A Quantum Safe Mutual Authentication Protocol for Smart Meter Communications With Experimental Evaluation

IF 6.7 2区 计算机科学 Q1 ENGINEERING, MULTIDISCIPLINARY IEEE Transactions on Network Science and Engineering Pub Date : 2024-07-16 DOI:10.1109/TNSE.2024.3427110
Rohini Poolat Parameswarath;Chao Wang;Biplab Sikdar
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Abstract

The security landscape will change dramatically with the advent of quantum computers and existing security schemes in various domains including smart grid communications must be updated to make them secure from quantum computer-enabled attacks. In this paper, we propose a quantum-safe mutual authentication protocol, leveraging the concepts of Quantum Key Distribution (QKD) and Quantum Random Number Generator (QRNG), for secure communication between smart meters and a server. Unlike conventional schemes based on cryptographic algorithms that rely on difficulties to solve certain mathematical problems, the proposed protocol is secure against attacks arising from quantum computers. In the proposed protocol, QKD is employed to establish secure keys in smart meter communications with provable security while QRNG provides truly random numbers that are unknown to any eavesdropper. Specifically, we employ the Measurement-Device-Independent Quantum Key Distribution (MDI QKD), a type of QKD whose security does not rely on any assumptions about measurement devices. We provide a formal security proof for the proposed scheme under the real-or-random (RoR) model. Additionally, we conduct a proof-of-concept experimental demonstration, using the secure keys from a MDI QKD system and random numbers from QRNG, to demonstrate the feasibility and practicality of the proposed scheme.
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用于智能电表通信的量子安全相互验证协议及实验评估
随着量子计算机的出现,安全形势将发生巨大变化,包括智能电网通信在内的各个领域的现有安全方案必须更新,使其免受量子计算机攻击。在本文中,我们利用量子密钥分发(QKD)和量子随机数生成器(QRNG)的概念,提出了一种量子安全相互验证协议,用于智能电表和服务器之间的安全通信。与基于加密算法的传统方案不同,该方案依赖于解决某些数学问题的难度,而所提出的协议则可安全地抵御量子计算机所带来的攻击。在所提出的协议中,QKD 被用于在智能电表通信中建立安全密钥,其安全性是可证明的,而 QRNG 则提供任何窃听者都不知道的真正随机数。具体来说,我们采用了独立于测量设备的量子密钥分发(MDI QKD),这是一种其安全性不依赖于任何测量设备假设的 QKD。我们在真实或随机(RoR)模型下为所提出的方案提供了正式的安全性证明。此外,我们还利用 MDI QKD 系统的安全密钥和 QRNG 的随机数进行了概念验证实验演示,以证明所提方案的可行性和实用性。
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来源期刊
IEEE Transactions on Network Science and Engineering
IEEE Transactions on Network Science and Engineering Engineering-Control and Systems Engineering
CiteScore
12.60
自引率
9.10%
发文量
393
期刊介绍: The proposed journal, called the IEEE Transactions on Network Science and Engineering (TNSE), is committed to timely publishing of peer-reviewed technical articles that deal with the theory and applications of network science and the interconnections among the elements in a system that form a network. In particular, the IEEE Transactions on Network Science and Engineering publishes articles on understanding, prediction, and control of structures and behaviors of networks at the fundamental level. The types of networks covered include physical or engineered networks, information networks, biological networks, semantic networks, economic networks, social networks, and ecological networks. Aimed at discovering common principles that govern network structures, network functionalities and behaviors of networks, the journal seeks articles on understanding, prediction, and control of structures and behaviors of networks. Another trans-disciplinary focus of the IEEE Transactions on Network Science and Engineering is the interactions between and co-evolution of different genres of networks.
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