基于增强挑战响应对和提高可靠性的环形振荡器PUF设计

Suchismita Batabyal, A. A. Bazil Rai
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引用次数: 28

摘要

如今,随着建模攻击、逆向工程和从IC中提取秘密信息等威胁的增加,硬件安全至关重要。物理不可克隆功能(PUF)是解决许多安全相关问题的一种很有前途的解决方案,可用于生产独特且可抵抗克隆尝试的设备或IC。PUF就像一个特定物理对象的指纹,它是基于在IC制造过程中发生的许多制造不匹配或存在于电线和互连中的传播延迟。各种PUF设计是可能的,如环形振荡器,SRAM和仲裁PUF等。设计了一种基于PUF的环形振荡器,该振荡器是基于导线中存在的导致不同频率振荡的延迟,可以构成密钥生成的基础。它们也很容易在现场可编程门阵列(FPGA)中实现。本文提出了一种基于环形振荡器的增强挑战响应对(CRP)设计,提高了可靠性。我们的设计有更多的挑战响应对,因为所有可能的频率比较都完成了。此外,它提供了更好的可靠性,因为我们的方法依赖于相对值而不是绝对值,它包含了当前比较中最高频率与所有测量频率最大值之间的差异,在不同的环境条件下,即使绝对值改变,相对值也不会改变。
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Design of A Ring Oscillator Based PUF with Enhanced Challenge Response pair and Improved Reliability
Hardware security is of utmost importance nowadays, with the increased number of threats like modelling attacks, reverse engineering and extracting secret information from the IC's. A physical unclonable function (PUF) is a promising solution to many security related problems and can be used to produce devices or IC's that are unique and resistant to cloning attempts. A PUF is like a fingerprint for a particular physical object, it is based on many manufacturing mismatches that occur during IC fabrication or the propagation delays that are present in the wires and interconnects. Various kinds of PUF designs are possible like ring oscillator, SRAM and arbiter PUF's etc. A Ring oscillator based PUF is designed based on the delays present in the wires that leads to different frequency of oscillation and can form the basis for key generation. They are also easily implemented in field programmable gate array (FPGA).In this paper we propose a ring oscillator based design with enhanced challenge response pair (CRP) with improved reliability. Our design has more number of challenge response pair since all the possible frequency comparisons of the Ro are done. Also it provides better reliability because our approach relies on relative values and not absolute value, it incorporates the difference between the highest frequency in the present comparison and the maximum of all the measured frequencies, under varying environmental conditions even if the absolute value changes, the relative value will never change.
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