Light which has been scattered from any point in the
surface of the scatter plate expands to over fill the
lens aperture, and the fraction passing the aperture
is focused down to combine on the film with the
unscattered light from the same point of the scatter
plate. The two components are in the relation of
"object beam" and "reference beam" in holographic
recording, and the record on the film is & Fourier
holograme When reconstructed, Figure 17,
Screen
Figure 15 Contouring fringes. Spacing 5 cm
approximately. U
Separate negatives, bleached to produced phase records,
are viewed in the first diffracted order, and pairs of Lens hologram
records can be combined to yield interference contours
of deformation, Figure 14, or, by an appropriate
uniform movement between exposures, contours of
surface form, Figure 15. Figure 17 System for constructing a lens hologram.
Reference
; two images of the aperture are produced, one rotated
9 Forno C, "White-light speckle photography for through 180^ with respect to the other. If the
measuring deformation, strain, and shape", reference beam has been carefully located to be
Optics and Laser Technology, 1975, October, central, the two areas are superimposed and the
pp 217-222. wavefronts interfere to produce a pattern showing
the symmetrical aberrations, Figure 18.
6 LENS HOLOGRAM TECHNIQUES FOR ANALYSING CAMERA
SYSTEMS
J M Burch, C Forno, L H Tanner* (10)
Partly as the consequence of the need to explore the
aberrations of the cameras used in the moire grid
and white-light speckle techniques just described in
sections 4 and 5, a novel method using a scatter plate
to produce a holographic record of the wavefront in
the pupil of the lens has been developed. In
Figure 16 & beam of coherent light from a laser is
focused down through a "scatter-plate" (a partially
scattering plane-parallel plate) to a small spot in
the centre of the lens aperture. This beam then
diverges to produce a patch of light on the film in
the camera which is conjugate with the area of the
scatter plate covered by the convergent beam.
Figure 18 Example of a reconstruction of a lens
hologram.
P L SP RB SB
An important point in this method is that the
"aberration" shown includes the effects of change of
focus and of movement of the film, and so provides
a relatively simple basis for examining the
focusing and stability of the film location in
cameras used in the normal way.
Figure 16 System for producing the lens aberration
holograms: Reference
P = Polaroid, S = shutter, O = objective
L = condenser lens, SP = scatter—plate, 10 Burch J M, Forno C, Tanner L H, "A lens hologram
RB = reference beam, SB = scattered beams, technique for analysing symmetrical aberrations
BS = beam-splitter, M - viewing lens, of a camera system" Optics and Laser Technology,
C = camera lens, F = filme 1974, June, pp 109-113.
93