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用于量子时钟同步的纠缠光子对的高精度非局部时间相关性识别。

High-precision nonlocal temporal correlation identification of entangled photon pairs for quantum clock synchronization.

作者信息

Quan Runai, Dong Ruifang, Xiang Xiao, Li Baihong, Liu Tao, Zhang Shougang

机构信息

Key Laboratory of Time and Frequency Primary Standards, National Time Service Center, Chinese Academy of Sciences, Xi'an 710600, China.

出版信息

Rev Sci Instrum. 2020 Dec 1;91(12):123109. doi: 10.1063/5.0031166.

Abstract

High-precision nonlocal temporal correlation identification in entangled photon pairs is critical to measure the time offset between remote independent time scales for many quantum information applications. The first nonlocal correlation identification was reported in 2009, which extracts the time offset via the algorithm of iterative fast Fourier transformations and their inverse. The best identification resolution is restricted by the peak identification threshold of the algorithm, and thus the time offset calculation precision is limited. In this paper, an improvement for the identification is presented both in resolution and precision via a modified algorithm of direct cross correlation extraction. A flexible resolution down to 1 ps is realized, which is only dependent on the least significant bit resolution of the time-tagging device. The attainable precision is shown to be mainly determined by the inherent timing jitter of single photon detectors, the acquired pair rate, and acquisition time, and a sub-picosecond precision (0.72 ps) has been achieved at an acquisition time of 4.5 s. This high-precision nonlocal measurement realization provides a solid foundation for the field applications of entanglement-based quantum clock synchronization, ranging, and communications.

摘要

对于许多量子信息应用而言,纠缠光子对中的高精度非局域时间关联识别对于测量远程独立时间尺度之间的时间偏移至关重要。首次非局域关联识别于2009年被报道,其通过迭代快速傅里叶变换算法及其逆算法来提取时间偏移。最佳识别分辨率受该算法的峰值识别阈值限制,因此时间偏移计算精度有限。本文通过一种改进的直接互相关提取算法,在分辨率和精度方面对该识别方法进行了改进。实现了低至1 ps的灵活分辨率,这仅取决于时间标记设备的最低有效位分辨率。可达到的精度主要由单光子探测器的固有定时抖动、采集到的光子对速率和采集时间决定,在4.5 s的采集时间下已实现亚皮秒精度(0.72 ps)。这种高精度非局域测量的实现为基于纠缠的量子时钟同步、测距和通信等领域应用奠定了坚实基础。

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