2022•European Journal of Applied PhysicsOpen access

The Heisenberg Uncertainty Principle in the Planck Vacuum Theory

William C. Daywitt

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Abstract

This paper derives the Heisenberg Uncertainty Principle from the Planck vacuum (PV) state that consists of a degenerate collection of nonrelativistic Planck particle (PP) cores. The mechanism leading to this result is the quantization of the Planck action associated with the PP energies. The reduced Planck constant itself is closely connected to the spin coefficient of the PP, the proton, and the electron cores.

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This paper derives the Heisenberg Uncertainty Principle from the Planck vacuum (PV) state that consists of a degenerate collection of nonrelativistic Planck particle (PP) cores. The mechanism leading to this result is the quantization of the Planck action associated with the PP energies. The reduced Planck constant itself is closely connected to the spin coefficient of the PP, the proton, and the electron cores.

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Available abstract

This paper derives the Heisenberg Uncertainty Principle from the Planck vacuum (PV) state that consists of a degenerate collection of nonrelativistic Planck particle (PP) cores. The mechanism leading to this result is the quantization of the Planck action associated with the PP energies. The reduced Planck constant itself is closely connected to the spin coefficient of the PP, the proton, and the electron cores.

Key concepts: Planck, Planck length, Physics, Uncertainty principle, Planck energy, Planck constant, Quantization (signal processing), Planck mass

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