含时旋转磁场中的两耦合粒子的纠缠演化(英文)

我们研究了含时旋转磁场中海森堡XXX模型下的双量子比特的动力学演化情况.基于此非自治系统的代数结构,我们用代数动力学方法求得了系统的精确解析解.在此基础上,进一步研究了在不同初态下系统的纠缠测度随时间的演化,发现纠缠测度由系统的初态的系数和耦合强度决定.     

Concurrence of Quantum States： Algebraic Dynamical Method Study XXX Models in a Time-Depending Random External Field

Based on algebraic dynamics and the concept of the concurrence of the entanglement, we investigate the evolutive properties of the two-qubit entanglement that formed by Heisenberg XXX models under a time-depending external field. For this system, the property of the concurrence that is only dependent on the coupling constant J and total values of the external field is proved. Furthermore, we found that the thermal concurrence of the system under a static random external field is a function of the coupling constant J, temperature T, and the magnitude of external field.     

量子Discord简介及其在特定系统中的计算

量子Discord作为一种比量子纠缠更准确地刻画系统量子关联的物理量,在量子信息理论中备受关注.本文首先简略介绍量子Discord的基本概念,然后以横场Ising系统为例,讨论了量子Discord的一种计算方法.最后根据横场Ising系统的量子Discord得到了表征其特征的三维图像,并讨论了系统中两格点间的关联特性.