Hello,
thanks for the answers.
I try to explain, what am I doing.
For my project I make fading test on a window with four different printers/inks on different papers. This is only a comparative testing and no predictive testing as it is done by Aardenburg imaging. I am also not looking at the professional printers. I want to do more for the consumer and area. As reference printer I take my Pro-1000 with OEM inks which is also used in every test sequence.
I thought that it is the easy way.
1. Creation of two test charts with 30 fields by manual input in 11profiler.
2. Saving as Tiff files
3. Importing in Lightroom and printing the stripes on one sheet of paper.
4. After drying period first measuring of patterns with i1Pro 2 and i1profiler and saving the results as user defined CGATS file.
5. The step I am struggling with: Take the measuring results to make a new target stripe.
6. Would be: Make a new target with new input. Print to TIFF. Import again in Lightroom.
7. Crop old and new stripe so there is no white border anymore.
8. Place them side by side with no margin and compare visually.
9. Start testing on windoe and do a measuring every week.
10 Repeat steps 5 to 9 several times. The criterion for stopping the test has to be evaluated by exoierience.
That is the goal.
Of course these steps may not be "correct" in terms of scientific testing. But doing it allways the same way it should be good enough for comparative field tests. First results show already cheap plus cheap inks start visible fading after one day (delta e over 6).
I did some searchings on the internet and found quite a lot of information.
On
easyrgb.com I found the following formula:
//X, Y and Z input refer to a D65/2° standard illuminant.
//aR, aG and aB (RGB Adobe 1998) output range = 0 ÷ 255
var_X = X / 100
var_Y = Y / 100
var_Z = Z / 100
var_R = var_X * 2.04159 + var_Y * -0.56501 + var_Z * -0.34473
var_G = var_X * -0.96924 + var_Y * 1.87597 + var_Z * 0.03342
var_B = var_X * 0.01344 + var_Y * -0.11836 + var_Z * 1.34926
var_R = var_R ^ ( 1 / 2.19921875 )
var_G = var_G ^ ( 1 / 2.19921875 )
var_B = var_B ^ ( 1 / 2.19921875 )
aR = var_R * 255
aG = var_G * 255
aB = var_B * 255
My first calculations showed that D65/2° is the wrong matrix. On
brucelindbloom.com I found a conversion matrix for D50 and the calculated values are much better in the range of +- 1 R, G or B value making the calculation forward and backwords. I think for my purpose quite good. It seems taking M0 measurement data give the "best" result.
I will do some additional testing ont the formula with additional measurement values to see whether this is a good way for me.
Hope this helps to understand what I am doing.
Maximilian