两个N=2的Tavis-Cummings系统的纠缠

Seyed Arash Ghoreishi, M. Sarbishaei, Kourosh Javidan
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引用次数: 5

摘要

我们考虑了两个非相互作用的两原子Tavis -Cummings系统,并研究了四个两态原子之间的纠缠。为了达到我们的目的,我们假设每个系统中有一个原子初始纠缠,我们得到了原子间随时间的并发性。原子间存在六种成对并发现象,本文主要讨论远端原子。我们表明,最初不纠缠的原子2a和2b随着时间的推移而纠缠,这个过程
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Entanglement between Two Tavis-Cummings Systems with N=2
We consider two non interacting two-atoms Tavis -Cummings systems and examine the entanglement among four two-state atoms. For our purpose, we assume that one atom fro m each system are entangled init ially and we obtain time-dependent concurrence among atoms. There are six pairwise concurrences among atoms and in this paper, we focus on remote atoms . We show that initially non-entangled atoms 2 A and 2 B becomes entangled by passing time, the process
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