A Study on FFT Architecture Design

碩士 === 國立東華大學 === 電機工程學系 === 92 === Fast Fourier transform is a key point to implement a digital signal system. Therefore, the signal processing immediately is very important.Many similarly Fourier transform algorithms are proposed after the first proposed by Cooley-Tuke in 1965. Radix-2/8 al...

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Main Authors: Chien-Ming Chen, 陳建名
Other Authors: Chun-Chyuan Chen
Format: Others
Language:zh-TW
Published: 2004
Online Access:http://ndltd.ncl.edu.tw/handle/01419264913663673533
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spelling ndltd-TW-092NDHU54420232016-06-17T04:16:18Z http://ndltd.ncl.edu.tw/handle/01419264913663673533 A Study on FFT Architecture Design 快速傅立葉轉換架構之設計研究 Chien-Ming Chen 陳建名 碩士 國立東華大學 電機工程學系 92 Fast Fourier transform is a key point to implement a digital signal system. Therefore, the signal processing immediately is very important.Many similarly Fourier transform algorithms are proposed after the first proposed by Cooley-Tuke in 1965. Radix-2/8 algorithm is one algorithm with low calculations of the fast Fourier transform algorithms. But the hardware implementation complexity of the Radix-2/8 algorithm increases due to the characteristics of the butterfly network. Some researches propose the shift-add for the problem of the high hardware implementation complexity caused by butterfly network. In this thesis, we propose the improved hardware implementation for the hardware complexity of the Radix-2/8 algorithm. There are two points proposed to simply hardware implement and decrease the hardware complexity. One is making use of the shift-add device to simply the hardware implement. The other is the sharing between multipliers and shift-add by changing the data sequences to decrease the numbers of the multipliers and shift-add device and reduce the hardware complexity. We implement the 32-point of Radix- 2/8 fast Fourier transform circuit on Xlinx Virtex2-x2c1000FPGA to verify the proposed. The performance of the multiplications and hardware architecture between the proposed and the convention architectures, the performance of the proposed architecture is better. Chun-Chyuan Chen 陳俊全 2004 學位論文 ; thesis 52 zh-TW
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description 碩士 === 國立東華大學 === 電機工程學系 === 92 === Fast Fourier transform is a key point to implement a digital signal system. Therefore, the signal processing immediately is very important.Many similarly Fourier transform algorithms are proposed after the first proposed by Cooley-Tuke in 1965. Radix-2/8 algorithm is one algorithm with low calculations of the fast Fourier transform algorithms. But the hardware implementation complexity of the Radix-2/8 algorithm increases due to the characteristics of the butterfly network. Some researches propose the shift-add for the problem of the high hardware implementation complexity caused by butterfly network. In this thesis, we propose the improved hardware implementation for the hardware complexity of the Radix-2/8 algorithm. There are two points proposed to simply hardware implement and decrease the hardware complexity. One is making use of the shift-add device to simply the hardware implement. The other is the sharing between multipliers and shift-add by changing the data sequences to decrease the numbers of the multipliers and shift-add device and reduce the hardware complexity. We implement the 32-point of Radix- 2/8 fast Fourier transform circuit on Xlinx Virtex2-x2c1000FPGA to verify the proposed. The performance of the multiplications and hardware architecture between the proposed and the convention architectures, the performance of the proposed architecture is better.
author2 Chun-Chyuan Chen
author_facet Chun-Chyuan Chen
Chien-Ming Chen
陳建名
author Chien-Ming Chen
陳建名
spellingShingle Chien-Ming Chen
陳建名
A Study on FFT Architecture Design
author_sort Chien-Ming Chen
title A Study on FFT Architecture Design
title_short A Study on FFT Architecture Design
title_full A Study on FFT Architecture Design
title_fullStr A Study on FFT Architecture Design
title_full_unstemmed A Study on FFT Architecture Design
title_sort study on fft architecture design
publishDate 2004
url http://ndltd.ncl.edu.tw/handle/01419264913663673533
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