The only thing better than 35mm slide film is medium format slide film (6x6)
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note that reversal film creates transparencies which are upto dmax 4 which is suitable for very bright projector lights. Negative film does not need to be nearly as dense because it is designed for projection by enlarger only.
If you think about the inverse square law and consider the distance a slide projector has to project compared to the distance an enlarger has to project, then it is obvious that slide projector lights need to be much brighter and hence reversal film needs to handle that.
An alternative way of looking at that aspect of this discussion is that a negative is not designed for viewing, therefore it does not need to have a density range that corresponds to the dynamic range of the eye (ie a negative doesn't have to look good). The density range of a negative or a positive (including internegatives and interpositives of course) needs to suit whatever process it is primarily intended for next, whether it be printing onto enlarging paper, onto Pt/Pd, onto print film, viewing, making a negative, or whatever. The inverse square law does not affect the relative brightness of the different parts of the image.
Best,
Helen
I think you may have misunderstood what I was saying or maybe I didn't explain it fully enough.
To project a slide to a viewing screen at some distance then the brightness of the lamp has to be great because of the inverse square law when compared to an enlarger which is projecting over a much shorter distance and to paper which is sensitive to low light levels. The transparency needs to accomodate that brightness. I was not suggesting that the density of a transparency is related to inverse square law but that because of the requirements of projection, a transparency must be of great density range. A dmax 4 transparency is 13+ stops. If you metered a projection screen would it be 13+ stops range?
No, the screen image of a transparency with a density range of 4.0 will not have a 13⅓ stop brightness range, but not because of the inverse square law. The difference between the density range of the transparency and the brightness range of the image on screen will be predominantly because of the factors that AgX has already mentioned: flare, room reflections and some small amount of ambient light being the typical main sources, interacting with the behaviour of the screen itself.
A practical example of this is seen in simple film to video transfer: one cannot reduce the brightness range of the screen image to a range that can be handled by a video camera by simply moving the screen further away from the film projector.
I'll stick with the idea that the main reason for the difference in density range between a B&W negative intended for enlargement onto traditional B&W enlarging paper, and a transparency intended for viewing by projection is not because of the difference in projection distance, but because enlarging paper is matched to a much lower brightness range than that which humans percieve as normal. We don't expect a wide brightness range for all subjects, but the materials need to be capable of it to make something like a sunlit landscape look normal. Even on a light table, a transparency of a sunlit landscape would look quite dull if the transparency had a density range of 1.0, for example.
Best,
Helen
If you think about the inverse square law and consider the distance a slide projector has to project compared to the distance an enlarger has to project, then it is obvious that slide projector lights need to be much brighter and hence reversal film needs to handle that
and hence reversal film needs to handle that
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so whats your point?
...because enlarging paper is matched to a much lower brightness range than that which humans percieve as normal. We don't expect a wide brightness range for all subjects, but the materials need to be capable of it to make something like a sunlit landscape look normal
Helen,
I would not say enlarging paper is matched, it just cannot yield that brightness range.
For examples, the deep blacks will still reflect several per cents of light. The whitest parts reflect only 80-90%; and this diffusely reflected. In the viewing direction the ratio will be even lower.
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...because black and white don't have anything to prove. They are already the true colors of photography. With intimate knowledge of both the zenith and the depths and the potential reversals of both, forgiveness is in their nature.
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