Optimal Design of 1-D IIR Filter Banks and 2-D IIR Filters
碩士 === 國立臺灣大學 === 電信工程學研究所 === 87 === Owing to the increasing use of digital signal processing, the design of digital filters and digital filter banks has become more and more important.In this thesis, it should be noted that a systematic algorithm is proposed as the...
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ndltd-TW-087NTU004350472016-02-01T04:12:41Z http://ndltd.ncl.edu.tw/handle/83124583717594043411 Optimal Design of 1-D IIR Filter Banks and 2-D IIR Filters 具有無限脈衝響應的一維濾波器組與二維濾波器之最佳設計 Niu, I-Ching 牛挹青 碩士 國立臺灣大學 電信工程學研究所 87 Owing to the increasing use of digital signal processing, the design of digital filters and digital filter banks has become more and more important.In this thesis, it should be noted that a systematic algorithm is proposed as the basis to design the IIR filters and filter banks. However, this basic algorithm, in the various designing structure, is sometimes aided by WLS and Karmarkar''s algorithms to achieve a good design in certain optimal senses. To control the stability of the IIR filter, we replace the denominator of filter with lattice structure. That is, the reflection coefficients have been considered as the coefficients in the design. We therefore can directly control the stability of the filters by controlling the magnitude of these coefficients. The structure has been used in this thesis to design 1-D filter banks and 2-D filters. The satisfactory results as shown in the design examples given in this thesis have therefore successfully proven that the proposed design methods to be sound and viable. Lee, Ju-Hong 李枝宏 1999 學位論文 ; thesis 171 zh-TW |
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碩士 === 國立臺灣大學 === 電信工程學研究所 === 87 === Owing to the increasing use of digital signal processing, the design
of digital filters and digital filter banks has become more and more
important.In this thesis, it should be noted that a systematic algorithm
is proposed as the basis to design the IIR filters and filter banks. However,
this basic algorithm, in the various designing structure, is sometimes
aided by WLS and Karmarkar''s algorithms to achieve a good design in certain
optimal senses.
To control the stability of the IIR filter, we replace the denominator
of filter with lattice structure. That is, the reflection coefficients
have been considered as the coefficients in the design. We therefore can directly
control the stability of the filters by controlling the magnitude of these
coefficients. The structure has been used in this thesis to design 1-D filter
banks and 2-D filters.
The satisfactory results as shown in the design examples given in this
thesis have therefore successfully proven that the proposed design methods to be sound and viable.
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author2 |
Lee, Ju-Hong |
author_facet |
Lee, Ju-Hong Niu, I-Ching 牛挹青 |
author |
Niu, I-Ching 牛挹青 |
spellingShingle |
Niu, I-Ching 牛挹青 Optimal Design of 1-D IIR Filter Banks and 2-D IIR Filters |
author_sort |
Niu, I-Ching |
title |
Optimal Design of 1-D IIR Filter Banks and 2-D IIR Filters |
title_short |
Optimal Design of 1-D IIR Filter Banks and 2-D IIR Filters |
title_full |
Optimal Design of 1-D IIR Filter Banks and 2-D IIR Filters |
title_fullStr |
Optimal Design of 1-D IIR Filter Banks and 2-D IIR Filters |
title_full_unstemmed |
Optimal Design of 1-D IIR Filter Banks and 2-D IIR Filters |
title_sort |
optimal design of 1-d iir filter banks and 2-d iir filters |
publishDate |
1999 |
url |
http://ndltd.ncl.edu.tw/handle/83124583717594043411 |
work_keys_str_mv |
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