摘要
本文在普遍情况下使用矩阵方法详细讨论了光学系统的等效变换,证明光线变换矩阵为的光学系统当C≠0时可等效为一个薄透镜,当C=0时等效为一个薄透镜组。文中所得结果能用于分析光线或光束通过复杂光学系统的变换和多元件光腔的问题。
In general case equivalent transformation of optical systems is discussed in detail by using matrix methods. It has been shown that the optical system with ray transfer
matrix(ABCD) can be equivalent to a thin lens, if C≠0, or to a conbination of two
thin lens, if C=0. The results given in this paper is useful for analysing the transformation of ray or beam through a complex optical system and the problems of multielement resonators.
出处
《光学学报》
EI
CAS
CSCD
北大核心
1991年第6期536-544,共9页
Acta Optica Sinica
关键词
光学系统
等效变换
合成
矩阵光学
equivalent transformation, matrix optics, synthesis of optical system.
