Asymmetric large size multiplication using embedded blocks with efficient compression technique in FPGAs

Shuli Gao, D. Al-Khalili, N. Chabini
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引用次数: 1

Abstract

In this paper, asymmetric non-pipelined large size unsigned multipliers are implemented using symmetric and asymmetric embedded multipliers in FPGAs. The decomposition of the operands used in this approach is based on the sizes of the embedded blocks. The partial products of the segmented operands are organized in rows, and the additions of the products are performed through optimized compression dictated by the architecture of the CLB. The optimization algorithm has led to the minimization of the total critical path delay with reduced utilization of FPGA embedded blocks. The multipliers are implemented in Xilinx' FPGAs using 18×18-bit and 25×18-bit embedded signed multipliers. The implementation results have demonstrated the effectiveness of the proposed approach achieving speed improvement of 29% and reduction of embedded block utilization of 28% for operand size of up to 192 bits compared to the Standard scheme.
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fpga中采用嵌入式块和高效压缩技术的非对称大尺寸乘法
本文利用fpga中的对称和非对称嵌入式乘法器实现了非对称非流水线大尺寸无符号乘法器。这种方法中使用的操作数的分解是基于嵌入块的大小。分段操作数的部分乘积按行组织,产品的添加通过CLB体系结构规定的优化压缩执行。该优化算法使总关键路径延迟最小化,同时降低了FPGA嵌入式块的利用率。这些乘法器是在赛灵思的fpga中使用18×18-bit和25×18-bit嵌入式符号乘法器实现的。实施结果表明,与标准方案相比,该方法在操作数大小高达192位的情况下,速度提高了29%,嵌入式块利用率降低了28%。
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