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Thermal and phase decoherence effects on entanglement dynamics of the quantum spin systems

机译:热和相位退相干对量子自旋系统纠缠动力学的影响

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Entanglement dynamics of the N-qubit XY model in thermal and dephasing environments are investigated by solving the Lindblad form of the master equation. Analytical solutions for the two-qubit case and numerical solutions for the multi-qubit case are obtained. For the two-qubit case, our results revealed two main features for entanglement evolution from different initial states. First, the thermal reservoir always induces degradation of the entanglement, and the entanglement may undergo sudden death during certain intervals of the evolution time. Second, the dephasing environment induces damped oscillation of the entanglement for initially separable states and mixed states with relative large values of Delta or J; however, it always induces exponentially decay of the entanglement for the initial Bell states. For the multi-qubit case, our results show that the entanglement decreases monotonically as the time evolves for the initial W state, and behaves as damped oscillation for the initial "one-particle" state. Particularly, for system with large number of qubits, the curves of the concurrence C-12 with different N are almost overlapped in dephasing environment.
机译:通过求解主方程的Lindblad形式,研究了热和相移环境中N-qubit XY模型的纠缠动力学。得到了两量子位情况的解析解和多量子位情况的数值解。对于两个量子位的情况,我们的结果揭示了纠缠从不同初始状态演化的两个主要特征。首先,蓄热器总是引起缠结的退化,并且缠结可能在演化时间的特定间隔内突然死亡。其次,对于初始可分离状态和相对较大的Delta或J值的混合状态,移相环境会引起纠缠的阻尼振荡。然而,对于初始的贝尔状态,它总是引起纠缠指数衰减。对于多量子位的情况,我们的结果表明,对于初始W状态,纠缠随着时间的发展而单调减少,对于初始“单粒子”状态,其表现为阻尼振荡。特别地,对于具有大量量子比特的系统,在移相环境中,具有不同N的并发C-12的曲线几乎重叠。

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