1S.
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Optical arrangement to obtain a line spread function is
illustrated in Figure 1. A slit illuminated by light source and
optical fiber assembly is projected by the lens under test through
a variable light bender Which locates the projected slit image on
a scanner when one changes image height and also through collimator
lens which makes line images on the scanner. The herical scanning
slit is rotated by a synchronous motor and spatial distribution
of the line spread function is converted to a periodic time signal.
This signal is put into a mini-computer through an interface
and the Fourier transformation shown by Eq(4) is processed digitally.
Figure 2 shows the processor and teletype. The processor has a display
capability for line spread function and MTFs on CRT and also for
X-Y recorder as shown in Figure 3.
Typical X-Y recorder outputs are shown in Figure 4.
4. MEASUREMENT
4.1 Parameters for Measurement
Since photogrammetric cameras are usually used for infinite
conjugate, MTF measurements must be done at a fixed focus plane
one which film should be located. Therefore, the following procedures
are needed to achieve the above conditions.
4.1.1 Image Plane
Slits are made on a flat glass surface of which flatness is
kept within Spm. This surface is put in contact with the mechanical
surface of a camera as a replacement for the pressure plate. The scanner
is placed exactly at the focus of the collimator lens.
4.1.2 “Light Quantity
We are measuring MTF for white light in a combination of
a halogen lamp of 3300?K and a photomultiplier (R372) instead of
for monochromatic light.
Choice of suitable light quality has to be considered in
the future to take into account many different conditions such as
atmospheric spectral transmission, average spectal reflectance of
earth surface etc. :
4.1.3 Image Height (H)
Since optical systems have rotational symmetry, imaging
performances have the same symmetric characteristics. Locations of
measured points on a film plane are expressed by distances from
the center of the film and are called image height.