Crosstalk Reduction Using Tapered Intersecting Waveguides

Crosstalk reduction using tapered intersecting waveguides has been proposed and demonstrated experimentally. The crosstalk with a small intersection angle of up to 20° was theoretically investigated, by applying coupled mode theory. Experimental results show that the crosstalks between wide taper intersecting waveguides with the angles of 13 to 20° are decreased with respect to the crosstalk of the intersecting linear waveguide.     

锥形光波导中附加相位特性的分析

分析了不同过渡边界锥形光波导中的附加相位特性.采用近似公式分析了附加相位的改变趋势,进行了精确的数值计算.附加相位的改变量与锥形光波导各个几何参量相关并与波长敏感.提出可以利用变宽与变窄的锥形光波导进行波长敏感性补偿.     

Low Loss S-Bend Structure With Tapered Curved Waveguides

A novel S-bend with tapered curved waveguides is proposed. The normalized transmitted power is greater than the conventional bend with weakly guided waveguides. Small size and low loss can be reached by the proposed S-bend.     

Coupled-Soliton All-Optical Logic Device with Two Parallel Tapered Waveguides

In this article, a new all-optical logic device by using the interaction of spatial solitons has been proposed. The operation of the proposed device is based on the evolution of a nonlinear guided wave propagating along two parallel tapered waveguides with a Kerr-type nonlinear medium between them. The numerical results show that this device could be potentially useful in several all-optical logic functions (AND, OR, and XOR).     

Coupled-Soliton All-Optical Logic Device with Two Parallel Tapered Waveguides

In this article, a new all-optical logic device by using the interaction of spatial solitons has been proposed. The operation of the proposed device is based on the evolution of a nonlinear guided wave propagating along two parallel tapered waveguides with a Kerr-type nonlinear medium between them. The numerical results show that this device could be potentially useful in several all-optical logic functions (AND, OR, and XOR).     

A New Type of Terahertz Waveguides

A new type of THz waveguides, which employs a solid polyethylene rod as the core and polyethylene tubes in a periodic array of square lattice as the cladding, is proposed. Optical properties of this new THz waveguide, especially in dispersion, confinement loss and single mode property, are investigated in detail with the plane wave expansion method and the beam propagation method. Numerical results demonstrate that the new THz waveguide can reach not only low dispersion but also low confinement loss at single mode propagation. Therefore, the square lattice structure is a better candidate as THz waveguides than the triangular ones.     

确定介质波导导模折射率的一种新方法

介绍一种确定平面介质波导导模折射率的新法，它是Ｒｕｓｃｈｉｎ－Ｌｉｔ计模法的推广，与计模法有关的半相位移关系得到完善，本文还给出新法在几种有代表性波导中的应用和计算结果。     

一种新型的Tapered光纤光栅

利用耦合模方程对正弦型Ｔａｐｅｒｅｄ光纤光栅的反射谱进行了较为详细的计算和分析,并从实验上进行了验证。利用叠加均匀周期光纤光栅的模板和周期性振幅光栏一次成栅的方法,获得了具有三个反射峰、中心波长间隔为０．８ｎｍ的Ｔａｐｅｒｅｄ光纤光栅,这种光栅具有类似于梳状滤波器的功能,在多波长光纤激光器等方面有重要应用。     

一种全面测定平板波导折射率参数的新方法

本文通过对耦合棱镜中反射光束强度变化的测量，给出了平板波导的全部折射率参数，包括波导表面，波导模以及衬底的折射率，由此可以精确的得到平板波导的折射率分布，为波导的设计提供了可靠的参数。     

An Alternative Method to Analyze Field Distribution in Curved Dielectric Waveguides

A simple and effective method is proposed to analyze the field distribution of a curved dielectric waveguide with rectangular cross-section. Numerical results are compared with the measured values. It is shown that the present approach is effective and reliable.     

基于插值的全矢量有限差分法求解阶跃光波导本征模式

给出了一种适合求解阶跃折射率分布光波导本征模式的全矢量有限差分法.该方法充分考虑了电场分量在折射率分布跃变处的不连续性, 在拉格朗日插值的基础上得到了一种精度较高的差分格式.为了验证其有效性,对一种典型结构、折射率阶跃分布的波导作了计算,并与其它方法的结果作了比较.最后对不理想刻蚀情况做了模拟计算.     

一般多值相位光栅菲涅耳衍射光场的分析

基于光栅结构与距离的关系,给出了一种求解一般多值相位光栅菲涅耳衍射光场的解析表达式利用该表达式可以直接分析一般多值相位光栅的分数泰伯数效应及在阵列照明中的应用,克服了间接分析法只能分析某些类型的泰伯阵列照明器的不足之处.     

