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完整後設資料紀錄
DC 欄位 | 值 | 語言 |
---|---|---|
dc.contributor.advisor | 貝蘇章(Soo-Chang Pei) | |
dc.contributor.author | Yun-Da Huang | en |
dc.contributor.author | 黃韻達 | zh_TW |
dc.date.accessioned | 2021-05-14T17:47:12Z | - |
dc.date.available | 2016-03-16 | |
dc.date.available | 2021-05-14T17:47:12Z | - |
dc.date.copyright | 2015-03-16 | |
dc.date.issued | 2015 | |
dc.date.submitted | 2015-02-16 | |
dc.identifier.citation | Chapter 1.
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[1.5] Jong-Jy Shyu, Soo-Chang Pei and Yun-Da Huang,'2-D Farrow structure and the design of variable fractional-delay 2-D FIR digital filters' , IEEE Transactions of Circuits and Systems-I: Regular Papers , vol.56, no.2 , pp395-404 ,2009. [1.6] Jong-Jy Shyu, Soo-Chang Pei and Yun-Da Huang,'Design of variable fractional-delay 2-D FIR digital filters by weighting least-squares approach', Proceeding of 2008 IEEE Asia Pacific Conference on Circuits and Systems,Macao, China. [1.7] Jong-Jy Shyu, Soo-Chang Pei, Yun-Da Huang, Yu-Shiang Chen,'A new structure and design method for variable fractional-delay 2-D FIR digital filters', Multidimensional Systems and Signal Processing , 25 , 3 , pp511-529 ,2014. [1.8] Soo-Chang Pei, Jong-Jy Shyu, Yun-Da Huang and Cheng-Han Chan,' Improved methods for the design of variable fractional-delay IIR digital filters', IEEE Transactions on Circuits and Systems-I: Regular Paper , vol.59 , no.5 , pp989-1000 ,2012. [1.9] Soo-Chang Pei, Jong-Jy Shyu, Cheng-Han Chan and Yun-Da Huang,'An improved method for the design of variable fractional-delay IIR digital filters', 2011 IEEE International Symposium on Circuits and Systems (ISCAS),Riode Janeiro, Brazil. [1.10] Soo-Chang Pei, Yun-Da Huang, Shih-Hsin Lin and Jong-Jy Shyu,”Design of variable comb filter by using FIR variable fractional delay element”, Signal Processing , vol.92 , no.10 , pp2409-2421 , 2012. [1.11] Jong-Jy Shyu, Soo-Chang Pei and Yun-Da Huang,'3-D FIR cone-shaped filter design by a nest of McClellan transformations and its variable design' , IEEE Transactions on Circuits and Systems-I: Regular Paper , vol.57 , no.7 , pp1697-1707 , 2010. [1.12] Jong-Jy Shyu, Soo-Chang Pei and Yun-Da Huang,'3-D FIR cone-shaped filter design by a nest of McClellan transformations and its variable design' , IEEE Transactions on Circuits and Systems-I: Regular Paper , vol.57 , no.7 , pp1697-1707 ,2010. [1.13] Jong-Jy Shyu, Soo-Chang Pei and Yun-Da Huang,'Design of 3-D FIR cone-shaped filters by McClellan transformation and least-squares contour mapping',The Seventh International Conference on Intelligent Information Hiding and Multimedia Signal Processing,Ddlian, China. [1.14] Jong-Jy Shyu, Soo-Chang Pei and Yun-Da Huang,'Least-squares design of variable maximally linear FIR differentiators' , IEEE Transactions on Signal Processing , vol.57 , no.11 , pp4568-4573 ,2009. [1.15] Jong-Jy Shyu, Soo-Chang Pei and Yun-Da Huang,'An iterative approach for minimax design of multidimensional quadrature mirror filters' , Signal Processing , vol.91 , no.4 , pp1730- 1740 ,2011. Chapter 2. [2.1] F. M. Gardner, “Interpolation in digital modems-Part I: Fundamental,” IEEE Trans. Commun., vol. 41, no. 3, pp. 501-507, Mar. 1993. [2.2] L. Erup, F. M. Gardner and R. A. Harris, “Interpolation in digital modems-part II: Implementation and performance,” IEEE Trans. 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Kou, A new self-initiated optimum WLS approximation method for the design of linear-phase FIR digital filters, in Proc. 1991 IEEE ISCAS, June 1991, pp. 168–171. [11.13] C.-Y. Chi, S.-L. Chiou, A new self-initiated WLS approximation method for the design of two-dimensional equiripple FIR digital filters, in Proc. 1992 IEEE ISCAS, May 1992, pp. 1436–1439. [11.14] C.-Y. Chi, S.-L. Chiou, A new iterative WLS Chebyshev approximation method for the design of two-dimensional FIR digital filters, in Proc. 1993 IEEE ISCAS, May 1993, pp. 898–901. | |
dc.identifier.uri | http://tdr.lib.ntu.edu.tw/jspui/handle/123456789/4787 | - |
