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Unusual entanglement transformation properties of the quantum radiation through one-dimensional random system containing left-handed-materials

机译:左手材料一维随机系统的量子辐射异常纠缠变换特性

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The quantum radiation through the multilayer structures containing the left-handed materials is investigated based on the Green-function approach to the quantization of the phenomenological Maxwell theory. Emphasis is placed on the effect of randomness on the generation and transmission of entangled-states. It is shown that some unusual properties appear for the present systems in comparison with those of the conventional dielectric structures. The quantum relative entropy is always enhanced with the increase of random degree due to the existence of nonlocalized mode in the present systems, while the maximal entanglement can be observed only at some certain randomness for the conventional dielectric structures. In contrast to exponential decrease in the conventional systems, the entanglement degrades slowly with the increase of disorder and thickness of the sample near the nonlocalized mode after transmission through the present systems. This will benefit the quantum communication for long distance.
机译:通过含有左手材料的多层结构的量子辐射是基于绿色功能方法来量化现象学麦克斯韦理论的量化。重点是随机性对缠结状态的产生和传输的影响。结果表明,与传统介电结构的那些相比,本系统出现一些不寻常的特性。随着本系统中的非划分模式的存在,随机度的增加总是增强量子相对熵,而可以仅在传统介电结构的某些随机性下观察到最大纠缠。与传统系统中的指数减少相比,在通过本系统传输之后的非划分模式附近的样品附近的样本的紊乱和厚度的增加,缠结缓慢降低。这将使量子通信长距离受益。

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