Good work. I've done this as well. The graph for my Saunders 4500 looks very similar to yours.
I've also made a graph by using a cheapo color enlarging meter (I bought a Minolta PM2L) and simply measured the filters I have from Ilford and then adjusted the dials on the enlarger to give the same readings. Easy to do, no test prints required, no real math involved, and those color meters are cheap these days.
I've also made a graph by using a cheapo color enlarging meter (I bought a Minolta PM2L) and simply measured the filters I have from Ilford and then adjusted the dials on the enlarger to give the same readings. Easy to do, no test prints required, no real math involved, and those color meters are cheap these days.
Do you mean Beseler PM2L? I have a Beseler model. I'm a bit thick today but do I understand it right, you are using an Ilford filter set and using each of the filters to find the equivalent filters on the color head?
Ic - the problem there is with which print density are you calibrating your table for? The contrast will change and you will not be able to make a single table that would cover all densities in the print. That is, to you calibrate it to a specific dark tone, middle grey, or a specific highlight? Each one would need a separate table.
Right, but you do have to pick the tone you are calibrating for when you make a chart like that.
So the straight line through the points shows that one stop equals 30cc of neutral density with a 99% correlation.
Pretty cool, that means 30cc = 0.3 log = 1 stop
Then I looked at the package insert for the paper to get an idea of which color was going be the LEAST sensitive. I would choose this one and then dim all the other colors (with ND or RED) to match.
I chose 130cc Yellow as the baseline. I made a contact print of a 21 step wedge under 130cc Yellow to compare to all the others.
Then I used the values in the package insert to guess at some contrast combinations to try. For example I choose 97 Yellow and 17 Magenta and made a test strip with the step wedge. I counted the number of gray segments and got 8. So, on a 21 step wedge each block is 1/2 stop or .15 log. Multiplying .15 x 8 x 100 gives an estimate of the contrast as an "ISO R" value. I got 120 for that combination (about grade 1).
Next I held the processed strip up against the original strip from 130 cc Yellow and shifted them back and forth until the middle grays lined up and the gray values straddled each other. This showed me I was one step of the step wedge off. One step is .15 log which for my enlarger is 15cc of neutral density. So I added 15cc of Red (leave out the Cyan as the paper doesn't see it) and that made the filter pack 112 Yellow and 32 Magenta.
I repeated that process for a number of other values to fill out the chart.
For the two extremes (199 Y, 0 M and 0 Y, 199 M) I just calculated the factor needed to match, again by comparing to the 130 Y test strip and sliding it back and forth until the middle values matched. This gave me 0.5 stops extra exposure needed for 199 Y (factor X 1.4) and 2.5 stops less exposure needed for 199 M (factor 5.6).
I put it all together in a chart and printed it out for reference.
this makes sense and Butzi's method works but, what is your question?
This is good stuff. Thank you all for sharing the work. Based upon this data, is it worth the time and cash to source the VCCE module for my Saunders 4550?
If I ever see one for a screaming deal, I'll likely grab it, but it's more of a want than a need based upon the dichroic head working fine for b&w I would think.
I don't know whether I've shared this with you before, but is Tacoma close enough?
No connection with the seller - I've merely noticed the listing:
https://seattle.craigslist.org/tac/pho/d/tacoma-omega-lpl-vcce-variable-contrast/7653609738.html
View attachment 347542
The LPL VCCE heads have two scales, corresponding to two different families of papers.
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