林银森. 全对称系统的变焦理论及其应用[J]. 武汉大学学报 ( 信息科学版), 1983, 8(2): 82-95.
引用本文: 林银森. 全对称系统的变焦理论及其应用[J]. 武汉大学学报 ( 信息科学版), 1983, 8(2): 82-95.
Lin Yinsen. Zoom theory and application of the all-symmetric system[J]. Geomatics and Information Science of Wuhan University, 1983, 8(2): 82-95.
Citation: Lin Yinsen. Zoom theory and application of the all-symmetric system[J]. Geomatics and Information Science of Wuhan University, 1983, 8(2): 82-95.

全对称系统的变焦理论及其应用

Zoom theory and application of the all-symmetric system

  • 摘要: 本文主要研究全对称系统的变倍比、理想光学公式和缩放比的计算方法等理论问题。全对称半部为"-、+、-"排列方式的三片式结构,变倍组采用物象交换原则。本理论可实际应用于β=-1全对称型复消色差制版物镜的变距焦设计。文章着重讨论其光焦度分配方案,并给出了一个可同时满足平象场和复消色、长短焦距端值为600和450毫米的二级变焦距复消色差制版物镜光焦度分配的数字例子。

     

    Abstract: This paper mainly investigates the theoretical problem of all-symmetric system with respect to its magnification change ratio,ideal optical formulas and computational techniques of reduction and enlargment ratio.Half of the all-symmetric system is a three-element structure with the arrangment of"-.+.-".The commutative principle of the object and image is adopted in the variable magnification lens group.This theory is applicable to the design of the zoom for the all-symmetric type and apochromatic reproduction camera objective lens,the transversal magnification of which is -1x.This paper mainly discusses the distribution of power and gives a numerical example of power distribution of the apochromatic reproduction camera objective lens with second-order zoom,which can satisfy the field-flattening and apochromatism,and in the meantime meet the requirements of the end values of both long and short focal lengths ranging from 600 to 450 mm.

     

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