dc.description.abstract | 可調式數位濾波器的設計,在這二十年來受到了許多的關注。主因在於它擁有廣泛的應用,其中包含通訊系統及影像處理。可調式數位濾波器最重要的特色在於它的架構裡內含多個可調的參數,使用者可即時改變此參數以立即調整系統的頻率響應而無需重新設計新的濾波器。此類的濾波器可分為兩種,一為相位可調式濾波器,另一為振幅可調式濾波器。
這此篇博士論文中,我們設計了許多一維及二維的分數相位可調式數位濾波器,運用的近似方式有權重式最小平方差、最小化最大誤差、反覆求值及新準則的方法。架構方面,不僅將現存的一維架構擴展至二維,更提出新架構用以改善成果及降低係數成本。此外我們也提出了新的轉換函數來設計一維及二維類凹口數位濾波器。而多維度象限鏡型濾波器也在本篇論文中有進一步的研究。 至於振褔可調式數位濾波器,我們不但設計出了平坦度可調式微分器,更利用了馬可侖轉換設計出了三維可調式圓錐數位濾波器。 | zh_TW |
dc.description.abstract | Variable digital filters have received considerable attention in the last two decades due to their wide usages in communication systems and image processing. Their important advantage is that they contain a number of parameters in transfer function, which can be used to tune the phase response immediately on-line without redesigning a new filter. In this dissertation, several 1-D variable fractional-delay (VFD) digital filters are proposed, such as minimax design, new criterion FIR and IIR filter design. After that, two structures for the design of 2-D VFD digital filter are illustrated in detail. Then, the application of these VFD filter is introduced which can be used in the field of digital notch-like filter designs.
In this dissertation, we proposed not only the design of digital 1-D and 2-D VFD and notch-like filters but also the design of variable 1-D and multi-dimentional digital filters such as 1-D maximally linear FIR differentiators, 2-D fan type filters, 2-D circular symmetry filters, 2-D elliptical filters and 3-D cone-shaped filters by using McClellan transformations and multi-dimensional quadrature mirror filters. In the design procedure, several kinds of approaches are used, such as weighted least-squares(WLS) design, minimax design and iterative design whicn can achieve high performances of frequency responses and insure the stability of the designed IIR filters. In all types of digital filter designs, the related transfer functions and structures are illustrated which are the latest methods for these filter designs and can obtain the better performances compared with the present methods. Furthermore, a new method for the 2-D image filtering is also introduced which can obtain higher signal-to-noise ratios (SNR) in the output than the conventional methods. | en |
dc.description.provenance | Made available in DSpace on 2021-05-14T17:47:12Z (GMT). No. of bitstreams: 1 ntu-104-D97942016-1.pdf: 17726425 bytes, checksum: e33969e4568e6fae9e838e6b5ff29e63 (MD5) Previous issue date: 2015 | en |
dc.description.tableofcontents | 口試委員會審定書 *
Acknowledgement I Abstract (in Chinese) III Abstract (in English) V List of Figures XI List of Tables XVII Chapter 1 Introduction 1 1.1 Introduction of One-Dimensional Variable Digital Filters 1 1.2 Introduction of Multi-Dimensional Variable Digital Filters 3 1.3 Preview of the Dissertation 6 Chapter 2 Design of 1-D Variable Fractional-Delay FIR Filters 9 2.1 Introduction 9 2.2 Review of Conventional LS Design of VFD FIR Digital Filters 10 2.3 The Proposed New Criterion for Designing VFD FIR Digital Filters in LS Sense 14 2.4 Minimax Design by Iterative Weighted Least-Squares Approach 23 2.5 Totally Equiripple Design of VFD FIR Digital Filters in Group-delay Response 29 2.6 Conclusions 32 Chapter 3 New Structure for the Design of Variable Fractional-Delay FIR Digital Filters 33 3.1 Introduction 33 3.2 Problem Formulation and Design Example 35 3.2.1 Design of the prefilter 37 3.2.2 Design of the subfilters 38 3.2.3 Design example 39 3.3 Conclusions 42 Chapter 4 2-D Farrow Structure and the Design of Variable Fractional-Delay 2-D FIR Digital Filters 43 4.1 Introduction 43 4.2 Problem Formulation and 2-D Farrow Structure 44 4.3 Design of VFD 2-D FIR Digital Filters for Odd N 53 4.4 Conclusions 57 Chapter 5 New Structure and Design Method for Variable Fractional-Delay 2-D FIR Digital Filters 59 5.1 Introduction 59 5.2 The Proposed Structure 60 5.3 Design of 2-D VFD FIR Digital Fitlers with Odd M 65 5.3.1 Design of the prefilters and 65 5.3.2 Design of the subfilters 66 5.3.3 Design examples 68 5.4 Design of 2-D VFD FIR Digital Filters with Even M 71 5.5 Conclusions 74 Chapter 6 Improved Methods for the Design of Variable Fractional-Delay IIR Digital Filters 