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作 者:赵学秘[1] 王志英[1] 岳虹[1] 陆洪毅[1] 戴葵[1]
机构地区:[1]国防科学技术大学计算机学院,长沙410073
出 处:《计算机学报》2007年第2期225-233,共9页Chinese Journal of Computers
基 金:国家自然科学基金(60173040)资助~~
摘 要:以传输触发体系结构(TTA)为基础,为支持大数运算扩展寄存器堆,增加模乘单元以加速模乘操作,提出一种ECC整体算法处理器TTA-EC.该处理器具有如下特点:(1)利用TTA工具链,可快速开发出基于TTA-EC的完整ECC公钥系统;(2)模乘单元将以基数为处理字长的高基数Montgomery算法与行共享流水结构相结合,具有良好的可扩展性;(3)流水单元实现矢量乘操作,并同时支持GF(p)和GF(2n)双有限域;(4)通过调整总线宽度和流水单元个数,可满足不同性能/面积约束.在0.18μm1P6MCMOS工艺下,其高性能和紧缩面积版本的规模分别为117.4K和40.6K,可分别在0.87ms和7.83ms内完成一次GF(p)或GF(2n)上的192位EC标量乘运算,峰值功耗分别为242.1mW和28.5mW.Implementing ECC whole algorithms in hardware has such advantages as more security, less communication bandwidth and more convenient in hardware/software co-design etc. A whole algorithm processor TTA-EC is presented in this paper, which is extended from transported triggered architecture (TTA) by coupling a modular multiplier and long integer registers. TTA-EC has the following characters. (I) ECC whole algorithms can be developed conveniently through the TTA tool chain; (II) the modular multiplier combines a radix-length based version of high radix Montgomery algorithm with a row sharing pipeline design to get high performance and scalability; (III) pipeline elements perform vector production and support Galois field GF(p) and GF(2^n); (IV) different performance/area constraint can be achieved by adjusting the bus width and the number of modular multiplierts pipeline elements. In a 0.18μm 1P6M CMOS technology, the high-speed design using 117. 4K gates achieves operation time of 0.87ms for a 192-bit elliptic curve scalar multiplication on GF(p)/GF(2^n) field, A compact version requires 40.6K gates and executes the operation in 7.83ms. And their peak powers are 242, lmW and 28.5mW separately.
关 键 词:椭圆曲线公钥系统 大数运算 模乘 有限域 传输触发体系结构 可扩展乘法器
分 类 号:TP332[自动化与计算机技术—计算机系统结构]
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