论文标题

旋转轨道耦合玻色孔双孔系统的精确解决方案

Exact solutions for a spin-orbit coupled bosonic double-well system

论文作者

Luo, Yunrong, Wang, Xuemei, Yi, Jia, Li, Wenjuan, Xie, Xin, Hai, Wenhua

论文摘要

旋转轨道(SO)耦合冷原子系统的精确溶液在物理学中非常重要且很少见。在本文中,我们提出了一种简单的合并调制方法,以生成在驱动双井中举行的所谓耦合玻色子的分析精确溶液。对于同步组合调制和自旋式隧道的情况,我们分别获得了系统的一般分析精确溶液。对于在异步合并调制下进行旋转式隧穿的情况,当驾驶参数满足某些条件时,我们会以简单形式获得特殊的精确解决方案。基于这些获得的精确溶液,我们揭示了一些有趣的量子自旋动力学现象,例如,具有和/或没有自旋流失的任意种群转移(APT),受控的相干人口保护(CCPC)以及受控的相干种群反演(CCPI)。结果可能在制备准确的量子纠缠状态和量子信息处理时具有潜在的应用。

Exact solutions for spin-orbit (SO) coupled cold atomic systems are very important and rare in physics. In this paper, we propose a simple method of combined modulations to generate the analytic exact solutions for an SO-coupled boson held in a driven double well. For the cases of synchronous combined modulations and the spin-conserving tunneling, we obtain the general analytical accurate solutions of the system respectively. For the case of spin-flipping tunneling under asynchronous combined modulations, we get the special exact solutions in simple form when the driving parameters satisfy certain conditions. Based on these obtained exact solutions, we reveal some intriguing quantum spin dynamical phenomena, for instance, the arbitrary population transfer (APT) with and/or without spin-flipping, the controlled coherent population conservation (CCPC), and the controlled coherent population inversion (CCPI). The results may have potential applications in the preparation of accurate quantum entangled states and quantum information processing.

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