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Quantum squeezing and entanglement in a two-mode Bose-Einstein condensate with time-dependent Josephson-like coupling

机译:具有时间依赖型约瑟夫森耦合的双模玻色-爱因斯坦凝聚物中的量子压缩和纠缠

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摘要

Dynamical evolution of quantum mechanical squeezing and entanglement in a two-mode Bose-Einstein condensate (TBEC) with an adiabatic, time-varying Raman coupling is studied by finding analytical expressions for these quantities. In particular, we study the entanglement between the atoms in the condensate as well as that between the two modes. The nature of the enhanced quantum correlations in TBEC is clarified by considering squeezing and entanglement both with and without the nonlinear interaction turned on; it is found that entanglement approaching maximal value can be achieved with the nonlinear interactions present. Somewhat counterintuitively, greater squeezing is found in the absence of nonlinear interactions. This is due to the collapses and revivals of the TBEC quantum state induced by the nonlinear interactions. In addition, results involving the self-trapping phase state of TBEC indicate potential for creating a dynamically stable, macroscopic entangled quantum state which is relatively robust with respect to atom number fluctuations.
机译:通过寻找这些量的解析表达式,研究了具有绝热,时变拉曼耦合的双模Bose-Einstein冷凝液(TBEC)中量子力学压缩和纠缠的动力学演化。特别是,我们研究了冷凝物中原子之间的纠缠以及两种模式之间的纠缠。 TBEC中增强的量子相关性的性质是通过考虑开启和关闭非线性相互作用时的压缩和纠缠来阐明的。发现在存在非线性相互作用的情况下纠缠可以达到最大值。有点反直觉地,在没有非线性相互作用的情况下发现更大的挤压。这是由于非线性相互作用引起的TBEC量子态的崩溃和复兴。此外,涉及TBEC自陷相状态的结果表明有可能创建动态稳定的,宏观纠缠的量子态,该态在原子数波动方面相对稳健。

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