The Cosmic Microwave Background Radiation as Viewed in the Planck Vacuum Theory
##plugins.themes.bootstrap3.article.main##
The invisible Planck vacuum (PV) state is a degenerate collection of Planck particle (PP) cores that fills a sevendimensional spacetime. The degenerate nature of this PV state assures that the only motion available to the separate PP cores is a spin angular momentum and a local random PP motion. This spherical confinement of each PP core in the vacuum state leads to the cosmic-microwave-background-radiation (CMBR) spectrum seen in the free-space night sky.
The CMBR is the experimental proof for the PV theory.
References
-
P. Davies, Superforce: the Search for a Grand Unified Theory of Nature. Simon and Schuster, Inc., New York, 1984.
Google Scholar
1
-
W.C. Daywitt, “A Model for Davies’ Universal Superforce”, Galilean Electrodynamics, Sept./Oct., 83, 2006. See also
Google Scholar
2
-
www.planckvacuumDOTcom.
Google Scholar
3
-
W.C. Daywitt, “The Trouble with the Equations of Modern Fundamental Physics”, American Journal of Modern Physics. Special Issue: “Physics without Higgs and without Supersymmetry”, v. 5, no. 1-1, 22, 2016.
Google Scholar
4
-
W.C. Daywitt, “Comparing the Planck-Vacuum and the Urantia-Book Depictions of the Seven-Dimensional Spacetime”, European Journal of Engineering Research and Science, Vol.5, No.12, December, 2020.
Google Scholar
5
-
B.W. Carroll, D.A. Ostlie, 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
-
W.C. Daywitt, Zero-Point Oscillations in the Planck Vacuum State and Its Coordinate Uncertainty, European Journal of Engineer Research and Science, VOL. 6, NO. 4, 2021.
Google Scholar
7
-
W.P. Allis, M.A. Herlin, Thermodynamics and Statistical Mechanics. McGraw-Hill Book Co., New York, Toronto, London, 1952.
Google Scholar
8
Most read articles by the same author(s)
-
William C. Daywitt,
The Heisenberg Uncertainty Principle in the Planck Vacuum Theory , European Journal of Applied Physics: Vol. 4 No. 5 (2022) -
William C. Daywitt,
The Schrödinger Equation and the Time-Ordering Operator T of the Quantum Field Theory as Viewed in the Planck Vacuum Theory , European Journal of Applied Physics: Vol. 5 No. 4 (2023) -
William C. Daywitt,
General Relativity in the Planck Vacuum Theory , European Journal of Applied Physics: Vol. 4 No. 4 (2022) -
William C. Daywitt,
The Source of the Gravitational Constant for the Dirac Cores in the Planck Vacuum Theory , European Journal of Applied Physics: Vol. 4 No. 3 (2022) -
William C. Daywitt,
The Compton Effect in the Planck Vacuum Theory , European Journal of Applied Physics: Vol. 4 No. 6 (2022) -
William C. Daywitt,
Gravity Bodies in the Planck Vacuum Theory , European Journal of Applied Physics: Vol. 5 No. 2 (2023) -
William C. Daywitt,
The Relativistic Energy-Momentum Equation in the Planck Vacuum Theory , European Journal of Applied Physics: Vol. 5 No. 6 (2023) -
William C. Daywitt,
Reducing the Covariant Dirac Equation for the Electron or Proton Cores to the Gradients of a Single Wavefunction , European Journal of Applied Physics: Vol. 4 No. 2 (2022) -
William C. Daywitt,
Spin in the Dirac and Schr¨odinger Equations According to the Planck Vacuum Theory , European Journal of Applied Physics: Vol. 5 No. 5 (2023) -
William C. Daywitt,
Equation of Motion for the Electron or Proton Cores in Free Space According to the Planck Vacuum Theory , European Journal of Applied Physics: Vol. 6 No. 2 (2024)