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基于相位调制的非互易反射光放大动力学调控

裴笑山 李观荣 张焓笑 杨红

量子电子学报2024,Vol.41Issue(4):616-625,10.
量子电子学报2024,Vol.41Issue(4):616-625,10.DOI:10.3969/j.issn.1007-5461.2024.04.006

基于相位调制的非互易反射光放大动力学调控

Dynamical manipulation of non-reciprocal reflected light amplification based on phase modulation

裴笑山 1李观荣 1张焓笑 1杨红1

作者信息

  • 1. 海南师范大学物理与电子工程学院,海南 海口 571158
  • 折叠

摘要

Abstract

The development of new photonic devices based on optical non-reciprocity is crucial for information processing.As information tends to be weakened during transmission,achieving amplified optical signals is a major focus of scientific research in this field.This paper proposes a simple regime to achieve amplified non-reciprocal reflection.Firstly,a strong coupling field and a microwave field are used to control a weak probe field to form a three-level coherent atomic system,enabling the detection light signal to be amplified at the transparent window.Then,the symmetry of probe susceptibility is broken utilizing the linear variation of coupling field,leading to the realization of non-reciprocal light reflection amplification.Finally,the amplification range of non-reciprocal reflection bands is modulated by adjusting the relative phase between laser fields.The numerical results demonstrate that in the nonreciprocal frequency domain,when the relative phase is Φ=0,π,and 3π/2,only one reflection band is amplified.However,when the relative phase reaches Φ=π/2,two non-reciprocal reflection bands are amplified simultaneously with a magnification range of 1.25-1.75 times.It is shown that the proposed regime can achieve dynamic manipulation of non-reciprocal reflection.

关键词

量子光学/光学非互易/相位调制/反射光放大/动力学调控

Key words

quantum optics/optical non-reciprocity/phase modulation/reflected light amplification/dynamical manipulation

分类

数理科学

引用本文复制引用

裴笑山,李观荣,张焓笑,杨红..基于相位调制的非互易反射光放大动力学调控[J].量子电子学报,2024,41(4):616-625,10.

基金项目

国家自然科学基金(12204137,12126314,12126351,11861031),海南省自然科学基金(122QN302,121RC539,2019RC190),海南省院士创新平台(YSPTZX202215) (12204137,12126314,12126351,11861031)

量子电子学报

OA北大核心CSTPCD

1007-5461

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