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首页> 外文期刊>International journal of quantum information >AN INVESTIGATION OF A NONLOCAL ENTANGLEMENT OF TWO UNCOUPLED ATOMS EMBEDDED IN A COHERENT CAVITY FIELD AND THE ASSOCIATED PHASE SPACE DISTRIBUTION: ONE QUANTUM NONLINEAR PROCESS
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AN INVESTIGATION OF A NONLOCAL ENTANGLEMENT OF TWO UNCOUPLED ATOMS EMBEDDED IN A COHERENT CAVITY FIELD AND THE ASSOCIATED PHASE SPACE DISTRIBUTION: ONE QUANTUM NONLINEAR PROCESS

机译:相干空穴场和相空间分布中两个非耦合原子的非局​​部纠缠的研究:一个量子非线性过程

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摘要

Entanglement properties of two uncoupled atoms embedded in a coherent field distribution through one quantum transition process are studied. A case of non-linear Hamiltonian of the problem is considered through which the effect of non-linear media is illustrated. Moreover, the effect of the frequency di?erence between the inter-atomic transition and the electromagnetic field is also analyzed. We show that, adjusting the considered parameters of the non-linear media and frequency di?erence leads to a strong control of the degree of entanglement where excellent periodicity of evolution with significant amplitudes maxima of entanglement can be obtained that is very important in predicting the behavior of transmitted information through the application of various information processing schemes. We present a detailed and comparative study of atom-atom entanglement for two cases corresponding to di?erent injections of the two atoms one by one into the cavity field. In addition, we present an answer to the question: How is the quantum phase space structure for a composite system related to the entanglement characteristics of the corresponding quantum system? We demonstrate how can the entanglement in nonlinear tripartite systems be strongly associated with a delocalization in the phase space distribution.
机译:研究了通过一个量子跃迁过程嵌入相干场分布中的两个未耦合原子的纠缠特性。考虑问题的非线性哈密顿量的情况,通过该情况说明了非线性介质的影响。此外,还分析了原子间跃迁与电磁场之间的频率差异的影响。我们表明,调整非线性介质的考虑参数和频率差异会导致对纠缠度的强烈控制,在此可以获得出色的演化周期,并具有显着的纠缠最大值,这对预测纠缠度非常重要。通过应用各种信息处理方案来传输信息的行为。我们对两种情况下的原子-原子纠缠进行了详细的比较研究,这两种情况分别对应于将两个原子一一注入腔腔中。另外,我们提出了一个问题的答案:复合系统的量子相空间结构如何与相应量子系统的纠缠特性相关?我们证明了如何将非线性三方系统中的纠缠与相空间分布中的离域紧密相关。

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