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Kerr 介质中三能级原子与双模场非共振相互作用的量子统计性质
引用本文:陶向阳,刘金明,刘三秋,傅传鸿. Kerr 介质中三能级原子与双模场非共振相互作用的量子统计性质[J]. 物理学报, 2000, 49(8): 1464-1470
作者姓名:陶向阳  刘金明  刘三秋  傅传鸿
作者单位:江西师范大学物理系,南昌 330027
基金项目:江西省自然科学基金(批准号:971216)资助的课题.
摘    要:研究了Kerr介质中双模场与V型三能级原子的非共振相互作用. 对Cauchy-Schwartz不等式的研究表明,在两模场失谐量相等(δ12)条件下,当初始场强ξ一定而两模场的光子数差q减小时,场的非经典相关程度加强;q一定而ξ增大时,场的非经典相关程度减弱. 当Δδ=|δ21|≠0且q和ξ的取值一定时,随介质常量x的增大,光场两模间的非经典相关程度减弱,且Δδ的大小对这种非经典相关程度的减弱有重要影响. 对场的关键词:Kerr介质非共振相互作用Cauchy-Schwartz不等式场的二阶关联函数

关 键 词:Kerr介质  非共振相互作用  Cauchy-Schwartz不等式  场的二阶关联函数
收稿时间:1999-10-10

QUANTUM STATISTIC PROPERTIES OF NON-RESONANCE INTERACTION BETWEEN A THREE-LEVEL ATOM AND TWO MODE CAVITIES WITH KERR MEDIUM
TAO XIANG-YANG,LIU JIN-MING,LIU SAN-QIU,FU CHUAN-HONG. QUANTUM STATISTIC PROPERTIES OF NON-RESONANCE INTERACTION BETWEEN A THREE-LEVEL ATOM AND TWO MODE CAVITIES WITH KERR MEDIUM[J]. Acta Physica Sinica, 2000, 49(8): 1464-1470
Authors:TAO XIANG-YANG  LIU JIN-MING  LIU SAN-QIU  FU CHUAN-HONG
Abstract:We have studied the non-resonance interaction between a V-type three-level atom and two-mode cavity with Kerr medium. The results show that if the detunings of the two-mode cavities are equal (δ1=δ2), when initial strength ξ of the two cavities remains unchanged and photon difference q of the two mode cavities is decreased, the non-classical coherence degree between the two mode cavities is increased; when q remains unchanged and ξ is increased, the non-classical coherence degree between the two mode cavities is decreased. When Δδ=|δ21|=0 and q and ξ remain unchanged, the non-classical coherence degree is decreased with the increase of Kerr effect, and the value of Δδ has an importance influence on the non-classical coherence degree. The results also show that when δ12, the second-order coherence degree of the cavity 1 shows g211<1, but the second-order coherence degree of cavity 2 shows g222<1 or g222>1. On the other hand, the amplitude evolution of the second-order coherence degree of two-mode cavity is decreased due to the influence of Kerr effect.
Keywords:Kerr medium   non-resonance interaction   Cauchy-Schwartz inequality   second order coherence degree
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