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Exact treatment for the entanglement of the multiphoton two-qubit system with the single-mode thermal field

机译:单模热场对多光子二量子位系统纠缠的精确处理

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In this paper, we study the entanglement between two two-level atoms (qubits) when they interact simultaneously with a single-mode thermal field through exchanging k photons. We demonstrate the entanglement of the bipartite by making use of the concurrence. Contrary to previous studies, we deduce an exact form of the wave function of the system for various types of initial atomic states. We show that the asymmetric case (i.e., nonidentical atoms) can generate amounts of entanglement much greater than those of the symmetric one. These amounts are sensitive to the value of the transition parameter k and the type of initial atomic states. We present a novel phenomenon: for a particular type of Bell states, the initial entanglement can be trapped through the evolution of the system. This would be of a great interest in the framework of quantum memory.
机译:在本文中,我们研究了两个两能级原子(量子位)之间的纠缠,它们通过交换k个光子与单模热场同时相互作用。我们利用并发论证了二分的纠缠。与先前的研究相反,我们推导了各种类型的初始原子态的系统波动函数的精确形式。我们证明了不对称情况(即不相同的原子)产生的纠缠量远大于对称情况下的纠缠量。这些量对过渡参数k的值和初始原子态的类型敏感。我们提出了一种新现象:对于特定类型的Bell状态,可以通过系统的演化来捕获初始纠缠。这将在量子存储器的框架中引起极大的兴趣。

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