用琼斯算法求解椭圆光正反射问题需采用的数学处理方法  

Jones Calculus for Normally Reflected Elliptically Polarized Light

作　　者：王政平[1] 王玥坤[1] 孙帅[1] 

机构地区：[1]哈尔滨工程大学理学院,黑龙江哈尔滨150001

出　　处：《光学与光电技术》2012年第1期40-43,共4页Optics & Optoelectronic Technology

摘　　要：采用琼斯算法并结合Poincare球的图示研究了单色椭圆偏振光经理想平面镜正反射的特性,然后将获得的结论推广到圆偏振光及线偏振光经平面镜正反射的情形,再用偏振态几何参量表示法对结论加以验证,并提出便于记住结论的镜像法,以期对椭圆偏振光正反射问题的琼斯算法及获得结果的物理含义给出比较直观的诠释。同时指出采用琼斯算法求解偏振光学问题时需采用的特殊数学处理方法及产生这一现象的原因。The features of an elliptically polarlzecl monocnromanc ngm nu,~l,o,~y l ： ~ searched by using Jones calculus with Poincare sphere methods. Then the conclusions are deducted to the cases of circularly and linearly polarized light. Those conclusions are verified employing geometric parameters method of polarization states. A mirror image method, a convenient approach to recall the conclusions, is provided, so that the calculus and the conclusions are visually interpreted. Besides, the special mathematical treatment during the calculation of polarization problems utilizing Jones calculus and the reason are also stated.

关 键 词：光学工程 偏振 琼斯算法 反射 

分 类 号：O436.2[机械工程—光学工程]