A Ring Oscillator PUF Architecture With Enhanced Challenge-Response Set

Mohammad Javad Parvardeh, Shahriar Baradaran Shokouhi
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引用次数: 5

Abstract

Physically Unclonable Functions (PUFs) are new hardware solution for low cost and secure communication primitives such as hardware authentication and secure key generation. PUFs use the random properties of a device to produce unique data. Ring Oscillator PUFs (RO PUF) are one of the most applicable PUFs because of its good reliability and easy implementation on FPGAs. One major problem of Ro PUFs is limited Challenge-Response pairs number. We consider this problem and introduce a new architecture of RO PUF that increases Challenge-Response pairs of a typical PUF with using minimum resources. In our architecture, we use an XOR gate to prevent direct response disclosure and increase our response unpredictability. In this manner, we increase Challenge-Response pairs up to $\frac{{n\left( {n - 1} \right)}}{2}$. We also show the result of the unity and uniqueness of our proposed PUF by implementing 110 PUFs on five XC3S400 FPGAs.
一种具有增强挑战响应集的环形振荡器PUF结构
物理不可克隆功能(physical unclable Functions, puf)是一种针对低成本和安全通信原语(如硬件身份验证和安全密钥生成)的新型硬件解决方案。puf使用设备的随机属性来产生唯一的数据。环形振荡器PUF (RO PUF)因其良好的可靠性和易于在fpga上实现而成为应用最广泛的PUF之一。Ro puf的一个主要问题是挑战-响应对数量有限。考虑到这一问题,我们提出了一种新的RO PUF架构,该架构在使用最小资源的情况下增加了典型PUF的挑战响应对。在我们的架构中,我们使用异或门来防止直接响应泄露并增加响应的不可预测性。通过这种方式,我们将挑战-响应对增加到$\frac{{n\left( {n - 1} \right)}}{2}$。我们还通过在5个XC3S400 fpga上实现110个PUF,证明了所提出PUF的统一性和唯一性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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