Performance Analysis of Associate Radix-2, Radix-4 and Radix-8 Based SDF FFT

S. Singh, Prashant Purohit
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Abstract

The FFT is enumerated as DFT and DFT accomplishes continuous application with constant preparing when the information is persistently taken care of through the processor. A radix-2 butterfly (R2B), R4B & R8B components based single-path delay feedback (SDF) technique, for diminishing the computational stages and for decreasing the equipment use than the R2B and R4B FFT has been included in this paper. The implemented SDF technique has single delay commutators at one stage without exception. N/2 point is consecutively controlled in consequence of delay component. The proposed technique has less number of multipliers and the more modest number of computational stages and butterfly components than the Radix-2 & 4 FFT.
基于关联基数2、基数4和基数8的SDF FFT性能分析
FFT被列举为DFT,当信息通过处理器被持久地处理时,DFT通过不断的准备完成了连续的应用。基2型蝴蝶(R2B), R4B &基于R8B组件的单路径延迟反馈(SDF)技术,为了减少计算阶段和减少设备使用,比R2B和R4B FFT已包括在本文中。所实现的SDF技术无一例外地在一级具有单个延迟换向器。由于延迟分量的存在,N/2点被连续控制。与Radix-2相比,所提出的技术具有更少的乘法器数量和更适度的计算级和蝴蝶组件数量。4 FFT。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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