Some Conjecture about Quantum Properties of Photon in Optical Fiber Proved by Wave Equations

Abstract

This work examines the behavior of photons in optical fiber materials that are not affected by nonlinear polarization. Maxwell's equation, the wave equation was obtained and the solution was obtained. Then considered the Fourier transformation then compare its solution with the Klein- Gordon equation under the assumption that the photons are homogeneous in all directions and isotropy in a time independent form. Relation between mass-frequency and wave number was obtained when using the mass-energy equation according to the special theory of relativity to form the equation. As a result, the electric field generated in the optical fiber behaves like a self-contained particle and is highly systematic that the wave-amplitude superposition principle can be applied. They also found that the particles, when considered quantum regime then reduced the quantum numbers as zero, were consistent with the Standard Model of particle physics.