75 6.1 Introduction 75 6.2 Problem Formulation 77 6.3 Delay-Oriented Design Of VFD IIR Digital Filters 88 6.4 Conclusions 94 Chapter 7 Design of Variable Comb Filter by Using FIR Variable Fractional Delay Element 95 7.1 Introduction 95 7.2 Comb Filter Design Using the Proposed Structure 97 7.3 Variable Comb Filter Design and Its Implementation 102 7.3.1 WLS design of FIR variable fractional delay filters 103 7.3.2 Implementation of the proposed variable comb filter 106 7.3.3 The procedure for designing variable comb filter and numerical examples 107 7.3.4 Experimental Examples 110 7.4 Conclusions 114 Chapter 8 Improved Design of Digital 1-D and 2-D Notch-like Filters Using General Feedback Structure Structure 115 8.1 Introduction 115 8.2 A New Method for the Design of 1-D Digital Notch-like Filters 117 8.2.1 Improved design of the existing 1-D notch filter 117 8.2.2 Improved design of the existing 1-D multiple notch filter 120 8.2.3 Improved design of the existing 1-D comb filter 122 8.3 A New method for the Design of 2-D Notch-like Filters 125 8.3.1 Improved design of 2-D notch filters 125 8.3.2 Improved design of 2-D multiple notch filters 128 8.3.3 Design of 2-D grid notch filters 132 8.3.4 Design of the 2-D comb filters 134 8.4 Conclusions 136 Chapter 9 3-D FIR Cone-Shaped Filter Design by a Nest of McClellan Transformations and Its Variable Design 137 9.1 Introduction 137 9.2 Design of 3-D FIR Cone-Shaped Filters by a Nest of McClellan Transformations 140 9.2.1 Determination of the Transformation Coefficients in (9.2) 142 9.2.2 Design of 1-D Prototype Filters 143 9.2.3 Determination of the Transformation Coefficients in (9.3) 143 9.2.4 Derivation of the Filter Coefficients for the 3-D Cone-Shaped Filter 146 9.2.5 Comparisons and Discussions 147 9.3 Design of 3-D FIR Variable Cone-Shaped Filters 149 9.3.1 Design of the Fan-Type Variable Transformation Subfilter and the 1-D Prototype Variable Filter 150 9.3.2 Design of the Circular-Type Variable Transformation Subfilter 153 9.3.3 Derivation of the Filter Coefficients for the 3-D Variable Cone-Shaped Filter 155 9.4 Conclusions 156 Chapter 10 Least-Squares Design of Variable Maximally Linear FIR Differentiators 157 10.1 Introduction 157 10.2 Design of Maximally Linear FIR Differentiators by Lagrange Multiplier Approach 158 10.3 Design of VML FIR Differentiators 161 10.3.1 Derivation of the integrated magnitude error 163 10.3.2 Derivation of the constrained error 164 10.3.3 LS design of VML differentiators 165 10.3.4 Design examples 165 10.4 Conclusions 167 Chapter 11 An iterative approach for minimax design of multidimensional quadrature mirror filters 169 11.1 Introduction 169 11.2 Design of Two-Dimensional Quadrature Mirror Filters 171 11.2.1 Design of the initial analysis lowpass filter 174 11.2.2 Least-squares design of 2-D QMF banks 175 11.2.3 Minimax design of 2-D QMF banks 177 11.3 Design of Three-Dimensional Quadrature Mirror Filters 181 11.4 Conclusions 185 Chapter 12 Conclusions and Future Works 187 Reference 189 | |
dc.language.iso | en | |
dc.title | 一維及多維可調式數位濾波器之設計與實現 | zh_TW |
dc.title | Design and Implementation of One-Dimensional and Multi-Dimensional Variable Digital Filters | en |
dc.type | Thesis | |
dc.date.schoolyear | 103-1 | |
dc.description.degree | 博士 | |
dc.contributor.oralexamcommittee | 丁建均(Jian-Jiun Ding),鍾國亮(Kuo-Liang Chung),馮世邁(See-May Phoong),李枝宏(Ju-Hong Lee),徐忠枝(Jong-Jy Shyu) | |
dc.subject.keyword | 相位可調式數位濾波器,振幅可調式數位濾波器,可調式數位濾波器,數位凹口濾波器,數位梳型濾波器,二維濾波器,三維濾波器,馬可侖轉換,象限鏡型濾波器,權重最小平方差趨近,最小化最大誤差設計, | zh_TW |
dc.subject.keyword | Variable Fractional-Delay FIR Filter,Variable Fractional-Delay IIR Filter,Variable Digital filter,Digital Notch filter,Digital Comb filter,Two-Dimensional filter,Three-Dimensional filter,Quadrature Mirror Filter,McClellan Transformation,Weighted Least-Squares Approach,Minimax Filter Design., | en |
dc.relation.page | 199 | |
dc.rights.note | 同意授權(全球公開) | |
dc.date.accepted | 2015-02-17 | |
dc.contributor.author-college | 電機資訊學院 | zh_TW |
dc.contributor.author-dept | 電信工程學研究所 | zh_TW |
顯示於系所單位: | 電信工程學研究所 |
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