摘要
本文利用齐次线性坐标变换 ,将光学系统的高斯物象共轭理论用齐次坐标变换的方法来描述 ,并与动态光学理论中的作用矩阵相比较 ,阐述了坐标变换方法与动态光学理论的关系 ;推导了一些重要的动态光学系统的成象性质 ,验证了动态光学的一系列结论 .通过本文的研究 ,证明了坐标变换方法与动态光学理论的一致性 。
In this paper, It is firstly utilized uniform linear coordinate transformation (LCT) to depict the object-image conjugate theory of Gauss optic system; then compared with the action matrix in Dynamic Optics Theory (DOT), expatiated on the relations between LCT and DOT. Secondly, with LCT, we deduced some important features of moving optic system (MOS), and validate a series of conclusions of DOT. Through this study, we testified the consistency of LCT and DOT, ascertained the applying way of LCT in MOS.
出处
《光子学报》
EI
CAS
CSCD
北大核心
2001年第7期846-850,共5页
Acta Photonica Sinica
