Integral Equation Analysis of Rectangular Microstrip Resonators
碩士 === 國立彰化師範大學 === 工業科技教育研究所 === 82 === The objective of this research is to apply an electric field integral equation (EFIE) method for the analysis of microstrip resonators of arbitrary shape. The EFIE method is based on a field equivalence principle. The microstrip patch is replaced with...
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ndltd-TW-082NCUE30360052016-07-18T04:09:43Z http://ndltd.ncl.edu.tw/handle/64476423682358099695 Integral Equation Analysis of Rectangular Microstrip Resonators 矩形微帶共振腔積分方程法解析 Lee, Chung-Yun 李忠昀 碩士 國立彰化師範大學 工業科技教育研究所 82 The objective of this research is to apply an electric field integral equation (EFIE) method for the analysis of microstrip resonators of arbitrary shape. The EFIE method is based on a field equivalence principle. The microstrip patch is replaced with the induced equivalent current source, the integral equation then expresses the electric field in terms of this current source integrated into a Green's function for the layered microstrip structure. Effects of boundary conditions on the behavior of the fields are incorporated in their full generality in the Green's function. For numerical computation of the resonant frequency and other qiantities, we follow Galerkin's method of moments, and current functions obtained from cavity model are used for expansion and testing. Results in the form of resonant frequency and current distributions are obtained, and are compared to those available in the literature. Results from this research can be used as useful reference for the design work. Also, the approach addressed in this thesis can be used for analyses of other novel microstrip devices. Lee, Ching-Her 李清和 1994 學位論文 ; thesis 40 zh-TW |
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碩士 === 國立彰化師範大學 === 工業科技教育研究所 === 82 ===
The objective of this research is to apply an electric field integral equation (EFIE) method for the analysis of microstrip resonators of arbitrary shape. The EFIE method is based on a field equivalence principle. The microstrip patch is replaced with the induced equivalent current source, the integral equation then expresses the electric field in terms of this current source integrated into a Green's function for the layered microstrip structure. Effects of boundary conditions on the behavior of the fields are incorporated in their full generality in the Green's function.
For numerical computation of the resonant frequency and other qiantities, we follow Galerkin's method of moments, and current functions obtained from cavity model are used for expansion and testing. Results in the form of resonant frequency and current distributions are obtained, and are compared to those available in the literature. Results from this research can be used as useful reference for the design work. Also, the approach addressed in this thesis can be used for analyses of other novel microstrip devices.
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author2 |
Lee, Ching-Her |
author_facet |
Lee, Ching-Her Lee, Chung-Yun 李忠昀 |
author |
Lee, Chung-Yun 李忠昀 |
spellingShingle |
Lee, Chung-Yun 李忠昀 Integral Equation Analysis of Rectangular Microstrip Resonators |
author_sort |
Lee, Chung-Yun |
title |
Integral Equation Analysis of Rectangular Microstrip Resonators |
title_short |
Integral Equation Analysis of Rectangular Microstrip Resonators |
title_full |
Integral Equation Analysis of Rectangular Microstrip Resonators |
title_fullStr |
Integral Equation Analysis of Rectangular Microstrip Resonators |
title_full_unstemmed |
Integral Equation Analysis of Rectangular Microstrip Resonators |
title_sort |
integral equation analysis of rectangular microstrip resonators |
publishDate |
1994 |
url |
http://ndltd.ncl.edu.tw/handle/64476423682358099695 |
work_keys_str_mv |
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1718352301097222144 |