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耗散腔中Λ型原子与光场Raman相互作用体系的线性熵
引用本文:赖振讲 赵合运 张利 刘宝平 贺树芳. 耗散腔中Λ型原子与光场Raman相互作用体系的线性熵[J]. 光子学报, 2014, 39(4): 734-738. DOI: 10.3788/gzxb20103904.0734
作者姓名:赖振讲 赵合运 张利 刘宝平 贺树芳
作者单位:(1 河南师范大学 物理系,河南 新乡 453007)
(2 新乡医学院 生命科学技术系,河南 新乡 453007)
基金项目:河南省自然科学基金(082300410030)资助
摘    要:为了研究耗散腔中原子与光场Raman相互作用体系中子系统间的熵交换,利用超算符方法通过对系统主方程求解,讨论了光场强度、腔的耗散系数及原子两能级的Stark位移对线性熵的影响.结果表明:光场越强,光场与其它子系统进行熵交换的时间越长|腔耗散系数越大,熵交换时间越短|改变两能级间的Stark位移使原子和场之间的耦合增强,而系统的耗散系数不变,此时,系统的熵交换加快且其稳态值变小.

关 键 词:&Lambda  型三能级原子  线性熵  耗散腔  Stark 位移
收稿时间:2009-08-07

Linear Entropy of an Atom-field System with Raman Coupling in Dissipation Cavity
LAI Zhen-Jiang,ZHAO He-Yun,ZHANG Li,LIU Bao-Ping,HE Shu-Fang. Linear Entropy of an Atom-field System with Raman Coupling in Dissipation Cavity[J]. Acta Photonica Sinica, 2014, 39(4): 734-738. DOI: 10.3788/gzxb20103904.0734
Authors:LAI Zhen-Jiang  ZHAO He-Yun  ZHANG Li  LIU Bao-Ping  HE Shu-Fang
Affiliation:(1 College of Physics |and |Information Engineering,Henan Normal University,Xinxiang,Henan 453007,China)
(2 Department of Life Science |and |technique,Xinxiang Medical University,Xinxiang,Henan 453003,China)
Abstract:For studying the entropy exchange between the subsystems of the interaction system of a atom with the field in a leaking cavity,an exact solution of the master equation that describes the system by using the method of super-operator is obtained.The influences of the intensity of the cavity-field,the dissipative coefficient of the cavity and the Stark shift between two atomic levels on the linear entropy are discussed.The results show that: the more intense the cavity-field is,the longer the persistent time of the exchange of the entropy between the cavity field with other sub-systems is.When the two-level Stark shifts between the atomic levels changes to enhance the coupling between the atom and the cavity field increased and the cavity dissipation coefficient remain unchanged,the entropy of the system speed up the exchange and the steady-state values of the entropy become smaller.
Keywords:&Lambda  -type three-level atom  Linear entropy  Amplitude dissipation cavity  Stark shifts
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