现代信息科技2026，Vol.10Issue(2)：21-25,30,6.DOI:10.19850/j.cnki.2096-4706.2026.02.004
基于偏振数据有限层斜方晶系正问题的数值解
Numerical Solution for the Forward Problem of a Finite-layer Orthorhombic Crystals Based on Polarization Data
摘要
Abstract
For the structure of finite-layer orthorhombic crystals,the forward problem of optical polarization transmission is investigated.By establishing a matrix model for layered transmission,the polarization data of laser propagation is numerically solved for a given molecular dielectric tensor.The influence law of incident angle variations on the polarization data is systematically analyzed,with a particular focus on the dependence of the polarization data of transmitted light on the number of liquid crystal layers.Numerical results indicate that when the layering reaches a certain level of refinement,the solution converges,enabling the model to accurately replicate the propagation behavior of light in a continuous medium,thereby precisely characterizing the modulation effect of the internal structure of the liquid crystal on the polarization of transmitted light.Additionally,the influence of the dielectric tensor of a homogeneous medium on the polarization data is analyzed.关键词
有限层斜方晶系/偏振数据/Berreman系统/正问题Key words
finite-layer orthorhombic crystal/polarization data/Berreman system/forward problem分类
信息技术与安全科学引用本文复制引用
次仁卓拉..基于偏振数据有限层斜方晶系正问题的数值解[J].现代信息科技,2026,10(2):21-25,30,6.基金项目
西藏大学高水平人才培养计划项目(2025-GSP-S066) （2025-GSP-S066）