基于变量变换伽辽金法光波导半矢量分析

基于变量变换伽辽金法(VTGM),建立了半矢量分析光波导本征值问题的数理模型;获得了矩形光波导、脊形光波导的本征模的模场分布及归一化传播常数,计算结果和已发表的结果非常接近.半矢量VTGM采用平面映射边界条件,避免了边界截断,又能反映模场的偏振特性,是一种较为理想的光子器件分析方法.     

一种获得极低温度的新方法

当代科学技术的发展,已经可以获得多方面的极端实验条件,例如,极强磁场和极弱磁场的获得与测量,极高压强和极高真空的获得与测量,极高温度和极低温度的获得与测量,等等．在这些极端条件下,常会出现一些新的现象,有的还可得到新的应用．在超低温度方面已经相继发展了１Ｋ到１０－３Ｋ的ｍＫ区、１０－３Ｋ到１０－６Ｋ的μＫ区和１０－６Ｋ到１０－９Ｋ的ｎＫ区．在这些极低温度区域内,已经发现了碱金属原子和氢原子的玻色－爱因斯坦凝聚现象;氦－３和铜原子核的原子核磁矩有序的核磁有序（如核铁磁有序和核反铁磁有序）现象［１］…     

平板波导的溶胶-凝胶法制备与测试

利用溶胶-凝胶法制作了平板波导.实验中,在不同的条件下采用溶胶-凝胶法在玻璃衬底上制备出TiO2平板波导,分析了影响平板波导的因素,如溶胶-凝胶溶液的浓度、pH值,滴胶速度,热处理等.并对在不同工艺条件下的波导膜特性进行了测试,分析了影响波导膜质量的各个因素.实验表明,在控制实验条件的前提下溶胶-凝胶法在制作平板波导膜的工艺上制作方法简单,容易实现.     

图解法分析自聚焦透镜的物像关系

从自聚焦透镜的成像特性出发,导出了自聚焦透镜与普通透镜相同的高斯物像公式.采用理想光具组图解法分析了自聚焦透镜子午光线的成像.该成像法只需要找出基点、基面的位置,利用两条特殊光线,便可以在确定物体具体位置和高度的情况下通过图解法,得出像的具体位置和大小.对直径为1.82 mm的自聚焦透镜的物像关系进行了实验研究,结果表明图解法能够很好地分析自聚焦透镜成像.     

A Compact 2-D Finite-Difference Frequency-Domain Method for Dispersion Characteristics Analysis of Trapezoidal-Ridge Waveguides

A compact two-dimension (2-D) finite-difference frequency-domain (FDFD) method is used to analyze the dispersion characteristics of single and double trapezoidal-ridge waveguides. The general 2-D FDFD formulation under orthogonal curvilinear coordinate system is derived from the difference form of Maxwell’s equations, and modified difference formulas at the trapezoidal-ridge section are built. After implementing the boundary conditions, the 2-D FDFD formulation is concluded as an eigen equation and then constructed by a highly sparse matrix. By solving the matrix-eigen equation, the dispersion characteristics of the ridged waveguides can be obtained. Computed results are in good agreements with the previously published and simulated ones, which prove the correctness of the method.     

平板波导的溶胶-凝胶法制备与测试

利用溶胶-凝胶法制作了平板波导.实验中,在不同的条件下采用溶胶-凝胶法在玻璃衬底上制备出TiO2平板波导,分析了影响平板波导的因素,如溶胶-凝胶溶液的浓度、pH值,滴胶速度,热处理等.并对在不同工艺条件下的波导膜特性进行了测试,分析了影响波导膜质量的各个因素.实验表明,在控制实验条件的前提下溶胶-凝胶法在制作平板波导膜的工艺上制作方法简单,容易实现.     

Method of Lines Based on Finite Element Discrete Technique to Analyze Eigenvalues of Waveguides

In this paper, a novel numerical technique to solve electromagnetic boundary value problem is described. This finite element based method of lines is developed by combining finite element method and the method of lines, so that it not only has high flexibility to treat geometrically and compositionally complex problems but also maintains high accuracy of semi-analytical technique. The geometry discretization, element mapping, element trial function and standard ordinary differential equation construction are discussed in details. Our numerical result demonstrates that this method can successfully solve the complex problems with fewer mesh lines when compared with conventional method of lines.     

一种测量偏振模色散的新方法

提出利用检偏器和光谱仪同时测量单模光纤各个波长的输出偏振态，从而测量出偏振横色散群时延差，这种方法和传统方法相比，测量时间大为节省，降低了偏振模色散随时间变化而引起的测量误差，提高了测量精度。