zee944
16th January 2009, 15:51
I have a few questions about color mixing & calculating.
http://i179.photobucket.com/albums/w286/zee944/colormixingquestion.jpg
Question I.: The original color is (120, 120, 120). In the first example I've increased Green amount by 20 (120, 140, 120), in the second, I've increased Blue by 20 (120, 120, 140). There's luma difference between the the results, since the luma depends on the Green component mostly. (120, 140, 120) is brighter than (120, 120, 140). Does it matter? Which is closer to the original for the human eye?
Question II.: The original color is (160, 160, 160). If the components are adjusted in the same direction (increasing both the Red & Green), will the result be closer to the original color compared with adjusting them in the opposite direction (increasing Red and decreasing Green)? It seems obvious from the example above, but I still have to ask.
To cut a long story short: how can I figure out how close two colors are? Is there a reasonable formula for that?
Question III.: Let's say we have an original image, and a filtered one. The colours on the filtered one are heavily adjusted, replaced, touched-up with professional tools, so it is impossible to do it back. (Pls don't even consider that - it's not the point of the theory!)
Let's assume I've already found out these equalities:
original ................................................. filtered
(R, G, B) .............................................. (R, G, B)
140, 88, 212 ......................................... 220, 70, 205
155, 136, 44 ......................................... 135, 80, 23
8, 45, 36 .............................................. 10, 38,76
85, 63, 205 ........................................... x, y, z
How can I find out the approximative filtered values of the last one? (x, y, z)
(It's just a short-in-the-dark sample, what I'm really curious of is the mathematic formula.)
Any help wil be appreciated. :)
http://i179.photobucket.com/albums/w286/zee944/colormixingquestion.jpg
Question I.: The original color is (120, 120, 120). In the first example I've increased Green amount by 20 (120, 140, 120), in the second, I've increased Blue by 20 (120, 120, 140). There's luma difference between the the results, since the luma depends on the Green component mostly. (120, 140, 120) is brighter than (120, 120, 140). Does it matter? Which is closer to the original for the human eye?
Question II.: The original color is (160, 160, 160). If the components are adjusted in the same direction (increasing both the Red & Green), will the result be closer to the original color compared with adjusting them in the opposite direction (increasing Red and decreasing Green)? It seems obvious from the example above, but I still have to ask.
To cut a long story short: how can I figure out how close two colors are? Is there a reasonable formula for that?
Question III.: Let's say we have an original image, and a filtered one. The colours on the filtered one are heavily adjusted, replaced, touched-up with professional tools, so it is impossible to do it back. (Pls don't even consider that - it's not the point of the theory!)
Let's assume I've already found out these equalities:
original ................................................. filtered
(R, G, B) .............................................. (R, G, B)
140, 88, 212 ......................................... 220, 70, 205
155, 136, 44 ......................................... 135, 80, 23
8, 45, 36 .............................................. 10, 38,76
85, 63, 205 ........................................... x, y, z
How can I find out the approximative filtered values of the last one? (x, y, z)
(It's just a short-in-the-dark sample, what I'm really curious of is the mathematic formula.)
Any help wil be appreciated. :)