摘要:
研究了非惯性系中处于热库中的两个腔的纠缠动力学。不仅考虑了加速参数对纠缠的影响,还考虑了Unruh单粒子态左右成分之间的不同比率对纠缠的影响。结果表明：加速参数一定时,随着腔间纠缠的减少,热库间的纠缠将会增加；此外,当初始状态为最大纠缠,并且,|qR|=1时,粒子和反粒子模之间会产生纠缠的再分配；发现当|qR|=|qL|=1/√2,在无限加速参数下发生纠缠猝死现象；当qR <1/√2时,纠缠在有限加速参数下就会发生纠缠猝死现象。
Abstract:
We investigate the entanglement dynamics of two cavities interacting respectively with reservoir in non-inertial frames. We consider not only the influence of acceleration, but also the influence of different rates between right and left components of the Unruh single-particle state on entanglement. The result shows that the reservoir-entanglement will increase with the decrease of the cavity-entanglement when the acceleration parameter is fixed. In addition, there appears the redistribution of entanglement between particle mode and antiparticle mode, when the initial state is in a maximal by entangled state with |qR| = 1. We also find that the sudden death of entanglement happens in infinite acceleration limit when |qR| = |qL| = 1/√2, whereas the death of entanglement happens at finite acceleration when qR<1/√2.
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