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Design and FPGA implementation of optimized 32-bit Vedic multiplier and square architectures

机译:设计和FPGA优化32位Vedic乘法器和方形架构的实现

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This paper presents the design of high speed multiplier and squaring architectures based upon ancient Indian Vedic mathematics sutras. In existing Vedic multiplier architectures, the partial product terms are computed in parallel and then added at the end to get the final result. In this work, all the partial products are adjusted using concatenation operation and are added using single carry save adder instead of two adders at different stages. The high speed Vedic multiplier architecture is then used in the squaring modules. The reduced number of computations in multiplication due to adjusting using concatenation operation and one carry save adder only, the designed multiplier offers significant improvement in speed. The designed architectures are realized using Xilinx Spartan-3E FPGA. The comparison shows the 28.72% and 38.59% reduction in propagation delay for the designed 32-bit multiplier as compared to the existing multiplier designs.
机译:本文介绍了基于古印度吠陀数学Sutras的高速乘法机和平方架构的设计。在现有的Vedic乘法器架构中,部分产品术语并行计算,然后在最后添加以获得最终结果。在这项工作中,使用级联操作调整所有部分产品,并使用单载保存加法器添加,而不是不同阶段的两个加法器。然后在平方模块中使用高速Vedic乘法器架构。由于使用连接操作调整和一个携带保存加法器,乘法减少的计算数量,所设计的乘法器的速度显着提高。设计的架构是使用Xilinx Spartan-3E FPGA实现的。与现有的乘数设计相比,比较显示了设计的32位乘数的传播延迟减少了28.72%和38.59%。

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