mkochsch
Allowing Ads
I believe that you could just apply the curves to succeeding layers and that would accomplish your goal.
But then again, it would require experimentation to be sure...
You just solved your problem. Copy your photo so you have two versions, one with each curve. Open both at one time and experiment with the curves as you like.
That's one approach.
The problem is doing this by hand is painfully slow.
Changes in humidity, coating method, temperature, time etc. all may affect the emulsion on the calibration targets when printed. One person I know will actually print out a half dozen or more and averages the results. If I could take the six curves from that person's calibration images and average them into one curve it would simplify things. No dealing with multiple layers of curves, having to remember to turn on or off certain layers. Produce just one really good curve.
\
If the objective is to combine several curves to produce a curve that compensates for the inconsistencies of process it would seem to me that the average curve is destined to produce less than ideal results most of the time.
The best practice IMO is to learn what is necessary so that you can always get repeatable results with the process, then you would have only one curve that is pretty much perfect. This means temperature and humidity control in the workroom, and consistent procedures of coating and drying.
Sandy
Wow did I really write that a year ago?! How time flies. Sandy I think I was still "roughing" in my colour choice for blocking at this point. That is, choosing the first white square in the colour step wedge and then curving twice. A few months later I started doing the "refinement" procedure (sampling the first white square on the 101) to get the "perfect" blocking colour rather than apply a second curve to fix the excess density of the first.
BUT, I still think that the curve averaging idea is worthwhile pursuit, for at least one good reason. Coating. Hand coating materials is always going be a bit of a question mark and probably have some variation. Bless those whose every calibration test turns out like the last. I'll put my money on the law of averages. Rest assured I haven't forgotten the idea.
~m
Hi all,
After long search I found a method in this article by Martin Evening:
Hi all,
After long search I found a method in this article by Martin Evening:
http://photoshopnews.com/2007/09/05/how-to-express-blend-modes-as-curves/
The best practice IMO is to learn what is necessary so that you can always get repeatable results with the process, then you would have only one curve that is pretty much perfect. This means temperature and humidity control in the workroom, and consistent procedures of coating and drying.
Sandy, I don't think it's about inconsistency of practice, but simply about fine-tuning the curve. Once the curve is perfected it's the curve, but it can take a couple of iterations to get the curve perfect, and the question is, how to merge the first curve and the second iteration that fine-tunes the curve.
Hi all,
After long search I found a method in this article by Martin Evening:
http://photoshopnews.com/2007/09/05/how-to-express-blend-modes-as-curves/
Basic idea is a tip from Russell Williams at Adobe about saving curve data in a photoshop raw image file. A straight curve is represented by a 256x1 pixel regular gradient. Apply your curves on this file and resave it as a new curve. Stunning idea, and it works!
...
It looks somewhat complicated but with an allready saved raw file it is a snap.
Enjoy,
Kees
Katharine,
If you read the thread you will see that the old message from Michael, to which I responded, clearly states that his interest in curve merging is because of process inconsistencies.
What's the easiest way to add two ACV files, or curve files, together? What I'm currently doing is making a second curve to "fine tune" the first curve and then reapplying the second curve after I've applied the first curve. What I would like to do is merge the two curves together as a new curve file.
~m
We use cookies and similar technologies for the following purposes:
Do you accept cookies and these technologies?
We use cookies and similar technologies for the following purposes:
Do you accept cookies and these technologies?