Sanking said:
Kirk,
My connect is with the literature. I have looked carefully at the definition of CI in quite a number of technical books, including several devoted entirely to sensitometry, in order to better understand the issue, and I can find no example where the term CI, when defined, is not associated with a slope or gradient, which clearly shows that it is a result, not a process.
Even in cases where the term is used to in such a way that might suggest that it is a control or index number for processing, subsequent explanation always makes it clear that that CI is something to be obtained, not the process itself. I could agree that the phrase "to develop film to a given CI" describes a process, but the phrase does not redefine the meaning of CI. It describes only the reality of the phrase itself as something that takes place. And even within the context of the phrase in question the literature reaffirms the definition of CI itself as a result, i.e. a slope or gradient that defines two different points of density. Blank film, unless it is unevenly fogged, can not have two different points of density; it can not have a slope or gradient.
OK, I'm setting aside Davis. Im satisfied with Sandys description of how to meter BTZS style for low contrast scenes. And I understand that Sandy is bowing out of the discussion thats fine.
Since I started this thread, Ill take the liberty to officially hijack it and get back to my original contention about CI and blank film. See (there was a url link here which no longer exists) if you missed it.
Many opinions have been expressed that CI is dependant on exposure. It is not. They have infact gone on to tie this requirement for exposure to CI by saying if there is no exposure, there is no CI. That is wrong as well. And finally, there has been the claim that using the term/concept of CI as a level development or to describe a particular aspect of development, is incorrect or at least a perversion of the term. Lets see.
I dont know which technical literature Sandy was looking in but I just grabbed a couple of them for here Photographic Sensitometry by Todd and Zakia, and also the original paper on Contrast Index, published in the Jan-Feb 1966 issue of Photographic Science and Engineering, by C.J. Neiderpruem, Nelson, and Yale of the Kodak Research Lab.
So heres a few quotes from Todd and Zakia
Gamma is the slope of the straight line of the characteristic curve.
Contrast Index is an average slope, as distinct from the straight-line slope specified as gamma. An average slope in this context is merely the slope of the straight line drawn between two defined points on the curve.
As Sandy pointed out in the other thread, Definitions of gamma, CI, and C-Bar always include the use of one of these two words, either slope or gradient. And I DO agree. These are descriptions of the method of measuring the gamma or CI of a particular film. Lets move on.
Also, for the rest of this discussion, keep in mind that when Todd and Zakia wrote this book in 1969, the term CI was quite new, and typically used the term gamma in instances where it would be custom to now use the term CI. They do say, Recently the use of contrast index has come fro many purposes to replace gamma.
CI is not dependant on exposure -
Todd and Zakia continue:
[
] Gamma is a useful measure of the degree or extent of development. For this reason gamma is often used as a processing control index. If we want, for example, to maintain a replenished developer at a constant activity, we test this consistency by finding out whether or not the gamma, obtained from test strips, remains nearly the same. [
] If gamma differs, we suspect that the difference is associated with the different degree of development, instead of with the factor we are really trying to test.
Note that they say nothing about exposure here. They also flat out state that it is used as a process control index. That is a significant step beyond the simple definition of gamma or CI. In fact, it is an extremely useful definition, and allows a great deal of useful data to be applied to the act of developing film. The CI or gamma is not just a slope, it is a valuable property of processed film.
They continue, Contrast index has the same uses of gamma: it is an index number that can be used for processing control purposes; when films (or developers) are compared, the test images should be developed to the same contrast index. Like gamma, obtaining a consistent contrast index will not insure all negatives will have the same total contrast, nor that all negatives will print similarly.
Again they are using the term CI as a number, not as a slope. It is certainly derived from the calculation used to measure the slope associated with the definition of CI, but it is being used as a descriptive property of the processed film or processing.
They also did not require that the test films mentioned in the last quote, all have the same total contrast. This means that some films may have a larger or smaller level of total contrast. Some may have enough total contrast to actually perform a CI or gamma calculation and some may not. Some may have half as much as needed, and some may be unexposed or completely overexposed. But is does not matter, as the level of exposure is an unrelated factor to gamma as will be shown in the next quote, and it is also unrelated to CI as well.
Todd and Zakia: The value of the total negative contrast is dependant upon many factors. Among these are: subject luminance ratio; camera exposure level; color of light; gamma.
Gamma and camera exposure level are two independent factors. They would not list gamma and exposure as separate issues if they were not. The same goes for CI as it does with gamma.
CI (or gamma) is not dependant on exposure.
If there is no exposure, is there no CI?
Now it was agued, that a sheet of unexposed film which has been developed for a period of time will graph on a horizontal line, i.e. at right angle to the vertical or parallel with the horizon - no slope, no gradient, and no CI.
This conclusion if false. Simply put, the math used to make this conclusion is incorrect. An unexposed sheet of film will give us one data point written as a data pair - (exposure, film density). Since we understand that determining the slope or gradient requires a minimum of two data points, we should be able to understand that there is simply insufficient data to even attempt to draw any one line with only one data point. (Interestingly, there are an infinite number of lines that can be drawn through one data point.)
With only one data point, we simply cannot calculate the CI of this sheet of film. But this is not the same thing as saying that it has no gradient or CI as was claimed. The issue is there is just not enough data to calculate it here.
In fact, we dont even need to have sufficient exposure in a frame or roll to have a film achieve a particular CI. (The film does have to be capable of actually achieving the CI, but any particular sheet or roll of film doesnt have to have received some minimum amount of exposure to get processed to a particular CI.
Todd and Zakia say In roll film, we may develop all the frames uniformly to a gamma of 0.75, but the negatives will no doubt have different total contrasts because of the variations in subject matter at least. This also includes any blank frames or any overexposed areas they mean the entire roll of film. They do not list any requirement for the number of points of density in the film because there is no requirement for this. Remember, both gamma and CI, are a property of the film development, and not the exposure. That entire roll of film they mention has a CI of 0.75, not just the parts with the right exposure. The blank parts have a CI of 0.75 too!
Please go back to the link I gave above and carefully read the example I gave of the step tablet that was being cut into smaller and smaller pieces. That entire sheet of film has a CI of some particular value, and even if we cut it into small bits, each of those bits still have that same CI. The CI of that film is an innate property of that film.
End Part I