实用的状态准备容错参考帧无关量子密钥分配协议研究

None Zhou Yang, None Ma Xiao, None Zhou Xing-Yu, None Zhang Chun-Hui, None Wang Qin
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摘要

量子密钥分发(QKD)基于量子力学的基本原理,能够在两个远程用户Alice和Bob之间建立共享密钥,并已被证明具有信息论的安全性。在大多数QKD系统中,Alice和Bob需要共享参考帧,而参考帧的实时校准会增加系统成本并降低其性能。幸运的是,独立于参考帧的QKD协议已经被提出,克服了参考帧漂移问题并受到广泛关注。然而,在实际的量子密钥分配系统中,现实器件的非理想特性导致理论与实践存在一定的不一致性。在现实世界的量子密钥分发系统中,设备缺陷可能导致安全漏洞,从而降低系统安全性。例如,源端编码装置的缺陷可能导致量子态的错误。检测部分的固有缺陷会造成脉冲后效应和死区效应,降低密钥率。因此,在本文中,我们提出了一种实用的状态准备容错参考帧无关的量子密钥分发协议,同时考虑了源和检测器的缺陷。此外,还采用了三强度诱饵状态格式进行建模分析和数值模拟。在该协议中,我们利用虚拟状态方法来精确估计相位误差率,从而减少状态准备误差对密钥率的影响。此外,通过表征后脉冲和死区时间对密钥率的影响,我们的协议具有更高的鲁棒性,可以有效地解决与检测器缺陷相关的问题。该方法还可以扩展到其他具有更高安全级别的量子密钥分发协议,如与测量设备无关的量子密钥分发协议和双场量子密钥分发协议,从而进一步减轻设备缺陷对QKD系统实际实现的影响。因此,我们的工作对量子密钥分配的实际应用具有重要的参考价值。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Study of practical state-preparation error tolerant reference-frame-independent quantum key distribution protocol
Quantum key distribution (QKD) enables the establishment of shared keys between two distant users, Alice and Bob, based on the fundamental principles of quantum mechanics, and it has been proven to possess information-theoretic security. In most QKD systems, Alice and Bob require a shared reference frame, and real-time calibration of the reference frame increases system costs and reduces its performance. Fortunately, the reference-frame-independent QKD protocol has been proposed, overcoming reference-frame drift issues and receiving widespread attention. However, in practical QKD systems, the non-ideal characteristics of realistic devices introduce certain inconsistency between the theory and the practice. In real-world quantum key distribution systems, device imperfections can lead to security vulnerabilities, thereby reducing system security. For example, imperfections in the encoding apparatus at the source end may result in errors in the quantum states. The inherent defects in the detection part may cause after-pulse effects and dead-time effects, and decreasing the key rate. Therefore, in this paper, we propose a practical state-preparation error tolerant reference-frame-independent quantum key distribution protocol by taking imperfections in both the source and the detectors into account. Moreover, a three-intensity decoy-state scheme for modeling analysis and numerical simulations is employed. In this protocol, we reduce the impact of state-preparation errors on the key rate by utilizing virtual state methods to precisely estimate the phase-error rate. Furthermore, by characterizing the effects of after-pulses and dead-time on the key rate, our protocol exhibits higher robustness and can effectively address issues related to detector imperfections. This approach can also be extended to other quantum key distribution protocols with higher security levels, such as measurement-device-independent quantum key distribution protocol and twin-field quantum key distribution, further mitigating the influence of device imperfections on practical implementation of QKD systems. Therefore, our present work provide important reference value for the practical application of quantum key distributions.
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