利用齐次线性坐标变换,将光学系统的高斯物像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,阐述坐标变换方法与动态光学理论的关系.利用坐标变换方法推导一些重要的动态光学系统的成像性质,验证动态光学的一系列结论.通过本文的研究,证明坐标变换方法与动态光学理论的一致性,也明确在动态光学系统内坐标变换方法的应用.

In this paper,we firstly utilize homogeneous linear coordinate transformation (LCT) to express the object image conjugate theory of Gauss optic system;then compare it with the acting matrix in Theory of Motion Optics,expatiate on the relations between the coordinate transformation method and Theory of Motion Optics(MO).Secondly,we deduce some important features of motion optic system (MOS) with LCT, and validate a series of conclusions of MO.And finally, we testifiy the consistency of LCT and MO,and ascertain the applying way of LCT in MOS.