Study of High Performance DDFS Design Using Equi-Section Hybrid Approximation Method

碩士 === 國立東華大學 === 電機工程學系 === 100 === Direct digital frequency synthesizer (DDFS) technology is widely used in signal generator, communication system and other fields due to the advantages of high-speed frequency switching and accurate frequency resolution. In this thesis, we propose a direc...

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Main Authors: Jun-Yan Lai, 賴俊諺
Other Authors: Shiann--Shiun Jeng
Format: Others
Published: 2012
Online Access:http://ndltd.ncl.edu.tw/handle/9tx955
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spelling ndltd-TW-100NDHU54420532018-05-06T04:19:03Z http://ndltd.ncl.edu.tw/handle/9tx955 Study of High Performance DDFS Design Using Equi-Section Hybrid Approximation Method 使用等區間混合近似法設計高效能直接數位頻率合成器之研究 Jun-Yan Lai 賴俊諺 碩士 國立東華大學 電機工程學系 100 Direct digital frequency synthesizer (DDFS) technology is widely used in signal generator, communication system and other fields due to the advantages of high-speed frequency switching and accurate frequency resolution. In this thesis, we propose a direct digital frequency synthesizer (DDFS) with an architecture based on Equi-Section Hybrid Approximation Method. In this structure, the first quadrant of the sinusoid wave is divided into a number of sections with equal width. This thesis is based on the use of hybrid technique to approximate the waveform in each section. The main research direction is to provide a new idea to combine the linear approximation with the parabolic approximation into the hybrid approximation. The approximation error of the linear approximation and parabolic approximation would be complementary. For analysis section, we utilize MATLAB for simulation and discover that Hybrid Approximation Method have better SFDR and MSE value than linear and parabolic approximation method.Taking 16 Equi-Section for example, the value of SFDR would be up to 90 dB when the first 2 Equi-Sections of Linear Approximation Method combine with the last 14 Equi-Sections of parabolic approximation method. Shiann--Shiun Jeng 鄭献勳 2012 學位論文 ; thesis 80
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description 碩士 === 國立東華大學 === 電機工程學系 === 100 === Direct digital frequency synthesizer (DDFS) technology is widely used in signal generator, communication system and other fields due to the advantages of high-speed frequency switching and accurate frequency resolution. In this thesis, we propose a direct digital frequency synthesizer (DDFS) with an architecture based on Equi-Section Hybrid Approximation Method. In this structure, the first quadrant of the sinusoid wave is divided into a number of sections with equal width. This thesis is based on the use of hybrid technique to approximate the waveform in each section. The main research direction is to provide a new idea to combine the linear approximation with the parabolic approximation into the hybrid approximation. The approximation error of the linear approximation and parabolic approximation would be complementary. For analysis section, we utilize MATLAB for simulation and discover that Hybrid Approximation Method have better SFDR and MSE value than linear and parabolic approximation method.Taking 16 Equi-Section for example, the value of SFDR would be up to 90 dB when the first 2 Equi-Sections of Linear Approximation Method combine with the last 14 Equi-Sections of parabolic approximation method.
author2 Shiann--Shiun Jeng
author_facet Shiann--Shiun Jeng
Jun-Yan Lai
賴俊諺
author Jun-Yan Lai
賴俊諺
spellingShingle Jun-Yan Lai
賴俊諺
Study of High Performance DDFS Design Using Equi-Section Hybrid Approximation Method
author_sort Jun-Yan Lai
title Study of High Performance DDFS Design Using Equi-Section Hybrid Approximation Method
title_short Study of High Performance DDFS Design Using Equi-Section Hybrid Approximation Method
title_full Study of High Performance DDFS Design Using Equi-Section Hybrid Approximation Method
title_fullStr Study of High Performance DDFS Design Using Equi-Section Hybrid Approximation Method
title_full_unstemmed Study of High Performance DDFS Design Using Equi-Section Hybrid Approximation Method
title_sort study of high performance ddfs design using equi-section hybrid approximation method
publishDate 2012
url http://ndltd.ncl.edu.tw/handle/9tx955
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