However if the slides are to be scanned, this is not a requisite, and in fact perhaps the dynamic range should be reduce to better match the scanner's capability.
effort is much higher if you want to increase a yield from 90% to 95%, for example, than perhaps from 65% to 70%.
Digital photography and analogue photography are two different media. One should not play them off against each other. Of course, digital processing has completely different possibilities than a purely analogue process.
But whether a digital projection or the projection of a good black and white slide achieves the highest dynamics, I don't know for sure.
What about proposing Klaus to sell digital cameras instead?
Well, people have certain ideas in mind when offering services or products.
Klaus Wehner, from all I know from or about him, is devoted to black and white slide projection and to yield "best" results (whatever this means, he explained above). Proposing to him to adapt his process for film to be scanned seems ridiculous to me. And thus I thought my comment cheap but appropriate.
There is a misunderstanding. I never mentioned scanning for digital projection of b&w slides... Which, in my opinion, would be a silly thing to do, and I would guess we both think the same about digital projection.
Unterscheidet sich die optimale DMax für das beste Seherlebnis für Schwarzweiß-Dias von Schwarzweiß-Filmen? Ich habe das Datenblatt des KODAK TRI-X Reversal Film 7266 überprüft und die empfohlene DMax scheint bei etwa 2,6 zu liegen, wie aus dieser Grafik hervorgeht:
View attachment 303536
You have to distinguish between the "maximum density" (2.7) that can be achieved with the standard process
and the actual "optimal density" (4.00) in the projection.
This can be a very big difference!
An analogy:
anyone who makes enlargements themselves in the darkroom knows how faint a photo looks that has been printed on an overlaid photographic paper.
Here, too, quality is given away. An overlaid paper may achieve an interval of 0.5 to 1.80 (fresh paper: 0.1 to 2.00).
Nobody would accept such an old, overlaid paper in the darkroom.
Makes me wonder why B&W motion picture makers never tried to optimize their processes to get as high DMax as 4.00 if such a high DMax indeed gave a huge improvement in viewing experience. Their target DMax has been between 2.5-2.75 and there must be good reasons for that. One of the technical books on the subject mentions that flare is a factor that makes densities higher than 2.75 not so useful for projection.
B&W motion picture at the non-amateur level uses neg-pos, not direct reversal. Take a look at the Dmax of 2302 in D-97 - and while you're there, do consider that what is needed for cinema projection is going to be different from a light table presentation or a domestic slide projector.
However, in a neg-pos system where this film is used, to achieve the theoretical DMax of 4.0 in the positive, the density range of the negative needs to be > 2.0. Is the negative film in the neg-pos system developed to this high density range?
Which maximum density is necessary, everyone can easily find out for themselves with their own means.
One has to find out the density that one's own projector at home can just about shine through.
...
Through such experiments one finds out that the limit for transilluminating a slide is approximately 4.00.
This is the usable density interval for a good black and white slide.
I am certainly no expert on this subject, but IMHO the following is a better methodology:
1. Choose a slide that has clear highlights, good midtones and deep shadows going into DMax territory of 4.0 log D.
2. Identify a reference highlight patch in the slide. Measure its density using a densitometer.
2. Identify a few patches in the slide with densities in the range 2.00 - 4.0. Ideally, the chosen patches will have density throughout this range.
3. Measure the densities of these high density patches using a densitometer.
4. Project the slide in your normal viewing environment.
5. Measure the luminance of the reference highlight patch as well as the high density patches from the projection.
6. Compute the luminance ratio of the reference highlight patch with each of the high density patches.
7. Compare these ratios with that obtained from the densitometric measurements of the slide.
8. Due to flare, the two sets of ratios will not be identical. The amount of flare in the viewing environment determines at which density the ratios start diverging. With a flare of 0.5% you should see divergence at density 2.75 and above.
On a slide with an optimal maximum density of about 4.00, the deep shadows (zone I...III) are perhaps in the range 3.6...2.8.
Even with the influence of stray light, one can expect optimal differentiation here. Of course, all mid-tones and also the highlights benefit from a higher contrast.
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