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Bell-Nonlocality Dynamics of Three Remote Atoms in Tavis–Cummings and Jaynes–Cummings Models
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作者 甄秀兰 杨青 +1 位作者 杨名 曹卓良 《Communications in Theoretical Physics》 SCIE CAS CSCD 2014年第12期795-800,共6页
We study the Bell-nonlocality dynamics of three remote atoms, two of which are trapped in one single-mode cavity and the third atom is trapped in another remote single-mode cavity. The interactions between the atoms a... We study the Bell-nonlocality dynamics of three remote atoms, two of which are trapped in one single-mode cavity and the third atom is trapped in another remote single-mode cavity. The interactions between the atoms and the cavity modes are studied via Tavis Cummings and Jaynes Cummings models. Here, the two single-mode cavities are introduced to simulate two different enviroments of the three atoms. The tripartite nonlocal correlations are studied in terms of the Svetlichny inequality and the WWZB inequality, respectively. The results show that the tripartite Bellnonlocality sudden death will occur for the W state and GHZ state initial conditions. The detailed results demonstrate that the tripartite nonlocality of GHZ state is more robust than that of W state when suffering from the effect of environments. 展开更多
关键词 Bell-nonlocality SUDDEN death W STATE GHZ STATE Svetlichny INEQUALITY wwzb INEQUALITY
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