基于加的长度可伸缩双域模乘加减算法的研究与设计

Jiamin Li, Z. Dai, Wei Li, Suwen Yi, S. Zhou
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引用次数: 1

摘要

模乘、加、减运算是椭圆曲线公共(ECC)系统的核心运算,其面积的减小和结构的合并是近年来研究的热点。本文首先分析了模乘法器的乘法型和加法型的区别。然后,结合模块化加法器的结构特点,在算法和结构层面将模块化加法器和乘法器混合,提出了一种基于加的长度可扩展双域模块化乘加减(ALDMAS)算法,具有较高的资源重用率。本文提出的ALDMAS采用3级流水线加速结构,可以支持576bit范围内任意长度的双域乘法和加法,因此具有较强的适应性。此外,该架构由Verilog HDL描述,集成在CMOS 65nm技术库中,电路最大时钟频率为487MHz(是同类型模块化乘法器的1.25 ~ 3.5倍),面积为36548个门(仅为相关工作的0.23 ~ 0.4倍)。
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Research and design of add-based length-scalable dual-field modular multiplication-addition-subtraction
Modular multiplication, addition, and subtraction being the core operation of Elliptic curve public(ECC) system, the decrease of area and the merging of structure have been a hot topic in recent years. This paper first analyzes the difference between multiplication type and addition type of modular multiplier. Then, Combined with the structural characteristics of the modular adder, and mixing modular adder and multiplier at both algorithm and structure level, this paper proposes an add-based length-scalable dual-field modular multiplication-addition-subtraction (ALDMAS), with a high resource reuse rate. The proposed ALDMAS with a 3-level pipeline accelerated structure can support dual-field multiplication and addition of any length within 576bits, therefore, it has a strong adaptability. Moreover this architecture, described by Verilog HDL, is integrated in CMOS 65nm technology library, with circuit maximum clock frequency being 487MHz (1.25∼3.5 times of the same type of modular multipliers), and the area being 36548 gates (only 0.23∼0.4 times of the related work).
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