The preference for grain is at least partially explained by our affinity for the perception of "sharpness". "Sharpness" is as much subjective as objective, and relates most closely to our ability to perceive edges of detail. If there is little or no grain, it is more difficult to perceive edges. Film with more grain can't resolve as much detail as film with less grain, but the additional grain can make things look more pleasing.
The Anchell and Troop complaints about the T-Max films strike me as entertaining, because the things they (or perhaps just Anchell) complain about are essentially the same things that one observes if one just uses larger film formats.
Me too. So far, the most lumpy curves I have ever come across were the KODAK T-MAX P3200 in D-76. As you can see above (#201), the curves supplied by Kodak are equally lumpy. Perhaps it is the cost of the improvement in film speed? It would be nice to hear from Kodak. I am sure they know.I’m intrigued to know what chemical explanation there can be for lumpy curves?
I have a minor update to this thread. I finished plotting Ilford Delta 100 in stock XTOL. I have tested Delta a lot because I really like this film. It just works for me. The curves are similar in XTOL and XTOL-R, except for a slight drop in film speed (ISO 100 in XTOL and ISO 84 in XTOL-R), and the difference in development time. Overall, both developers produce fantastic results with this film. In my book, it's as good a pairing as it gets.
delta100_XTOL by Nick Mazur, on Flickr
delta100 by Nick Mazur, on Flickr
Indeed! Thank you for pointing it out. I fixed it:Hello Nick, the time for the green line in stock Xtol seems to be wrong.
Therefore, it would be great if you all could share your more recent experiences with these films, and, in particular, tell us your preferences for different types of photography and different types of workflow.
Where do all you guy come up with all this, "looks like digital" nonsense?
That's a great observation! Thank you for bringing it up. Gamma is a parameter that does not always fit the characteristic curve well. It relies on identifying the "straight-line" portion of the curve. Back in the 1940s and 1950s when the research into film was at its peak, the mathematical model of the film curve assumed the existence of the toe and clearly-defined straight-line portion of the curve (and a shoulder, if needed). With such curves, Gamma works very well. It's easy to unambiguously identify the portion of the curve. However, with more complex curves, especially those with significant curvature in the midtones, the statistically derived straight-line portion of the curve may not always correspond to what, typically, the photographer would identify as such. There's an interesting discussion of that issue in this thread. I hope this helps.For 8 min dev time (and a few other cases), gamma is lower than G or CI. Seems counter intuitive since G or CI include part of the toe.
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Can you please comment. Even better mark on the 8-min D-logE curve the segments actually used to derive gamma, G, CI.
Thank you.
Well, digital does have all those instant "app" features ... press a button and you can get the same looks as cobwebs or fungus inside the lens; press another and everything looks like cracked pottery; yet another, and it simulates a broad-brushed Impressionistic painting. So I guess if they came up with an app which makes the result look identical to 4X5 or 8X10 TMax film, well, that would be something. But don't hold your breath.
And size matters. Saw a compelling image in a digi camera article a few days ago that did indeed look nice on the screen. But go figure : it was a crop of a crop of a crop from a full-frame 35mm DLSR, at that point amounting to about a quarter square inch of actual light capture surface. That's 1/320th the size of 8x10 film, or 1/80th of 4X5. So let's make a real print of that itty bitty little pixel rodent and hang it on a wall, instead of on the web, and see how the they compare!
TMax films are highly amenable to various developers and degrees of development. Grain structure and edge acutance itself can be modified that way. It has its own full suite of chemical "apps". So I don't seen how any of this generic talk about this or that "look" makes any sense at all. Sure, there are lots of good film choices out there. But it takes awhile to really learn the suite of personality options to any of them. Serious printing experience with them is needed too.
What digital CAN'T do, TMax can. Where do all you guy come up with all this, "looks like digital" nonsense? If you want a little more edge acutance or "tooth" effect, shoot TMY400 instead of TMX100. I shoot em both in 35mm, 6X7, 6X9, 4X5, and 8X10, and not a single print I've ever enlarged from any of the above (and there have been hundreds of em) resembled anything digital, thank goodness!
Just keep one digit on the shutter or cable release button, and save the rest of your fingers for tossing your electronic camera in the nearest lake, and you'll be fine.
@aparat,(...snip...)Gamma is a parameter that does not always fit the characteristic curve well. It relies on identifying the "straight-line" portion of the curve. Back in the 1940s and 1950s when the research into film was at its peak, the mathematical model of the film curve assumed the existence of the toe and clearly-defined straight-line portion of the curve (and a shoulder, if needed). With such curves, Gamma works very well. It's easy to unambiguously identify the portion of the curve. However, with more complex curves, especially those with significant curvature in the midtones, the statistically derived straight-line portion of the curve may not always correspond to what, typically, the photographer would identify as such. There's an interesting discussion of that issue in this thread. I hope this helps.
(...snip...) And finally, my program computes Gamma by identifying the straight-line portion of the curve statistically, so it may not always be the best "fit" for the photographer. That's why the Contrast Index and Average Gradient are probably more useful in this type of analysis.
What is that?
Obtaining the derivative of a function defined by experimental data is tricky, because differentiation amplifies measurement noise. To avoid this one must replace the actual data by a model with suitable "smoothness". See e.g. https://www.photrio.com/forum/threads/comparing-paper-characteristic-curves.171700/post-2235872@aparat I suspect the maximum value of the derivative of the function that describes the characteristic curve is a very good approximation of gamma. I can only see it fail if the film doesn't shoulder at all and has an upswept curve at the highlights. Perhaps disregarding that area can take care of this.
Visualize a saw blade held horizontally. The global slope is small or zero. The saw tooths are small deviations from the general slope. Yet the local slope (derivative) alternates between +/-60 degrees. Going from a wood saw to a metal saw, the teeth are smaller, so the height deviation from the mean line is smaller, but the excursion of then derivative remains as large. That is what meant when I wrote that taking the derivative amplifies noise. Of course there is a more formal and rigorous derivation of that statement, but here is not the place for that.@bernard_L Ah, yes, I see your point. Maximum value can be influenced by a slightly lower value of the initial data. That would cause a higher derivative value.
Do I have to learn calculus to shoot a picture?![]()
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