Entagled Optical Solitons in Non-Linear Kerr Dielecrtric

TL;DR

This paper models entangled photon states using optical 1D envelope solitons in Kerr dielectric media, analyzing their properties through approximate solutions to nonlinear Maxwell equations.

Contribution

It introduces a novel approach to represent entangled photon states via soliton configurations in nonlinear Kerr media, combining classical soliton theory with quantum entanglement modeling.

Findings

Calculated spin, momentum, and energy of solitons.

Constructed entangled two-soliton singlet states.

Provided a stochastic representation for entangled states.

Abstract

We consider optical 1D envelope solitons in Kerr dielectric with cubic non-linearity and use two solitons configurations for modelling entangled states of photons. We calculate spin, momentum and energy of solitons on the basis of approximate solutions to the nonlinear Maxwell equations and construct entangled two solitons singlet states in special stochastic representation.