基于折叠技术和可逆门的可逆基数-2 FFT算法的面积高效VLSI结构

Veenal Lalwani, Soheb Munir
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引用次数: 2

摘要

FFT通常用于计算机标记准备算法。4G通信与基于不同远程框架的通信是远程通信与组织领域创新工作的直接热点问题。FFT是一种加速DFT计数的计算方法。在主要阶段,通过超大规模集成系统的结构条件,创建了低多面性基数-2多路延迟换向器(R2MDC) FFT递推变换方法。低功耗、小区域和快速是VLSI的主要参数。传统的R2MDC FFT结构由于其计算组件的升级,具有更多的设备多面性。采用两种策略来规划基数-2 FFT计算。第一种策略是利用可逆的Peres栅极和TR栅极规划基数-2 FFT。第二种方法是利用可逆DKG栅极设计基数-2 FFT。所有的结构都是使用Xilinx的顶点-4小部件家族编程和查看过去的计算。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Area Efficient VLSI Architecture for Reversible Radix-2 FFT Algorithm using Folding Technique and Reversible Gate
FFT is normally utilized in computerized flag preparing algorithms. 4G correspondence and different remote framework based correspondence are directly hotly debated issues of innovative work in the remote correspondence and organizing field. FFT is a calculation that speeds up the count of DFT. In the main stage, low multifaceted nature Radix-2 Multi-way Delay Commutator (R2MDC) FFT recurrence change method is created through Exceptionally Large Scale Integration System structure condition. Low power utilization, less zone and rapid are the VLSI primary parameters. Customary R2MDC FFT structure has more equipment multifaceted nature because of its escalated computational components. Two strategies are utilized to plan radix-2 FFT calculation. In firest strategy is plan radix-2 FFT with the help of reversible Peres gate and TR gate. Second method is design radix-2 FFT with the help of reversible DKG Gate. The all structure are usage vertex-4 gadget family Xilinx programming and looked at past calculation.
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