K
Kennedy McEwen
The tests are correct, but their (or your) use of the term "realHans-Dieter Oberle said:I have seen your other post and I do understand it. But in the past I have seen
a lot of tests which proved that the "real" resolution of flatbed scanners is
only about half the resolution compared to the spec. Are these tests wrong, or
what is the reason for this result?
resolution" is incorrect. The difference is what MTF the tests use as
their limit of resolution. As explained in the other post, the flatbed
approach uses a design which guarantees that the MTF is near zero at the
resolution limit of the sample density. So, if the test calls the limit
of useful resolution and MTF of 10% then it will yield a measure of
resolution which is less than half the sampling density of the flatbed,
but equal to (and in some cases more than) that for the film scanner. If
the test calls the limit at 20% then the result for the film scanner
will be even lower still. However, the "real" resolution limit is the
point at which the MTF falls to zero, and that is extremely difficult
(but not impossible) to measure.
Another issue is that many of the tests insist that any image sharpening
is turned off before measurement on the grounds that this "evens the
playing field". However it does quite the opposite, biasing the
measurement in favour of the dedicated film scanner. If you followed
the other post you will also understand that the area of each cell in
the staggered array is approximately 4x that of the equivalent cell in
an unstaggered array. This means that the staggered array has around
twice as much intrinsic signal to noise (all other things being equal).
As mentioned in the other post, the MTF in the useful band is reduced
because of the desire to avoid aliasing and this should be compensated
by post scan sharpening, trading that improved noise floor for
increasing the effective MTF in the useful band.
The playing field is level when the intrinsic advantage of the larger
pixel has been compensated by the increased noise of the sharpening
filter with a staggered array, not when the filter is switched off.
A final issue is that the image that is usually used as a reference is
that produced by a linear, undersampled scanner - one which has a
significant MTF at and above the limit imposed by the sampling
resolution. Whilst such a scanner will certainly resolve the test
image, the excess contrast and consequential aliasing set an unrealistic
comparison for a critically sampled image - one where the MTF reaches
zero exactly at the limit imposed by the sampling resolution.
BTW, because of practicalities such as fill factors being less than
100%, the zero point of the MTF is generally quite a way above half of
the sampling resolution, but I tried to simplify the general principle.