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

Dispersion

Fourier transforms

Modulators

Space operations

Optical engineering

Optoelectronics

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