General Thin-Lens Action on Spatial Intensity Distribution Behaves as Non-Integer Powers of Fourier Transform

Lester F. Ludwig

doi:10.1364/SLMA.1988.ThE4

Spatial Light Modulators and Applications
Technical Digest Series (Optica Publishing Group, 1988),
paper ThE4
•https://doi.org/10.1364/SLMA.1988.ThE4

General Thin-Lens Action on Spatial Intensity Distribution Behaves as Non-Integer Powers of Fourier Transform

Lester F. Ludwig

Spatial Light Modulators and Applications 1988

South Lake Tahoe, Nevada United States
15–17 June 1988
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L. F. Ludwig, "General Thin-Lens Action on Spatial Intensity Distribution Behaves as Non-Integer Powers of Fourier Transform," in Spatial Light Modulators and Applications, Technical Digest Series (Optica Publishing Group, 1988), paper ThE4.

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Abstract

This paper shows that the classical equations for the action of a thin-lens on the spatial intensity distribution of light [3] behave generally as non-integer powers of the Fourier transform [1,2] for separation distances within the lens-law boundary.

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