Spin in the Dirac and Schr¨odinger Equations According to the Planck Vacuum Theory



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Submitted Aug 25, 2023
Published Sep 26, 2023
10.24018/ejphysics.2023.5.5.278

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This paper examines the concept of particle spin as it applies to the Dirac and Schr¨odinger equations in the Planck vacuum (PV) theory. Results show: that the reduced Planck constant is equal to the spin coefficient for the Planck particle (PP), the proton, and the electron cores; that the well-known energy and momentum operators can be used to derive the Schr¨odinger equation; that the wavefunctions for both equations are related to the electron Compton radius; and that the relativistic spin operator is derived from the Dirac equation.
The spin and mass of the electron or proton cores are created simultaneously within the PV and transmitted into free space.

Keywords: Particle Spin Planck Constant Planck Vacuum Theory

References

  1. Davies P. Superforce: the Search for a Grand Unified Theory of Nature. New York: Simon and Schuster, Inc.; 1984.
     Google Scholar
  2. Daywitt WC. The Planck Vacuum. Progress in Physics. 2009;1:20. (see also www.planckvacuumDOTcom).
     Google Scholar
  3. Daywitt WC. The Trouble with the Equations of Modern Fundamental Physics. American Journal of Modern Physics. Special Issue: Physics without Higgs and without Supersymmetry. 2016;5(1-1):22.
     Google Scholar
  4. Daywitt WC. Comparing the Planck-Vacuum and the Urantia-Book Depictions of the Seven-Dimensional Spacetime. European Journal of Engineering Research and Science. 2020;5(12):11-13.
     Google Scholar
  5. Carroll BW and Ostlie DA. An Introduction to Modern Astrophysics. Addison-Wesley, San Francisco, Boston, New York, Cape Town, Hong Kong, London, Madrid, Mexico City, Montreal, Munich, Paris, Singapore, Sidney, Tokyo, Toronto; 2007.
     Google Scholar
  6. Daywitt WC. Zero-Point Oscillations in the Planck Vacuum State and Its Coordinate Uncertainty. European Journal of Engineer Research and Science. 2021;6(4):13-15.
     Google Scholar
  7. Shiff LI. Quantum Mechanics. McGraw-Hill, New York, Toronto, London, 1955.
     Google Scholar
  8. Daywitt WC. The Compton Effect in the Planck Vacuum Theory. European Journal of Applied Physics. 2022;4(6):20-21.
     Google Scholar
  9. Daywitt WC. Electron Recoil in the Compton Effect as Viewed in the Planck Vacuum Theory. European Journal of Applied Physic. 2023;5(2):28-30.
     Google Scholar
  10. Gingrich DM. Practical Quantum Electrodynamics. CRC, The Taylor & Francis Group, Boca Raton, London, New York; 2006.
     Google Scholar


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