Trichromatic π-Pulse for Ultrafast Total Inversion of a Four-Level Ladder System

We present a numerical solution for complete population inversion in a four-level ladder system obtained by using a full π-pulse illumination scheme with resonant ultrashort phase-locked Gaussian laser pulses. We find that a set of pulse areas such as √3π , √2π...

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Main Authors: Carles Serrat, Montserrat Corbera, John Afa
Format: Article
Language:English
Published: MDPI AG 2015-11-01
Series:Applied Sciences
Subjects:
Online Access:http://www.mdpi.com/2076-3417/5/4/1484
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spelling doaj-0694187a90cd47ef898227b8c2ef36af2020-11-24T21:50:40ZengMDPI AGApplied Sciences2076-34172015-11-01541484149310.3390/app5041484app5041484Trichromatic π-Pulse for Ultrafast Total Inversion of a Four-Level Ladder SystemCarles Serrat0Montserrat Corbera1John Afa2Departament de Física, Universitat Politècnica de Catalunya, Colom 11, Terrassa (Barcelona) 08222, SpainEscola Politècnica Superior, Universitat de Vic, Carrer de la Laura 13, Vic (Barcelona) 08500, SpainDepartament de Física, Universitat Politècnica de Catalunya, Colom 11, Terrassa (Barcelona) 08222, SpainWe present a numerical solution for complete population inversion in a four-level ladder system obtained by using a full π-pulse illumination scheme with resonant ultrashort phase-locked Gaussian laser pulses. We find that a set of pulse areas such as √3π , √2π , and √3π completely inverts the four-level system considering identical effective dipole coupling coefficients. The solution is consistent provided the involved electric fields are not too strong and it is amply accurate also in the case of diverse transition dipole moments. We study the effect of detuning and chirp of the laser pulses on the complete population inversion using the level structure of atomic sodium interacting with ps and fs pulses as an example. Our result opens the door for multiple applications such as efficient ultrashort pulse lasing in the UV or the engineering of quantum states for quantum computing.http://www.mdpi.com/2076-3417/5/4/1484ultrashort pulsescoherent controlquantum computing
collection DOAJ
language English
format Article
sources DOAJ
author Carles Serrat
Montserrat Corbera
John Afa
spellingShingle Carles Serrat
Montserrat Corbera
John Afa
Trichromatic π-Pulse for Ultrafast Total Inversion of a Four-Level Ladder System
Applied Sciences
ultrashort pulses
coherent control
quantum computing
author_facet Carles Serrat
Montserrat Corbera
John Afa
author_sort Carles Serrat
title Trichromatic π-Pulse for Ultrafast Total Inversion of a Four-Level Ladder System
title_short Trichromatic π-Pulse for Ultrafast Total Inversion of a Four-Level Ladder System
title_full Trichromatic π-Pulse for Ultrafast Total Inversion of a Four-Level Ladder System
title_fullStr Trichromatic π-Pulse for Ultrafast Total Inversion of a Four-Level Ladder System
title_full_unstemmed Trichromatic π-Pulse for Ultrafast Total Inversion of a Four-Level Ladder System
title_sort trichromatic π-pulse for ultrafast total inversion of a four-level ladder system
publisher MDPI AG
series Applied Sciences
issn 2076-3417
publishDate 2015-11-01
description We present a numerical solution for complete population inversion in a four-level ladder system obtained by using a full π-pulse illumination scheme with resonant ultrashort phase-locked Gaussian laser pulses. We find that a set of pulse areas such as √3π , √2π , and √3π completely inverts the four-level system considering identical effective dipole coupling coefficients. The solution is consistent provided the involved electric fields are not too strong and it is amply accurate also in the case of diverse transition dipole moments. We study the effect of detuning and chirp of the laser pulses on the complete population inversion using the level structure of atomic sodium interacting with ps and fs pulses as an example. Our result opens the door for multiple applications such as efficient ultrashort pulse lasing in the UV or the engineering of quantum states for quantum computing.
topic ultrashort pulses
coherent control
quantum computing
url http://www.mdpi.com/2076-3417/5/4/1484
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