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Optimized Parity-Based Error Detection and Correction Methods for Residue Number System

机译:基于奇偶校验的残数系统错误检测与纠正方法

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Residue Number System (RNS) has been extensively used in high-speed applications. It inherits the advantages of parallelism and modularity, which lead to fault tolerance property. Since carry propagation is limited to each module in RNS, errors do not propagate inter-moduli. Indeed, due to the restriction in carry propagation and fault tolerance property, RNS can be promisingly fast and reliable that makes it a favorable encoding for the digital systems which are highly prone to noise like communication channels. By adding some extra moduli, the so-called redundant RNS (RRNS) is gained. Although several methods around RRNS have already been proposed in the literature, the structures without need for extra moduli have not been introduced yet. This paper addresses three Error Detection and Correction (EDC) schemes for RNS based on parity structures. Using these techniques, the low power fault-tolerant RNS methods with low complexity are presented. Synthesis results using 180nm CMOS standard cell library show that the proposed architectures for the three-moduli set {2(16) - 1; 2(16); 2(16) + 1} are in average 17%, 52% and 44% more efficient than the conventional RRNS in terms of delay, power consumption, and area overhead, respectively, without losing the EDC capability.
机译:残数系统(RNS)已广泛用于高速应用中。它继承了并行性和模块化的优势,这带来了容错特性。由于进位传播仅限于RNS中的每个模块,因此错误不会传播模间。实际上,由于进位传播和容错特性的限制,RNS可以保证快速而可靠,这使其成为高度易受噪声之类的数字系统(如通信信道)的良好编码。通过添加一些额外的模数,可以获得所谓的冗余RNS(RRNS)。尽管在文献中已经提出了几种围绕RRNS的方法,但是尚未引入不需要额外模量的结构。本文介绍了基于奇偶校验结构的RNS的三种错误检测和纠正(EDC)方案。利用这些技术,提出了一种低复杂度的低功耗容错RNS方法。使用180nm CMOS标准单元库的合成结果表明,三模数集{2(16)-1; 2(16); 2(16)+ 1}在延迟,功耗和区域开销方面分别比传统RRNS高出17%,52%和44%,而不会损失EDC功能。

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