DESIGN OF A REVERSIBLE FUSED 32-POINT RADIX -2 FLOATING POINT FFT UNIT USING 3:2 COMPRESSOR

A. V. AnanthaLakshmi, G. Sudha
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Abstract

This paper aims on the design of a reversible fused 32Point Radix-2 single precision floating point FFT unit using 3:2 compressor. The work focuses on the realization of three reversible fused floating point units: reversible floating point add-sub unit, reversible floating point multiply-add unit and reversible floating point multiply-subtract unit. The proposed work requires the design of a reversible single precision floating point adder, a reversible single precision floating point subtractor and a reversible single precision floating point multiplier. A reversible single precision floating point adder and subtractor is designed with less quantum cost, less number of reversible gates and less constant inputs. A reversible single precision floating point multiplier is implemented using 3:2 compressor as the 24x24 bit multiplier based on 3:2 compressor is highly efficient when compared with the design using 4:3 compressors. A reversible fused 32-Point Radix-2 floating point FFT Unit using 3:2 compressor consumes less number of resources, operates at a slightly greater speed and dissipates less power when compared with the reversible discrete 32-Point Radix-2 floating point FFT Unit. The proposed Fused 32-Point Radix-2 floating point FFT unit using 3:2 compressor dissipates 2.074W while the same design as a discrete implementation dissipates 2.176W.
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采用3:2压缩器设计可逆熔接32点基数-2浮点FFT装置
本文的目的是设计一个可逆融合的32点基数-2单精度浮点FFT单元,采用3:2压缩器。重点实现了三种可逆融合的浮点单元:可逆浮点加-子单元、可逆浮点乘-加单元和可逆浮点乘-减单元。所提出的工作需要设计一个可逆的单精度浮点加法器,一个可逆的单精度浮点减法器和一个可逆的单精度浮点乘法器。设计了一种量子成本低、可逆门数少、常数输入少的可逆单精度浮点加减法器。采用3:2压缩器实现可逆单精度浮点乘法器,因为基于3:2压缩器的24x24位乘法器比使用4:3压缩器的设计效率更高。使用3:2压缩器的可逆融合32点基数-2浮点FFT单元与可逆离散32点基数-2浮点FFT单元相比,消耗的资源数量更少,运行速度略快,功耗更低。建议使用3:2压缩器的32点基数2浮点FFT单元耗散2.074W,而与离散实现相同的设计耗散2.176W。
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