面积高效稀疏模2n - 3加法器

R. K. Jaiswal, Chatla Naveen Kumar, R. Mishra
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引用次数: 0

摘要

本文提出了模2n - 3加法器的面积高效结构。模加法器是实现基于残数系统(RNS)应用的主要部件之一。该方法利用并行前缀和稀疏概念,有效地实现了模2n - 3加法器。利用稀疏方法在log2n前缀级别上计算了一些位的进位。该方案利用并行前缀进位算子的等幂性及其一致性实现。并行前缀结构有助于快速进位计算。这将有效地减少面积和路由复杂性。所提出的加法器具有{0,1和2}中残数的双重表示。所提出的加法器随着比特数的增加,其面积显著减小。
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Area Efficient Sparse Modulo 2 n - 3 Adder
This paper presents area efficient architecture of modulo 2n - 3 adder. Modulo adder is one of the main components for the implementation of residue number system (RNS) based applications. The proposed modulo 2n - 3 adder is implemented effectively, which utilizes parallel prefix and sparse concepts. The carries of some bits are calculated with the help of sparse approach in log2n prefix levels. This scheme is implemented with the help of idempotency property of the parallel prefix carry operator and its consistency. Parallel prefix structure contributes to fast carry computation. This will reduce area as well as routing complexity efficiently. The presented adder has double representation of residues in {0, 1, and 2}. The proposed adder offers significant reduction in area as the number of bits increases.
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