Optical Characteristics of Liquid Crystal Lenses with Spherical Electrodes
碩士 === 國立臺灣大學 === 光電工程學研究所 === 107 === In this thesis, we use liquid crystal simulation software 2dimMOS to investigate the electric potential of liquid crystal lenses with hole-pattern electrode, hole-pattern with additional electrode and spherical electrode. We analyze the electric potential to de...
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ndltd-TW-107NTU051240032019-06-27T05:48:08Z http://ndltd.ncl.edu.tw/handle/26v83m Optical Characteristics of Liquid Crystal Lenses with Spherical Electrodes 曲面型電極液晶透鏡之光學特性之研究 Ren-Kai Yang 楊仁凱 碩士 國立臺灣大學 光電工程學研究所 107 In this thesis, we use liquid crystal simulation software 2dimMOS to investigate the electric potential of liquid crystal lenses with hole-pattern electrode, hole-pattern with additional electrode and spherical electrode. We analyze the electric potential to determine whether the three kinds of liquid crystal lenses with the lens sizes of millimeters can form a continuous electric potential distribution in the liquid crystal layer and the non-uniform electric field could be generated. The refractive index distribution generated by non-uniform electric field in the liquid crystal layer forms a liquid crystal lens. We further investigate whether the hole-pattern electrode with additional electrode liquid crystal lens and the spherical electrode liquid crystal lens have flat potential distribution between the two adjacent lenses and crosstalk occurs consequently. Fabrication of four sizes of liquid crystal lenses range from micrometers to millimeters is also included. Replication process is used and conductive polymer PEDOT:PSS is applied to form spherical electrode. We assemble flattened spherical electrode with ITO glass with PVA to form liquid crystal lens. 蘇國棟 2018 學位論文 ; thesis 67 en_US |
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碩士 === 國立臺灣大學 === 光電工程學研究所 === 107 === In this thesis, we use liquid crystal simulation software 2dimMOS to investigate the electric potential of liquid crystal lenses with hole-pattern electrode, hole-pattern with additional electrode and spherical electrode. We analyze the electric potential to determine whether the three kinds of liquid crystal lenses with the lens sizes of millimeters can form a continuous electric potential distribution in the liquid crystal layer and the non-uniform electric field could be generated. The refractive index distribution generated by non-uniform electric field in the liquid crystal layer forms a liquid crystal lens. We further investigate whether the hole-pattern electrode with additional electrode liquid crystal lens and the spherical electrode liquid crystal lens have flat potential distribution between the two adjacent lenses and crosstalk occurs consequently. Fabrication of four sizes of liquid crystal lenses range from micrometers to millimeters is also included. Replication process is used and conductive polymer PEDOT:PSS is applied to form spherical electrode. We assemble flattened spherical electrode with ITO glass with PVA to form liquid crystal lens.
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author2 |
蘇國棟 |
author_facet |
蘇國棟 Ren-Kai Yang 楊仁凱 |
author |
Ren-Kai Yang 楊仁凱 |
spellingShingle |
Ren-Kai Yang 楊仁凱 Optical Characteristics of Liquid Crystal Lenses with Spherical Electrodes |
author_sort |
Ren-Kai Yang |
title |
Optical Characteristics of Liquid Crystal Lenses with Spherical Electrodes |
title_short |
Optical Characteristics of Liquid Crystal Lenses with Spherical Electrodes |
title_full |
Optical Characteristics of Liquid Crystal Lenses with Spherical Electrodes |
title_fullStr |
Optical Characteristics of Liquid Crystal Lenses with Spherical Electrodes |
title_full_unstemmed |
Optical Characteristics of Liquid Crystal Lenses with Spherical Electrodes |
title_sort |
optical characteristics of liquid crystal lenses with spherical electrodes |
publishDate |
2018 |
url |
http://ndltd.ncl.edu.tw/handle/26v83m |
work_keys_str_mv |
AT renkaiyang opticalcharacteristicsofliquidcrystallenseswithsphericalelectrodes AT yángrénkǎi opticalcharacteristicsofliquidcrystallenseswithsphericalelectrodes AT renkaiyang qūmiànxíngdiànjíyèjīngtòujìngzhīguāngxuétèxìngzhīyánjiū AT yángrénkǎi qūmiànxíngdiànjíyèjīngtòujìngzhīguāngxuétèxìngzhīyánjiū |
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1719213605460639744 |