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双中心全息记录的矢量分析与记录方向优化
引用本文:周煜,刘立人,刘德安,闫爱民,栾竹.双中心全息记录的矢量分析与记录方向优化[J].光学学报,2007,27(2):30-237.
作者姓名:周煜  刘立人  刘德安  闫爱民  栾竹
作者单位:中国科学院上海光学精密机械研究所信息光学研究室,上海,201800
摘    要:对描述双掺杂晶体非挥发性全息记录动力学过程的Kukhtarev方程进行了矢量分析,分析中考虑了体光生伏特效应和外加电场的作用。在小信号近似的基础上给出了双中心全息记录中记录与固定阶段空间电荷场的矢量解析解。在综合考虑空间电荷场的各向异性以及晶体有效电光系数的各向异性后,给出了双中心全息记录的优化记录方向。结果表明,对(Fe,Mn)∶LiNbO3晶体633nm寻常光记录,优化记录方向主要由有效电光系数决定,光栅波矢与光轴夹角为22°,方位角为30°;对(Fe,Mn)∶LiNbO3晶体633nm非寻常光记录,优化记录方向主要由固定空间电荷场决定,光栅波矢与光轴夹角为44°,方位角为90°。

关 键 词:全息术  光折变  矢量解析解  小调制度近似  双中心全息记录
文章编号:0253-2239(2007)02-0230-8
收稿时间:2006/4/29
修稿时间:2006-04-21

Vectorial Analyses and Recording Direction Optimization in Two-Center Holographic Recording
Zhou Yu,Liu Liren,Liu Dean,Yan Aimin,Luan Zhu.Vectorial Analyses and Recording Direction Optimization in Two-Center Holographic Recording[J].Acta Optica Sinica,2007,27(2):30-237.
Authors:Zhou Yu  Liu Liren  Liu Dean  Yan Aimin  Luan Zhu
Institution:Information Optics Laboratory, Shanghai Institute of Optics and Fine Mechanics, The Chinese Academy of Sciences, Shanghai 201800
Abstract:Vectorial analysis is done for Kukhtarev equations describing the nonvolatile holographic recording in doubly doped crystals, and the bulk photovoltaic effect and external electrical field are considered. On the basis of small signal approximation, the vectorial analytic solutions to the space-charge field for two-center holographic recording in the recording and readout phases are deduced. Considering the anisotropy of the space-charge field and effective electro-optic coefficient, an optimal recording direction of the two-center holographic recording is given. The optimal recording direction is determined mainly by the effective electro-optic coefficient, in (Fe, Mn):LiNbO3 crystal recording with 633 nm ordinary polarization beams, and the grating vector has a 22° angle to the optical axis and a 30° azimuth angle to x axis. But the optimal recording direction is determined mainly by the fixed space-charge field, in (Fe, Mn):LiNbO3 crystals recording with 633 nm extraordinary polarization beams, and the grating vector has a 44° angle to the optical axis and a 90° azimuth angle to x axis.
Keywords:holography  photorefraction  vectorial analytic solution  small signal approximation  two-center holographic recording
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