COMPUTER SIMULATION FOR FINDING NONCLASSICAL PROPERTIES IN KERR NONLINEAR COUPLER WITH NONLINEAR EXCHANGE

Abstract

In this paper, we present the techniques of simulation modelling for quantum dynamics of Kerr nonlinear coupler system which consists of two nonlinear quantum oscillators mutually coupled by continuous nonlinear interaction. We show that by using evolution operator formalism we can model the quantum system and derive the “exact” solution for finding the existence of nonclassical properties in terms of squeezing, antibunching, intermodal entanglement and their higher order counterparts under the effect of dissipation process.