Electric and Magnetic Fields of a Single Photon

Abstract

The photon in this situation has self-electric and magnetic fields. A single photon has two masses: one that represents its particle behavior and the other that indicates its wave behavior. A harmonic oscillator is used to simulate the photon. A 2-dimensional charged (q) harmonic oscillator’s orbital angular momentum is quantized alongside its energy. An internal magnetic field generates spin-orbit energy.  The spin-orbit energy of the oscillator has been discovered to correlate to the oscillator’s rotational energy. Oscillator activation generates single photons with quantized electric and magnetic fields. The energy density of these photons provides the same intensity as the Stefan-Boltzman relationship. Single photon intensity (quantum) is comparable to classical Rayleigh intensity. A new gauge transformation that brings the massive electromagnetic field into a scalar field is proposed.

Keywords: related experiments, Quantum description of interaction of light and matter, Single photons, Quantum force, Casimir force, Quantum mechanics