Vector analysis of the real diffractive optical elements

Jan Popelek; Frantisek Urban

doi:10.1117/12.190214

12 October 1994 Vector analysis of the real diffractive optical elements

Jan Popelek, Frantisek Urban

Proceedings Volume 2169, Nonconventional Optical Imaging Elements; (1994) https://doi.org/10.1117/12.190214
Event: International Colloquium on Nonconventional Optical Imaging Elements, 1993, Rydzyna-Rokosowo, Poland

Abstract

Predictions which are made by the Kirchhoff scalar theory of diffraction are widely used in the diffractive element design but they become unreliable if the diffraction of the polarized light is evaluated. The vector revision of this theory is presented and a novel approach to the diffractive element design is suggested.

Citation Download Citation

Jan Popelek and Frantisek Urban "Vector analysis of the real diffractive optical elements", Proc. SPIE 2169, Nonconventional Optical Imaging Elements, (12 October 1994); https://doi.org/10.1117/12.190214

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