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智能卡中非对称算法模幂运算单元的设计与验证 被引量:3

Design and Implementation of Long Integer Modular Exponentiation Unit of Asymmetric Encryption in Smart Card
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摘要 基于CIOS模乘算法和Montgomery powering ladder模幂算法,设计了模幂电路,能进行密钥长度可配置的模乘、模幂、模加和模减运算.在50 MHz和SIMC13LL工艺库条件下对模幂电路进行DC综合,面积为16.1千门,吞吐率为10kb/s,30 MHz下Primetime PX分析功耗2.87mW,满足智能卡对速度、功耗、面积等指标需求.与近几年文献中的RSA模乘器相比,所设计的模乘电路具有最小的"功耗×面积/吞吐率",资源利用率高. In this paper,we design a key-length-configurable modular exponentiation based on CIOS modular multiplication algorithm and Montgomery powering ladder exponentiation algorithm.The long integer modular exponentiation circuit is synthesized by Synopsys Design Compiler under the clock frequency of 50 MHz and SMIC13 LL technology at a cost of 16.1kgates and throughput is 10kb/s and Primetime PX power report shows that the average power consumption of 30 MHz is 2.87 mW,which achieves the requirements of speed,power consumption and circuit area of smart card.The modular multiplication circuit proposed by this thesis achieves high resource utilization rate and smallest 'power×area/throughput' in comparison with modular multiplication of systolic array architectures.
出处 《微电子学与计算机》 CSCD 北大核心 2015年第2期37-41,共5页 Microelectronics & Computer
关键词 智能卡 蒙哥马利模乘 模幂 非对称算法 smart card Montgomery modular multiplication modular exponentiation asymmetric encryption
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  • 1P Montgomery . Modular multiplication without trialdivision. in Mathematics of Computation, Vol. 44,pp. 519-521, Apr 1985. 被引量:1
  • 2P. Kornerup. A systolic, linear-array multiplier for aclass of right-shift algorithms. in IEEE Transactionson computers, vol. 43, pp. 892-898, Aug 1994. 被引量:1
  • 3P Kornerup. High - radix modular multiplication forcryptosystems. in Computer Arithmetic, 1993. Proceedings.,11th Symposium on, pp. 277-283, Jul 1993. 被引量:1
  • 4Jean-Claude Bajard, Laurent-Stephane Didier, and Peter Komerup. AnRNS Montgomery modular multiplication algorithm. IEEE Transaction on Computers, 47(7):766-776,July 1998. 被引量:1
  • 5BruceSchneier(美)著 吴世钟 祝世雄 张文政译.应用密码学,2000,1. 被引量:1

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