节点文献
用琼斯矢量法讨论菲涅尔反射、折射公式
SINNER FORMULA DISCUSSED BY JONES VECTOR
【摘要】 从菲涅尔反射、折射公式入手,用琼斯矢量法表示入射光、折射光、反射光,得出了反射琼斯矩阵和折射琼斯矩阵.然后用线偏振光为例作为入射光,讨论反射、折射光的两垂直分量的比例关系,推导布儒斯特角.最后,又引申到用自然光作为入射光时的反射起偏原理.
【Abstract】 This paper obtains the reflectional Jones matrix and refractional jones matrix by theoretical analysis of Sinner Formula and electric jones vector. Polarized linear and unpolarized light are taken as an example for the application of these two matrix. The orthogonal polarzed proportion is discussed and the Brewster angle is obtains as a result of the discussion.
【关键词】 反射比;
透射比;
琼斯矢量;
布儒斯特角;
【Key words】 transmissivativity; reflection power; Jones vector; Brewster angle;
【Key words】 transmissivativity; reflection power; Jones vector; Brewster angle;
- 【文献出处】 曲阜师范大学学报(自然科学版) ,JOURNAL OF QUFU NORMAL UNIVERSITY(NATURAL SCIENCE) , 编辑部邮箱 ,1998年04期
- 【分类号】O435.1
- 【被引频次】3
- 【下载频次】403