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Area Efficient Architecture for high speed wide data adders in Xilinx FPGAs

机译:Xilinx FPGA中用于高速宽数据加法器的高效区域架构

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Modern FPGA families have inbuilt, fast and dedicated carry chain logic embedded in the configurable logic blocks which improves the performance of adder circuitry. In this paper we propose a fast and area efficient adder for Xilinx FPGA families by efficiently utilizing the 6-input LUTs and inbuilt dedicated carry logic chain. The proposed adder is implemented by splitting the N-bit adder into three sections where the first section consists of K/2 carry compression (cc) cells which calculates the carry of K least significant bits and this carry out is given as the carry input to calculate the sum of M most significant bits. The second section consists of K/2 sum-out (so) cells which calculates the sum of k least significant bits and the third section consists of M carry select adder (csa) cells instead of M ripple carry adder for calculating the sum of M most significant bits which in turn reduces the delay without any increase in area. The result shows that the proposed adder architecture with carry select adder and carry chain is faster than the one with normal ripple carry adder without any area overhead. The proposed N-bit adder improves the delay by about 16% (32-bit) to 29% (128-bit) compared to the state-of-the-art N-bit adder [8] and a normal adder respectively.
机译:现代FPGA系列在可配置逻辑块中嵌入了内置的,快速的和专用的进位链逻辑,从而提高了加法器电路的性能。在本文中,我们通过有效利用6输入LUT和内置专用进位逻辑链,为Xilinx FPGA系列提出了一种快速且面积有效的加法器。拟议的加法器是通过将N位加法器分为三个部分来实现的,其中第一部分由K / 2个进位压缩(cc)单元组成,这些单元计算K个最低有效位的进位,并将此进位作为进位输入给计算M个最高有效位的总和。第二部分由K / 2个求和(so)单元组成,用于计算k个最低有效位的总和,第三部分由M个进位选择加法器(csa)单元而不是M个波纹进位加法器组成,用于计算M个和最高有效位,这又减少了延迟,而又不增加面积。结果表明,所提出的带有进位选择加法器和进位链的加法器体系结构比具有普通纹波进位加法器的体系结构要快,且没有任何面积开销。与最新的N位加法器[8]和普通加法器相比,提出的N位加法器将延迟提高了约16%(32位)至29%(128位)。

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