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Partial-product generation and addition for multiplication in FPGAs with 6-input LUTs

机译:在具有6输入LUT的FPGA中进行乘法的部分乘积生成和加法

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Multiplication is the dominant operation for many applications implemented on field-programmable gate arrays (FPGAs). Although most current FPGA families have embedded hard multipliers, soft multipliers using lookup tables (LUTs) in the logic fabric remain important. This paper presents a novel circuit that combines radix-4 partial-product generation with addition (patent pending) and shows how it can be used to implement two's-complement multipliers. Single-cycle and pipelined designs for 8×8, 10×10, 12×12, 14×14 and 16×16 multipliers are compared to Xilinx LogiCORE IP multipliers. Proposed single-cycle parallel-tree multipliers use 35% to 45% fewer LUTs and have 9% to 22% less delay than LogiCORE IP multipliers. Proposed pipelined parallel-tree multipliers use 32% to 40% fewer LUTs than LogiCORE IP multipliers. Proposed parallel-array multipliers use even fewer LUTs than parallel-tree multipliers at the expense of increased delay.
机译:对于在现场可编程门阵列(FPGA)上实现的许多应用,乘法是主要的操作。尽管当前大多数FPGA系列都嵌入了硬乘法器,但是在逻辑结构中使用查找表(LUT)的软乘法器仍然很重要。本文提出了一种新颖的电路,该电路将基数为4的部分乘积生成与加法运算(专利申请中)相结合,并展示了如何将其用于实现二进制补码乘法器。将针对8×8、10×10、12×12、14×14和16×16乘法器的单周期和流水线设计与Xilinx LogiCORE IP乘法器进行了比较。与LogiCORE IP乘法器相比,建议的单周期并行树乘法器使用的LUT减少了35%至45%,并且延迟减少了9%至22%。提议的流水线并行树乘法器比LogiCORE IP乘法器使用的LUT少32%到40%。提议的并行阵列乘法器比并行树乘法器使用更少的LUT,但代价是增加了延迟。

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