Ah, Roy, thank you. First, what I am trying to do, actually what I WAS trying to do: I just got a 2400, and find the ABW function rather useful for routine neutral(ish), warm, etc prints. It is not as versatile as QTR, mind you. In search for the ultimate in Dmax on Hahnemuhle papers, I swapped the K cart on the 2400 with one loaded with NanoChrome K ink. I get Dmax in the range of 1.95 with this ink on HWT and HPR (takes 3 days to dry-down to this value). I started making QTR curves with this ink, trying to fine-tune the color hue in the 60-100% range, where the K ink is most prominent. While I was waiting for the steps to dry-down, I just printed a step wedge using ABW, and lo-and-behlod, it held together very well. The densities were off in the 60-100% range because UC MK has a Dmax only of 1.65, while NanoChrome hits 1.95. So I wanted to linearize this. Of course I could have continued on with QTR, but I thought: how about just creating a "linearizing ACV curve" instead? I could have done trial-and-error using the ideal density chart. So I was looking for a more "rationale" method instead. But then, my south window fade testing of the Nanochrome K showed me that this ink does not work well with Hahnemuhle papers, and my experiment is moot. The 1.95 Dmax is SO MUCH of an improvement that against my best judgment, I am considering using it for prints on my wall, but not to give away. My suspicion is that the Epson Dye K might be a better option. The latter part of your message is a little more involved than my puny mind can grapple right now. But, I understand how I could convert my image to the profile created using "create-icc" utility. I have not gone into that functionality of QTR yet, but it sounds like a fun thing to play around. See you in Martin's Exchange. Regards. Shilesh --- In QuadtoneRIP@yahoogroups.com, "Roy Harrington" <roy@h...> wrote: > > --- In QuadtoneRIP@yahoogroups.com, "Shilesh Jani" <shileshjani@b...> wrote: > > > > I want to rationally create a PhotoShop curve to linearize output. Is > > the linearization scheme used in QTR public domain? If so, can someone > > send it to me. My measurements will be in density D > > > > Thank you. > > > > Shilesh > > > > Hi Shilesh, > > Conceptually, linearization is pretty simple. Some of the details can get involved. > > Basically you have a stepwedge such as K = 0,5,10,..95,100 and all the measured > densities. Think of plotting this with (x,y) points where x = K value and y = > measured value converted into the K value of where that density should occur. > E.G. if K=50 measures d=.75 and .75 should occur at K=65 you have the > point (x,y) = (50,65). So when you plot the points out you see a graph of the > actual output versus the input. To make a correction curve just swap x and y > for all the points. Now for an input of 65 it gets corrected to 50 which will output > the density .75 which is what you want for an input of 65. > > Pretty simple so far, but the big question is deciding where the d=.75 should > occur. "Linearization" implies that there is a straight line somewhere so you can > interpolate and find any of the point in between. However the units you use make > a big difference. QTR uses L values as the units for linearization. Density values > would not produce a straight line. In the QTR download there's a file called > ideal_density.pdf that shows typical values for various dmax's. QTR justs converts > densities to L-value and then draws a straight line from L-min to L- max. > formulas: > Y = 10 ^ (-d) > L = (Y^(1/3) * 116) - 16 for Y >= 8/903.3 > L = 903.3 * Y for Y < 8/903.3 > > Linear L-values aren't the only choice but that's what QTR uses. > > ----------------- > > I'm not sure what you are doing, but another thing you might consider is using > the QTR-Create-ICC capability. This does all the work of creating the correction > curve and putting it into an ICC profile. Then it can be used with the color > management system to not just linearize to straight-line L-values but actually > linearize to the builtin grayspace of the source file and do the gamut mapping > of black point compensation in perceptual intent. This is somewhat more than > your original desire but maybe you are headed that direction anyway. > > Roy >
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Re: Linearization Algorithm Anyone? (Cross Posted)
2006-01-28 by Shilesh Jani
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