A simple mathematical description of thick hologram recording and playback is given using a basic wave front representation. Results are obtained for amplitude and phase holography. This approach is very accessible to students and predicts the important results that are obtained in early and some more advanced holography experiments. The approach is also quite general and applies to transmission and reflection holography.

1.
H. J. Bjelkhagen, Silver-Halide Recording Materials for Holography and Their Processing, 2nd ed. (Springer-Verlag, Berlin, 1995).
2.
S.
Piazzolla
and
B. K.
Jenkins
, “
Holographic grating formation in photopolymers
,”
Opt. Lett.
21
,
1075
1077
(
1996
).
3.
Howard M. Smith, in Principles of Holography (Wiley, New York, 1969).
4.
P. Hariharan, Optical Holography, Principles, Techniques and Applications (Cambridge U.P., New York, 1986).
5.
H.
Kogelnik
, “
Coupled wave theory for thick holograms
,”
Bell Syst. Tech. J.
48
,
2909
2947
(
1969
).
6.
S.
Martin
,
P.
Leclere
,
Y.
Renotte
,
V.
Toal
, and
Y.
Lion
, “
Characterisation of an acrylamide-based dry photopolymer holographic recording material
,”
Opt. Eng.
33
(
12
),
3942
3946
(
1995
).
7.
L. Solymar and D. J. Cooke, Volume Holography and Volume Grating (Academic, London, 1981).
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