Inverse Problem for 1D Freeform Design
碩士 === 國立交通大學 === 顯示科技研究所 === 101 === In this thesis, we propose a novel freeform design method in constructing a single refractor(reflector) surface under a predefined geometry. This freeform surface model based on energy conservation and the laws of rays propagation results in a highly nonlinear p...
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ndltd-TW-101NCTU58121342015-10-13T23:10:50Z http://ndltd.ncl.edu.tw/handle/14146530756081637464 Inverse Problem for 1D Freeform Design 探討自由型光學於預設光場分佈之光學系統 Chang, Ray 張睿 碩士 國立交通大學 顯示科技研究所 101 In this thesis, we propose a novel freeform design method in constructing a single refractor(reflector) surface under a predefined geometry. This freeform surface model based on energy conservation and the laws of rays propagation results in a highly nonlinear partial differential equation(PDE) under the small planar approximation. In order to solve the nonlinear PDE, the finite element method vie Hermite element was implemented to practice a smooth freeform surface in realization of uniform and non-uniform illuminance distribution on the planar and non-planar geometry condition. Tien, Chung-Hao 田仲豪 2013 學位論文 ; thesis 73 en_US |
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碩士 === 國立交通大學 === 顯示科技研究所 === 101 === In this thesis, we propose a novel freeform design method in constructing a single refractor(reflector) surface under a predefined geometry.
This freeform surface model based on energy conservation and the laws of rays propagation results in a highly nonlinear partial differential equation(PDE) under the small planar approximation.
In order to solve the nonlinear PDE, the finite element method vie Hermite element was implemented to practice a smooth freeform surface in realization of uniform and non-uniform illuminance distribution on the planar and non-planar geometry condition.
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Tien, Chung-Hao |
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Tien, Chung-Hao Chang, Ray 張睿 |
author |
Chang, Ray 張睿 |
spellingShingle |
Chang, Ray 張睿 Inverse Problem for 1D Freeform Design |
author_sort |
Chang, Ray |
title |
Inverse Problem for 1D Freeform Design |
title_short |
Inverse Problem for 1D Freeform Design |
title_full |
Inverse Problem for 1D Freeform Design |
title_fullStr |
Inverse Problem for 1D Freeform Design |
title_full_unstemmed |
Inverse Problem for 1D Freeform Design |
title_sort |
inverse problem for 1d freeform design |
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2013 |
url |
http://ndltd.ncl.edu.tw/handle/14146530756081637464 |
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