Generation and Comparison of Three OTRA-Based Voltage-Mode Third-Order Elliptic Filter Structures
碩士 === 中原大學 === 電機工程研究所 === 101 === This search is to realize third-order elliptic filter structures with admittance matrix analytical synthesis. The procedures go to: Firstly, to change the transfer function into three current equations; Secondly, to use the characteristics of OTRA (Operation Trans...
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ndltd-TW-101CYCU54420332015-10-13T22:40:29Z http://ndltd.ncl.edu.tw/handle/65286849219773938839 Generation and Comparison of Three OTRA-Based Voltage-Mode Third-Order Elliptic Filter Structures 以運算轉阻放大器為主動元件實現三個電壓式三階橢圓濾波電路之方法與其性能之比較 Jen-chih Chung 鍾任植 碩士 中原大學 電機工程研究所 101 This search is to realize third-order elliptic filter structures with admittance matrix analytical synthesis. The procedures go to: Firstly, to change the transfer function into three current equations; Secondly, to use the characteristics of OTRA (Operation Trans-Resistance Amplifier), resistors and capacitors for realizing three sub-circuits. Lastly, to synthesize sub-circuits for accomplishing third-order elliptic filter structures. In the process of circuit design, sub-circuits could synthesize to 27 circuits via the characteristics of OTRA. Each single circuit structure is made of 3 OTRA, 3 capacitors and 7 resistors. In the TSMC 0.35μm process by H-spice, only 3 of 27 circuits could work. According to the different arrangements of capacitors and resistors, the circuits are named in: 1. "3Cs in FB"- 3 capacitors in the feedback loop of OTRAs. 2. "3Rs in FB"- 3 resistors in the feedback loop of OTRAs. 3. "1C2Rs in FB"-1 capacitor and 2 resistors in the feedback loop of OTRAs. Then to compare the results, we find: when operating at 1MHz, “3Cs in FB” structure performs accurate fp. (Deviation at 0.23%) The results are caused by parasitical effect. Chun-Ming Chang 張俊明 2013 學位論文 ; thesis 86 zh-TW |
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碩士 === 中原大學 === 電機工程研究所 === 101 === This search is to realize third-order elliptic filter structures with admittance matrix analytical synthesis. The procedures go to: Firstly, to change the transfer function into three current equations; Secondly, to use the characteristics of OTRA (Operation Trans-Resistance Amplifier), resistors and capacitors for realizing three sub-circuits. Lastly, to synthesize sub-circuits for accomplishing third-order elliptic filter structures.
In the process of circuit design, sub-circuits could synthesize to 27 circuits via the characteristics of OTRA. Each single circuit structure is made of 3 OTRA, 3 capacitors and 7 resistors. In the TSMC 0.35μm process by H-spice, only 3 of 27 circuits could work.
According to the different arrangements of capacitors and resistors, the circuits are named in:
1. "3Cs in FB"- 3 capacitors in the feedback loop of OTRAs.
2. "3Rs in FB"- 3 resistors in the feedback loop of OTRAs.
3. "1C2Rs in FB"-1 capacitor and 2 resistors in the feedback loop of OTRAs.
Then to compare the results, we find:
when operating at 1MHz, “3Cs in FB” structure performs accurate fp. (Deviation at 0.23%) The results are caused by parasitical effect.
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author2 |
Chun-Ming Chang |
author_facet |
Chun-Ming Chang Jen-chih Chung 鍾任植 |
author |
Jen-chih Chung 鍾任植 |
spellingShingle |
Jen-chih Chung 鍾任植 Generation and Comparison of Three OTRA-Based Voltage-Mode Third-Order Elliptic Filter Structures |
author_sort |
Jen-chih Chung |
title |
Generation and Comparison of Three OTRA-Based Voltage-Mode Third-Order Elliptic Filter Structures |
title_short |
Generation and Comparison of Three OTRA-Based Voltage-Mode Third-Order Elliptic Filter Structures |
title_full |
Generation and Comparison of Three OTRA-Based Voltage-Mode Third-Order Elliptic Filter Structures |
title_fullStr |
Generation and Comparison of Three OTRA-Based Voltage-Mode Third-Order Elliptic Filter Structures |
title_full_unstemmed |
Generation and Comparison of Three OTRA-Based Voltage-Mode Third-Order Elliptic Filter Structures |
title_sort |
generation and comparison of three otra-based voltage-mode third-order elliptic filter structures |
publishDate |
2013 |
url |
http://ndltd.ncl.edu.tw/handle/65286849219773938839 |
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