Analysis and Applications of All-Symmetrical Microwave Structures

碩士 === 國立成功大學 === 電腦與通信工程研究所 === 100 === In the process of circuit analysis, structure simplifying is normally required to reduce the complexity and improve the efficiency. In this thesis, we define the 4-ports network which has 2 symmetry planes is all-symmetrical type. However, for the 2-port...

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Main Authors: Ming-JuiWeng, 翁明瑞
Other Authors: Chih-Ming Tsai
Format: Others
Language:zh-TW
Published: 2012
Online Access:http://ndltd.ncl.edu.tw/handle/82670986851282853659
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spelling ndltd-TW-100NCKU56521022015-10-13T21:38:04Z http://ndltd.ncl.edu.tw/handle/82670986851282853659 Analysis and Applications of All-Symmetrical Microwave Structures 完全對稱微波電路架構之分析與應用 Ming-JuiWeng 翁明瑞 碩士 國立成功大學 電腦與通信工程研究所 100 In the process of circuit analysis, structure simplifying is normally required to reduce the complexity and improve the efficiency. In this thesis, we define the 4-ports network which has 2 symmetry planes is all-symmetrical type. However, for the 2-ports network formed by an all-symmetrical 4-ports network, the simplification of circuit architecture only considered one of the symmetry in the past. Thus, this thesis concentrates on circuit simplification which takes advantage of the character of both symmetries. Based on the Bartlett’s bisection theorem, we simplify the all-symmetrical 4-ports network into one quarter and find out the relationships of S, Z and Y parameters from these structures. Moreover, considering the characteristics of circuit and loading, the parameters of 2-ports network derived from these 4-ports networks are determined after appropriate conversion. Furthermore, focusing on the most common model of the quarter circuit from the literatures, we derive the formulas of resonance frequencies and transmission zeros, investigate the physical significations of the transmission zeros, and discover the key factors of structure that influence the response. Finally, the formulas in this thesis are verified by circuit simulations. Chih-Ming Tsai 蔡智明 2012 學位論文 ; thesis 92 zh-TW
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description 碩士 === 國立成功大學 === 電腦與通信工程研究所 === 100 === In the process of circuit analysis, structure simplifying is normally required to reduce the complexity and improve the efficiency. In this thesis, we define the 4-ports network which has 2 symmetry planes is all-symmetrical type. However, for the 2-ports network formed by an all-symmetrical 4-ports network, the simplification of circuit architecture only considered one of the symmetry in the past. Thus, this thesis concentrates on circuit simplification which takes advantage of the character of both symmetries. Based on the Bartlett’s bisection theorem, we simplify the all-symmetrical 4-ports network into one quarter and find out the relationships of S, Z and Y parameters from these structures. Moreover, considering the characteristics of circuit and loading, the parameters of 2-ports network derived from these 4-ports networks are determined after appropriate conversion. Furthermore, focusing on the most common model of the quarter circuit from the literatures, we derive the formulas of resonance frequencies and transmission zeros, investigate the physical significations of the transmission zeros, and discover the key factors of structure that influence the response. Finally, the formulas in this thesis are verified by circuit simulations.
author2 Chih-Ming Tsai
author_facet Chih-Ming Tsai
Ming-JuiWeng
翁明瑞
author Ming-JuiWeng
翁明瑞
spellingShingle Ming-JuiWeng
翁明瑞
Analysis and Applications of All-Symmetrical Microwave Structures
author_sort Ming-JuiWeng
title Analysis and Applications of All-Symmetrical Microwave Structures
title_short Analysis and Applications of All-Symmetrical Microwave Structures
title_full Analysis and Applications of All-Symmetrical Microwave Structures
title_fullStr Analysis and Applications of All-Symmetrical Microwave Structures
title_full_unstemmed Analysis and Applications of All-Symmetrical Microwave Structures
title_sort analysis and applications of all-symmetrical microwave structures
publishDate 2012
url http://ndltd.ncl.edu.tw/handle/82670986851282853659
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