周期和准周期介电多层膜的光传播性质

基本信息
批准号:19904006
项目类别:青年科学基金项目
资助金额:14.00
负责人:彭茹雯
学科分类:
依托单位:南京大学
批准年份:1999
结题年份:2002
起止时间:2000-01-01 - 2002-12-31
项目状态: 已结题
项目参与者:邱燕,林健,潘明虎,李昱,陈景
关键词:
准周期多层膜介电材料光子晶体
结项摘要

In this project, we have studied the optical propagation through periodic and.quasiperiodic dielectric multilayer films both theoretically and experimentally. These investigations have presented a rich property of dielectric materials. Firstly, we have predicted for the first time in the theory that the mirror symmetry can introduce the perfect transmission of electromagnetic wave in quasiperiodic dielectric multilayers. And resonant transmissions of light have been experimentally observed in symmetric Fibonacci TiO2/SiO2 multilayers. Furthermore, the feature of perfect transmission peaks has been proved to be considered as general evidence for dielectric multilayers with symmetric internal structure. This findings open a unique way to control light propagation and have potential applications to optoelectric devices, such as the wavelength division multiplexing (WDM).system. In the second, we have studied the optical transmission of Thue-Morse(TM).multilayer of SiO2/TiO2. For the first time the frequency trifurcation feature has beenexperimentally demonstrated. This effect can be analogous to the electronic energy spectrum of a TM system, which has not yet been directly obtained in xperiments. The resonant transmission originates from the positional correlation of the basic units in TM system, and is.sensitive to the modulation of optical thickness. Besides, we have presented the coupled optical interface modes in a Thue-Morse dielectric superlattice, the delocalization in disordered chains with random symmetrical impurities, quantum transport through aperiodic waveguides, and persistent currents in aperiodic mesoscopic rings thread by a magnetric flux. The presented work in this project has shown some physical essence of dielectric materials and may contribute to the potential applications in optoelectric devices.

本项目基于包含K个无公度长度的一维K组元Fibonacci结构,系统深入地开展周期,准周期及橛谧贾芷谟胛扌蛑涞慕榈缍嗖隳さ墓獯バ灾实氖笛楹屠砺垩芯?一方面,在倒空间展示灾芷谙蜃贾芷谀酥廖扌蛳低车难莼?另一方面探索光子晶体的微结构和物理机制,寻找岣吖庾咏舸矶鹊男峦揪?为研制新型高性能的光电器件提供科学依据.

项目摘要

项目成果
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暂无此项成果

数据更新时间:2023-05-31

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彭茹雯的其他基金

批准号:61077023
批准年份:2010
资助金额:36.00
项目类别:面上项目
批准号:50672035
批准年份:2006
资助金额:28.00
项目类别:面上项目
批准号:11034005
批准年份:2010
资助金额:210.00
项目类别:重点项目
批准号:11634005
批准年份:2016
资助金额:310.00
项目类别:重点项目
批准号:61475070
批准年份:2014
资助金额:90.00
项目类别:面上项目
批准号:10374042
批准年份:2003
资助金额:29.00
项目类别:面上项目

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