基于基数2的高速高分辨率FFT算法的VLSI实现

N. Mahdavi, R. Teymourzadeh, M. B. Bin Othman
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引用次数: 17

摘要

在大多数信号处理应用中,快速傅里叶变换(FFT)是必不可少的。设计一种合适的算法来实现FFT,可以有效地进行数字信号处理。流水线和并行计算等复杂技术对FFT算法的VLSI实现具有潜在的影响。此外,采用浮点计算等数学方法可以达到更高的精度。本文提出了一种利用并行和流水线方法实现高速、高分辨率FFT算法的高效算法。延迟降低是在FPGA上实现高速FFT的一个重要问题。提出的FFT算法显示了当N为1024点时,5131时钟脉冲的延迟。该设计的均方误差(MSE)为0.0001,优于基数2的FFT。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
VLSI Implementation of High Speed and High Resolution FFT Algorithm Based on Radix 2 for DSP Application
Using fast Fourier transform (FFT) is indispensable in most signal processing applications. Designing an appropriate algorithm for the implementation of FFT can be efficacious in digital signal processing. Sophisticated techniques such as pipelining and parallel calculations have potential impacts on VLSI implementation of FFT algorithm. Furthermore, a mathematic approach such as floating point calculation achieves higher precision. In this paper, an efficient algorithm with using parallel and pipelining methods is proposed to implement high speed and high resolution FFT algorithm. Latency reduction is an important issue to implement the high speed FFT on FPGA. The Proposed FFT algorithm shows the latency of 5131 clock pulse when N refers to 1024 points. The design has the mean squared error (MSE) of 0.0001 which is preferable to Radix 2 FFT.
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