Electromagnetically induced transparency from first-order dynamical systems

TL;DR

This paper demonstrates that electromagnetically induced transparency-like effects can occur in any nonlinear oscillator coupled to a first-order dynamical system, with practical implications for integrated photonic devices.

Contribution

It provides a general theoretical framework showing EIT-like phenomena arise in coupled nonlinear oscillators, supported by analytic solutions and practical examples.

Findings

EIT-like response is a general phenomenon in coupled nonlinear oscillators.

The group delay is fundamentally determined by the system damping rate.

Thermo-optic and free-carrier effects can produce observable EIT-like effects in semiconductor microcavities.

Abstract

We show how a strongly driven single-mode oscillator coupled to a first-order dynamical system gives rise to induced absorption or gain of a weak probe beam, and associated fast or slow light depending on the detuning conditions. We derive the analytic solutions to the dynamic equations of motion, showing that the electromagnetically induced transparency (EIT) like response is a general phenomenology, potentially occurring in any nonlinear oscillator coupled to first-order dynamical systems. The resulting group delay (or advance) of the probe is fundamentally determined by the system damping rate. To illustrate the practical impact of this general theoretical framework, we quantitatively assess the observable consequences of either thermo-optic or free-carrier dispersion effects in conventional semiconductor microcavities in control/probe experiments, highlighting the generality of this physical mechanism and its potential for the realization of EIT-like phenomena in integrated and cost-effective photonic devices.