.
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- January 1925: Wolfgang Pauli announces the exclusion principle
- Michael Sherbon
- M.H. Mac Gregor
- R Heyrovska
- Raji Heyrovska
- "Wolfgang Pauli and the Fine-Structure Constant,"
- "Wolfgang Pauli and the Fine-Structure Constant,"
- Michael A. Sherbon
- http://www.intellectualarchive.com/getfile.php?file=WKwOsUh7foi&orig_file=Wolfgang%20Pauli%20and%20the%20Fine-Structure%20Constant%20JOSv3.pdf
- see “Wolfgang Pauli and the Fine-Structure Constant” Michael A. Sherbon http://worldsciencepublisher.org/journals/index.php/JOS/article/view/887
- Wolfgang Pauli
- Journal of Science, Vol. 2, No. 3, pp.148-154 (2012) SSRN: abstract=2147980
- We report a new measurement of the ratio $h/m_{\mathrm{Rb}}$ between the Planck constant and the mass of $^{87}\mathrm{Rb}$ atom. A new value of the fine structure constant is deduced, $\alpha^{-1}=137.035\,999\,037\,(91)$ with a relative uncertainty of $6.6\times 10^{-10}$. Using this determination, we obtain a theoretical value of the electron anomaly $a_\mathrm{e}=0.001~159~652~181~13(84)$ which is in agreement with the experimental measurement of Gabrielse ($a_\mathrm{e}=0.001~159~652~180~73(28)$). The comparison of these values provides the most stringent test of the QED. Moreover, the precision is large enough to verify for the first time the muonic and hadronic contributions to this anomaly.
- The possible variation of the fine-structure constant, a, has inspired many people to work on modifications and/or generalizations of the current "standard" theories in which the electromagnetic field is involved. Here we first point out the amazing similarity between Bekenstein's model, describing the variation of α by a varying charge, and the Hojman-Rosenbaum-Ryan-Shepley torsion potential model. This observation invites us to consider a geometric theory of gravity in which a varying α originates from another kind of dynamic quantity of spacetime, i.e., vector torsion. Since the vector torsion field is weak and also not strongly coupled with fermions it is difficult to detect it directly. The detection of a time-varying α could thus provide some promising evidence for the existence of torsion.
- Baker, David
- By Paul Dirac
- 2009 Phys.-Usp. 52 359
- SSRN Classics: Journal of Philosophical & Scientific Texts
- SSRN Classics: Journal of Philosophical & Scientific Texts
- PhilPapers profile of Michael A. Sherbon, with publications.
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- by Dan Falk
- About the author: Sir John Enderby is professor emeritus of physics at Bristol University and past president of the Institute of Physics
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Publikationen (verstecken)30
- JOURNAL OF ADVANCES IN PHYSICS, 16 (1): 362--368 (Oktober 2019)
- online, (August 2019)
- International Journal of Physical Research, 5 (2): 46-48 (2017)
- Global Journal of Science Frontier Research: A Physics and Space Science, 15 (4): 23-26 (September 2015)
- (2015)
