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High Efficient Modulo 2~n-2~k-1 Adder VLSI Design and Implementation for RNS

机译:高效的Modulo 2〜N-2〜K-1加法器VLSI设计和实现RNS

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The design of high efficient modulo adders is important for the implementation of DSP algorithms based on Residue Number System (RNS). Moduli sets with this form 2~n-2~k-1 offer many advantages, such as larger dynamic range and excellent balance among the RNS channels. In this paper, a general algorithm and its VLSI implementation structure are proposed for modulo 2~n-2~k-1 adder. The proposed algorithm is based on the techniques of prefix operation and carries correction, which eliminates the re-computation of carries. And any existing prefix operation structure can be adopted in the proposed structure. Compared with the same modulo adders with different structures, the proposed modulo 2~n-2~k-1 adder offers better area*delay.
机译:高效模胶剂的设计对于基于残留号系统(RNS)的DSP算法的实现是重要的。 Moduli集合使用此表格2〜N-2〜K-1提供了许多优点,例如较大的动态范围和RNS通道之间的优异平衡。本文提出了一种用于模数2〜N-2〜K-1加法器的一般算法及其VLSI实现结构。所提出的算法基于前缀操作的技术和校正,这消除了携带的重新计算。并且可以在所提出的结构中采用任何现有的前缀操作结构。与具有不同结构的相同模胶剂相比,所提出的模数2〜N-2〜K-1加法器提供更好的区域*延迟。

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