Canonical operator representation of diffraction integrals in the time domain

Guilin Ding; Baida Lu

doi:10.1117/12.133303

1 July 1993 Canonical operator representation of diffraction integrals in the time domain

Guilin Ding, Baida Lu

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Optical Engineering, Vol. 32, Issue 7, (July 1993). https://doi.org/10.1117/12.133303

Abstract

The generalized Huygens/Fresnel integrals in the time domain are derived and then formulated in the canonical operator form with the aid of the Green function and matrix/operator methods. We show in typical applications that the derivation of the ABCD law in the time domain and temporal imaging with a time lens can be simply treated by using the canonical operator representation of the diffraction integrals.

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Guilin Ding and Baida Lu "Canonical operator representation of diffraction integrals in the time domain," Optical Engineering 32(7), (1 July 1993). https://doi.org/10.1117/12.133303

Published: 1 July 1993

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