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Asymmetric large size multipliers with optimised FPGA resource utilisation

机译:非对称大型乘法器,具有优化的FPGA资源利用率

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In this study, asymmetric non-pipelined large size unsigned and signed multipliers are implemented using symmetric and asymmetric embedded multipliers, look-up tables and dedicated adders in field programmable gate arrays (FPGAs). Decompositions of the operands are performed for the efficient use of the embedded blocks. Partial products are organised in various configurations, and the additions of the products are realised in an optimised manner. The additions used in the implementation of the multiplication include compressor-based, Delay-Table and Ternary-adder-based approaches. These approaches have led to the minimisation of the total critical path delay with reduced utilisation of FPGA resources. The asymmetric multipliers were implemented in Xilinx FPGAs using 18 ?? 18-bit and 25 ?? 18-bit embedded signed multipliers. Implementation results demonstrate an improvement of up to 32% in delay and up to 37% in the number of embedded blocks compared with the performance of designs generated by commercial synthesis tools.
机译:在这项研究中,非对称非流水线大尺寸无符号和有符号乘法器是在现场可编程门阵列(FPGA)中使用对称和非对称嵌入式乘法器,查找表和专用加法器实现的。为了有效利用嵌入的块,执行操作数的分解。部分产品以各种配置进行组织,并且以优化的方式实现了产品的添加。在乘法实现中使用的加法包括基于压缩器,延迟表和基于三进制加法器的方法。这些方法已使总关键路径延迟最小化,同时降低了FPGA资源的利用率。非对称乘法器在Xilinx FPGA中使用18 ??实现。 18位和25位?? 18位嵌入式带符号乘法器。与商用综合工具生成的设计性能相比,实现结果表明,延迟提高了32%,嵌入式块的数量提高了37%。

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