"Bill Hilton" wrote in message
SNIP
What works for me with film scans is to not do ANY sharpening on the scan
so
it’s still a touch soft due to blooming from the scanner, then downsample
in
50% steps using ‘bicubic sharper’ as many times as needed to get close to
the
target size, then doing it one more time to the target size. Since my
film
scans are all pretty much one of three basic sizes, depending on whether
I’ve
scanned 35 mm or 6×4.5 cm or 6×7 cm film, I have actions that do the steps
and
it’s pretty quick.
That would work a bit better with unsharpened (Bayer CFA) digicam images and most Flatbed scanners. A good filmscanner (assuming a top-notch film) will have real detail down to the single pixel.
I think not sharpening the initial scan takes care of the pre-blurring 🙂
With
‘bicubic sharper’ I can see artifacting or a kind of crunchy look
sometimes
when I’ve downsampled sharpened files.
In print that would probably become invisible, but downsizing is more often done for web publishing, so artifacts are not welcome.
At any rate this method seems to work well for me on actual images, giving better results than I got pre-CS with a variety of techniques. I can see
how
it won’t work well with a target like you used though. For grins I’ll
download
your test pattern and see if downsizing in increments (probably smaller
than
50% increments since the file is so sharp … maybe 10% steps?) gives
better
results than resampling in one fell swoop.
The benefit of the target is that it’ll represent a worst-case scenario. If the method used behaves well on the target (no artifacts beyond the radius as a reduction percentage of the diagonal), there’s no need to question less critical subjects. Although pre-blurring may seem counter productive for increasing the quality, remember that any pre-blur introduced will also be reduced in size.
In Photoshop CS, an 8-b/ch Gaussian blur extends to no more than the following number of pixels:
Radius Pixels
0.0-0.1 0
0.2-0.5 1
0.6-0.8 2
0.9-1.2 3
1.3-1.6 4
1.7-2.3 5
2.4-2.6 6
2.7-2.9 7
3.0-3.3 8
3.4-3.6 9
3.7-3.9 10
Given the shape of a Gaussian curve, I’d say that e.g. a 5x reduction (to 20%) would tolerate up to a 1.2 radius before losing resolution that can’t be reliably restored by post-sharpening. It is also possible to apply a self-defined averaging filter with the Other|Custom filter.
Bart