Atom- Photon Entanglement in Double- Lambda Quantum System by using femtosecond Gaussian pulses

TL;DR

This paper investigates how femtosecond Gaussian pulses influence atom-photon entanglement in a double-lambda quantum system, revealing controllable entanglement dynamics and conditions for steady-state entanglement.

Contribution

It introduces a novel analysis of entanglement control using ultrafast laser pulses in a double-lambda system, including phase manipulation and steady-state entanglement conditions.

Findings

DEM can be controlled via phase with CW and femtosecond pulses

Steady-state entanglement occurs with all femtosecond pulses

System can be disentangled by tuning Rabi frequencies

Abstract

The dynamical behavior of entanglement between the atomic ensemble and the spontaneous emission is investigated by applying the femtosecond Gaussian pulses in double- lambda quantum system. In fact by solving the density matrix equations of motion in such a system and by using the von Neumann entropy, the degree of entanglement (DEM) could be measured in semi classical regime and in the multi-photon resonance condition. We interested in investigating the maximum value for DEM and controlled the DEM via relative phase. At first we consider three laser fields as CW optical laser fields and one femtosecond Gaussian field. In this case DEM has interesting behavior. When the system is applied by the other laser fields and Gaussian pulse is still there DEM can be controlled via phase but after finishing the time duration of the femtosecond Gaussian pulse DEM will be phase independent. Then we consider all the laser fields as femtosecond Gaussian pulses which interact with atomic system and we achieve to this point that the steady state entanglement can be occurred by using such ultra-short laser pulses; in this situation DEM will be phase independent. The system would be disentangled in special parameters of Rabi frequencies and all the atoms are coherently populated in a dark state in dressed state picture. Moreover when the system is entangled, there is a population distribution of the atoms in dressed states.