Pupil engineering and its applications to surface plasma resonance

碩士 === 國立交通大學 === 顯示科技研究所 === 100 === In the diffraction theory, scalar diffraction theory is based on specific conditions such as low numerical aperture. The electromagnetic fields are treated as the scalar components to obtain a good approximation by relatively simple mathematics formula. However,...

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Main Authors: Li, Jie-En, 李杰恩
Other Authors: Tien, Chun-Hao
Format: Others
Language:en_US
Published: 2012
Online Access:http://ndltd.ncl.edu.tw/handle/69258723295787229590
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spelling ndltd-TW-100NCTU58121382016-03-28T04:20:53Z http://ndltd.ncl.edu.tw/handle/69258723295787229590 Pupil engineering and its applications to surface plasma resonance 光瞳工程應用於表面電漿之研究 Li, Jie-En 李杰恩 碩士 國立交通大學 顯示科技研究所 100 In the diffraction theory, scalar diffraction theory is based on specific conditions such as low numerical aperture. The electromagnetic fields are treated as the scalar components to obtain a good approximation by relatively simple mathematics formula. However, it is necessary to use high numerical aperture in many optical systems while the technology was fast developed. Meanwhile, the approximation of scalar diffraction is so unsuitable that we have to use the vector diffraction theory. The Three Dimensional Point Spread Function (3D PSF) is not only dominated by amplitude and phase but polarization of pupil function in vector diffraction theory. In this thesis, we first study the relationship between pupil function and point spread function. Different kinds of pupil mask will be introduced in chapter 2. Then we discuss different polarized fields and use radial polarization to excite Surface Plasma Resonance (SPR). A new method is proposed to generate a spatially inhomogeneous polarized beam so that a chromatic SPR can be excited in the objective-based setup. Finally, we add a metal-insulator-metal coupler to enhance the performance of this chromatic SPR sensor. Tien, Chun-Hao 田仲豪 2012 學位論文 ; thesis 64 en_US
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language en_US
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description 碩士 === 國立交通大學 === 顯示科技研究所 === 100 === In the diffraction theory, scalar diffraction theory is based on specific conditions such as low numerical aperture. The electromagnetic fields are treated as the scalar components to obtain a good approximation by relatively simple mathematics formula. However, it is necessary to use high numerical aperture in many optical systems while the technology was fast developed. Meanwhile, the approximation of scalar diffraction is so unsuitable that we have to use the vector diffraction theory. The Three Dimensional Point Spread Function (3D PSF) is not only dominated by amplitude and phase but polarization of pupil function in vector diffraction theory. In this thesis, we first study the relationship between pupil function and point spread function. Different kinds of pupil mask will be introduced in chapter 2. Then we discuss different polarized fields and use radial polarization to excite Surface Plasma Resonance (SPR). A new method is proposed to generate a spatially inhomogeneous polarized beam so that a chromatic SPR can be excited in the objective-based setup. Finally, we add a metal-insulator-metal coupler to enhance the performance of this chromatic SPR sensor.
author2 Tien, Chun-Hao
author_facet Tien, Chun-Hao
Li, Jie-En
李杰恩
author Li, Jie-En
李杰恩
spellingShingle Li, Jie-En
李杰恩
Pupil engineering and its applications to surface plasma resonance
author_sort Li, Jie-En
title Pupil engineering and its applications to surface plasma resonance
title_short Pupil engineering and its applications to surface plasma resonance
title_full Pupil engineering and its applications to surface plasma resonance
title_fullStr Pupil engineering and its applications to surface plasma resonance
title_full_unstemmed Pupil engineering and its applications to surface plasma resonance
title_sort pupil engineering and its applications to surface plasma resonance
publishDate 2012
url http://ndltd.ncl.edu.tw/handle/69258723295787229590
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AT lijieen guāngtónggōngchéngyīngyòngyúbiǎomiàndiànjiāngzhīyánjiū
AT lǐjiéēn guāngtónggōngchéngyīngyòngyúbiǎomiàndiànjiāngzhīyánjiū
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