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Radix-43 based two-dimensional FFT architecture with efficient data reordering scheme

机译:基于Radix-4 3 的二维FFT架构,具有高效的数据重排序方案

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Multi-dimensional Discrete Fourier Transforms (DFTs) play an important role in signal and image processing applications. Image reconstruction is a key component in signal processing applications like medical imaging, computer vision, face recognition etc. Two dimensional fast Fourier Transform (2D FFT) and Inverse FFT plays vital role in reconstruction. In this paper we present a fast 64 x 64 point 2D FFT architecture based on radix-43 algorithm using a parallel unrolled radix-4(3) FFT as the basic block. Our radix-4(3) architecture is a memory optimized parallel architecture which computes 64-point FFT, with least execution time. Proposed architecture produces reordered output of both 64-point one dimensional (1D) FFT and 64 x 64 point 2D FFT, without using any additional hardware for reordering. The proposed architecture has been implemented in UMC 40nm CMOS technology with clock frequency of 500 MHz and area of 0.841 mm(2). The power consumption of proposed architecture is 358 mW at 500 MHz. Energy efficiency (FFTs computed per unit of energy) is 341 points/Joule. Computation time of 64 x 64 point FFT is 8.19 mu s. ASIC implementation results shows better performance of proposed work in terms of computation time when compared with state-of-art implementation. Proposed architecture has also been implemented in Virtex-7 FPGA which gives comparable area.
机译:多维离散傅里叶变换(DFT)在信号和图像处理应用中起着重要作用。图像重建是信号处理应用(如医学成像,计算机视觉,人脸识别等)中的关键组件。二维快速傅里叶变换(2D FFT)和逆FFT在重建中起着至关重要的作用。在本文中,我们提出了一种基于radix-43算法的快速64 x 64点2D FFT架构,其中使用了并行展开的radix-4(3)FFT作为基本块。我们的radix-4(3)架构是内存优化的并行架构,可计算64点FFT,执行时间最短。提出的体系结构可产生64点一维(1D)FFT和64 x 64点2D FFT的重新排序输出,而无需使用任何其他硬件进行重新排序。所提议的体系结构已在UMC 40nm CMOS技术中实现,时钟频率为500 MHz,面积为0.841 mm(2)。拟议架构的功耗在500 MHz时为358 mW。能量效率(按能量单位计算的FFT)为341点/焦耳。 64 x 64点FFT的计算时间为8.19μs。与最新的实现方式相比,ASIC的实现结果显示了在计算时间方面拟议工作的更好性能。拟议的架构也已在Virtex-7 FPGA中实现,其面积可比。

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