Hello all,
during my research concerning relationships between density, filters, printer points and film stocks I keep returning to this topic to understand them.
I understood the relationships between lense filters and negativ gamma, but I often also read that a 30ND filter at 0,025 Log E equals one F stop and 12 printer points.
When is that the case?
I also have a question concerning CC filter grading on a print and the translation into printer points.
Brian writes above that, because of the contrast increase from negative to print CC filters can't be seen as 2,55 CC = 1 printer point.
Do I understand the following correctly?
A 30 CC/ND filter on a camera lense leads to a density change of 0,17 on a negative with the contrast of 0,55 and can be corrected with 7 printer points when grading for the print. That means 0,025 Log E on the printer = 0,025 density on the film.
When (sight) grading with a 30 CC filter (I know that's too much) on a print, we have to include the contrast increase from negative to print. Which would mean 0,025 Log E on the printer = 0,07 density change in the film.
The process is the same: a correction of the negative for the print. In the second case, do we have to calculate with 0,07 instead of 0,025, because we're judging the correction by the look of the print?
Do I understand it correctly that 0,07 can only be used, if the density change in a LAD patch is actually exactly 0,07 for 1 printer point on a specific printer.
What can I do if I feel that a print is only 1 point too magenta (or whatever) judging by the CC filters.
Please excuse my complicated expression of this topic. I still have to think very hard to express these thoughts... I hope it's still somewhat understandable.