Chapter 6. Two-rotor structure of the photon: Photon gyroscopic effect

Vladimir Leonov 

 Book: ResearchGate

For citation

Leonov Vladimir (2010). Chapter 6. Two-rotor structure of the photon: Photon gyroscopic effect. – From the book: Leonov V. S. Quantum Energetics. Volume 1. Theory of Superunification. Cambridge International Science Publishing, 2010, 745 pages, pp. 421-511. – Book: ResearchGate, PDF: https://www.researchgate.net/publication/357836579

 Abstract

In Chapter 6, we are the first to present the structure of a photon in the form of a spherical two-rotor electromagnetic particle. The two-rotor structure of a photon was obtained by me as a result of solving the rotor Maxwell equations when a spherical electromagnetic wave inside a quantized space-time at the speed of light has restrictions on the relativistic expansion for the full-wave diameter of a photon. The photon has no mass, its electromagnetic energy is the energy of polarization of the electric and magnetic rotors inside the quantized space-time and it is proportional to the frequency of the photon. Quantum space-time is a luminiferous medium for the photon. I proposed the method of a test electromagnetic quadrupole for building a picture of a two-rotor photon (Fig. 6.10). This model has induced variable imaginary electric iqe and magnetic iqg charges at the center of the photon, which provide forces of attraction between photons along the main axis for photon-photon interaction of coherent photons. The two-rotor photon model has fundamental applications in the development and modernization of photonics, lasers, quantum computers, interferometers, quantum entanglement, quantum thermodynamics, etc.

Key words: photon; two-rotor photon; main axis; relativistic Maxwell equations; imaginary electric charges; imaginary magnetic charges; luminiferous medium; photon-photon interaction; particle-wave; Theory of Superunification; Quantum Superunification Theory; Unified Field Theory; quantum of space-time; quanton; 4D-tetraquark; SEI-field.

Comments: 97 pages, 23 figures.