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Logic and functional operations using a near-field optically coupled quantum-dot system

机译:使用近场光耦合量子点系统的逻辑和功能操作

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This paper investigates the exciton dynamics in a three-quantum-dot system coupled via an optical near field. The system consists of two identical quantum dots coupled coherently (the coherent operation part) and a third quantum dot with exciton sublevels (the output part). It provides certain characteristic functional operations depending on the initial excitation, as well as symmetry of the coupling strengths or the spatial arrangement. First, we analytically obtain the coupling strength between two quantum dots via an optical near field and give a numerical estimation for a CuCl quantum-cube system. Then, a resonance condition between the two parts is shown; this depends on the initial excitation in the coherent operation part. Using this condition, which can be realized by adjusting the energy level of a quantum dot in the output part, AND- and XOR-logic operations can be demonstrated in a symmetrically arranged quantum-dot system. We also discuss how the asymmetry of the system affects the energy transfer through certain coupled states in the coherent operation part that would be forbidden in a symmetrically arranged system. Although the asymmetry degrades the signal contrast for logic operations, it is expected to open up new techniques for novel device technologies where quantum entangled states are mediated in the operations.
机译:本文研究了通过光学近场耦合的三量子点系统中的激子动力学。该系统由相干耦合的两个相同量子点(相干运算部分)和具有激子子能级的第三个量子点(输出部分)组成。它根据初始激励以及耦合强度或空间布置的对称性提供某些特定的功能操作。首先,我们通过光学近场分析地获得两个量子点之间的耦合强度,并给出CuCl量子立方体系统的数值估计。然后,显示了两个部分之间的共振条件。这取决于相干运算部分中的初始激励。使用这种条件,可以通过调节输出部分中量子点的能级来实现,可以在对称排列的量子点系统中演示AND和XOR逻辑运算。我们还讨论了系统的不对称性如何通过相干运算部分中某些耦合状态的能量传输而影响,这在对称排列的系统中将被禁止。尽管不对称性降低了逻辑运算的信号对比度,但人们有望为在操作中介导量子纠缠态的新型器件技术开辟新技术。

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