Transer function of a 3-D reflective hologram

Sergey B. Odinokov; T. E. Poddubnaya; Oleg V. Rozhkov

doi:10.1117/12.19412

1 February 1991 Transer function of a 3-D reflective hologram

Sergey B. Odinokov, T. E. Poddubnaya, Oleg V. Rozhkov

Proceedings Volume 1238, Three-Dimensional Holography: Science, Culture, Education; (1991) https://doi.org/10.1117/12.19412
Event: International Seminar on 3D Holography, 1989, Kiev, Ukraine

Abstract

In the framework of the kinematic theory of three dimensional holograms an analytical expression for the impulse response of a 3-D reflective hologram in a paraxial approximatation has been obtained. The problem of applicability of the transfer function concept to a 3-D reflective hologram has been studied and it has been shown that even in a paraxial domain this hologram can he regarded as a space-invariant system only at small deviation from the Bragg condition. The analytical expression defining the transfer function of a 3-D reflectiye hologram has been derived for this case. The formulae obtained allow to rapidly evaluate the quality of the reconstructed image.

Citation Download Citation

Sergey B. Odinokov, T. E. Poddubnaya, and Oleg V. Rozhkov "Transer function of a 3-D reflective hologram", Proc. SPIE 1238, Three-Dimensional Holography: Science, Culture, Education, (1 February 1991); https://doi.org/10.1117/12.19412

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