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各向同性光波导受到各向同性微扰时的严格矢量耦合模理论
引用本文:李登峰,Dong Huining,董会宁,邱怡申,祖小涛.各向同性光波导受到各向同性微扰时的严格矢量耦合模理论[J].光子学报,2006,35(6):828-831.
作者姓名:李登峰  Dong Huining  董会宁  邱怡申  祖小涛
作者单位:1. 重庆邮电大学光电工程学院,重庆,400065;成都电子科技大学物理与电子学院,成都,610054
2. 重庆邮电大学光电工程学院,重庆,400065
3. 福建师范大学物理与光电信息科技学院,福州,350007
4. 成都电子科技大学物理与电子学院,成都,610054
基金项目:重庆邮电学院校科研和教改项目 , 重庆市科委科研项目 , 重庆市教委资助项目
摘    要:从Maxwell方程出发,推导出各向同性光波导受到各向同性微扰时严格的非正交矢量耦合模理论,在耦合系数的表达式中发现不包含Wei-Ping Huang 的准矢量耦合模理论中的偏振耦合项,但在推导过程中曾出现过偏振耦合项.最后认为这是由于偏振耦合项是二阶小量,而弱导近似忽略了与之相等的二阶小量耦合项.因此,严格的矢量耦合模理论不存在该项而准矢量耦合模理论可把偏振耦合项作为修正项.

关 键 词:光波导  矢量耦合模理论  偏振耦合项  麦克斯韦方程
收稿时间:2005-09-07
修稿时间:2005年9月7日

The Rigorous Vectorial Coupled-Mode Theory for the Isotropic Optical Waveguide with Isotropic Disturbances


.The Rigorous Vectorial Coupled-Mode Theory for the Isotropic Optical Waveguide with Isotropic Disturbances[J].Acta Photonica Sinica,2006,35(6):828-831.
Authors:

Institution:School of Electronics Engineering, Chongqing University of Posts and Telecommunications,Chongqing 400065 ;2 School of Physical Eletronics,University of Electronics Science and Technology of China ,Chengdu 610054; 3 School of Physics and 0ptoelectronics Technology, Fujian Normal University,Fuzhou 350007
Abstract:The rigorous nonorthogonal vectorial coupled-mode theory is presented for the isotropic waveguide with isotropic disturbances, based on the Maxwell Equation. The coupling term due to polarization, which is presented in the scalar coupled-mode theory with the vector correction of the Wei-Ping Huang, isn't included in this rigorous vectorial coupled-mode theory, and the term is emerged during the derivation. It is because that the coupling term due to polarization and the ignored term due to the weakly guiding approximation are as small as the second order, and they are just the same. Therefore, the rigorous vectorial coupled-mode theory has not the coupling term due to polarization which can be looked as the vector correction for the scalar coupled-mode theory.
Keywords:Optical waveguide  Vectorial coupled-mode theory  Coupling term due to polarization  Maxwell equation
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