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Method of zoom lens design
Author(s) -
Antonı́n Mikš,
Jiří Novák,
Pavel Novák
Publication year - 2008
Publication title -
applied optics
Language(s) - English
Resource type - Journals
ISSN - 0003-6935
DOI - 10.1364/ao.47.006088
Subject(s) - zoom , zoom lens , optics , computer science , lens (geology) , curvature , simple (philosophy) , set (abstract data type) , spherical aberration , simple lens , chromatic aberration , focal length , physics , mathematics , geometry , philosophy , programming language , epistemology , chromatic scale
Optical systems with variable optical characteristics (zoom lenses) find broader applications in practice nowadays and methods for their design are constantly developed and improved. We describe a relatively simple method of the design of zoom lenses using the third-order aberration theory. It presents one of the possible approaches of obtaining the Seidel aberration coefficients of individual members of a zoom lens. The advantage of this method is that Seidel aberration coefficients of individual elements of a given optical system can be obtained simply by solving of a set of linear equations. By using these coefficients, one can determine residual aberrations of the optical system without detailed knowledge about the structure of its individual elements. Furthermore, we can determine construction parameters of the optical system, i.e., radii of curvature and thicknesses of individual elements of a given optical system. The proposed method makes it possible to determine which elements of the optical system can be designed as simple lenses and which elements must have a more complicated design, e.g., doublets or triplets.

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