L*a*b* is the absolute color of an object. When you get a color, you can use a set of L*, a*, and b* to represent it, just like using longitude and latitude plus altitude to determine a location on the earth; you get a set of L*a*b* values to determine a color.
L* is lightness, which indicates the depth of the color. The L* range of conventional colors is 0~100, 0 is pure black, and 100 is pure white;
a* is red-greenness, positive values indicate red light, and negative values indicate green light;
b* is yellow-blueness, positive values indicate yellow light, and negative values indicate blue light;
C* is chroma, which indicates the brightness of the color. The larger the value, the brighter the color. It has only positive values.
h° is hue, which indicates which pure color the color is closest to: red, orange, yellow, green, cyan, blue, and purple. The value range is 0°~360°.
The relationship between C* and h° and a* and b* is as follows:
When C* is 0, it means that the color is an achromatic color. At this time, the h° of this color is meaningless because achromatic colors have no hue.
When C* is less than 5, it can be considered a neutral color. When C* is greater than 20, this color can be considered a bright color.
DL*, Da*, Db*, DC*, DH* are relative colors, that is, color differences.
DL* is the lightness difference, which can be considered as the difference in depth;
Da*, Db* are the chromaticity difference, that is, the difference in the direction of red, green, yellow and blue;
DC* is the chromaticity difference, which can be understood as the difference in brightness or saturation;
DH* is the hue difference, which is similar to Da* and Db* in most cases;
Here, D stands for the Greek letter Delta (Δ, Delta)
Delta is the pronunciation of the fourth Greek letter, with capital Δ and lowercase δ.
In mathematics or physics, capital Δ is used to represent the increment symbol. Lowercase δ is usually used to represent variables or symbols in higher mathematics.
So the standard notation for DL*, Da*, Db*, DC*, DH* is
ΔL*, Δa*, Δb*, ΔC*, ΔH*
If the chromaticity values of two colors, standard and trial, are:
L*_std, a*_std, b*_std, C*_std, h°_std
L*_tri, a*_tri, b*_tri, C*_tri, h°_tri
Then:
DL* = L*_tri – L*_std
Da* = a*_tri – a*_std
Db* = b*_tri – b*_std
DC* = C*_tri – C*_std
DH* is more complicated, which is:
From the above calculation formula, we can see that DL*, Da*, Db*, DC*, and DH* can all be positive or negative.
| Color Difference Index | Positive Value Meaning | Negative Value Meaning | Notes |
|---|---|---|---|
| DL* | Lighter | Darker | Lightness difference |
| Da* | Redder | Greener | Hue difference (Red/Green axis) |
| Db* | Yellower | Bluer | Hue difference (Yellow/Blue axis) |
| Dc* | More vivid | Duller (grayish) | Chroma (color saturation) |
| DH* | Hue shifts counterclockwise | Hue shifts clockwise | Hue angle difference |
In addition, two points should be noted:
1. In actual use, another expression can be used:
Redder can also be said to be less green
Greener can also be said to be less red
Yellower can also be said to be less blue
Blueer can also be said to be less yellow
This is because they are corresponding colors. For some specific colors, such as red, if Da* is negative, it is easier to understand to say less red than to say greener.
2. The above only talks about the meaning of positive and negative, and the size of the absolute value must also be considered. When the absolute value of DL*, Da*, Db*, DC*, DH* is less than 0.2, because it is difficult to feel the color difference visually, we can assume that the color difference does not exist.
For details, please refer to: How big is the color difference? How small is the color difference
DE* is the color difference calculation formula stipulated by CIE in 1976, representing the total color difference
DEcmc is a color difference calculation formula released by the Color Professional Committee CMC under SDC in 1984. It also represents the total color difference. Usually the internal parameter L:c=2:1, so it is usually recorded as DEcmc(2:1)
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