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Evenly rotating around the H in an HSL color model will not produce true complementary colors.
Light based color models have equidistant Red 0°, Green 120°, and Blue 240° values. In contrast, pigment-based color models (on which the foundations of color theory are derived) have equidistant Red, Yellow, and Blue values.
A quick test shows that rotating 180° from a “pure” blue results in the following: (240°+(360/2))%360)=60°. The output of this transformation is a “pure” yellow: a non-complement. With orange, 30°, being the correct complementary value.
The proper method for transforming a light-based color into it's pigment-based complement (and respective derivative harmonies) is to divide the distribution of values evenly between the primary points of 0°, 60°, and 240°. This means you should produce three relational formulae based on the proportional offset, and rotate through them once the primary thresholds are met.
The text was updated successfully, but these errors were encountered:
Evenly rotating around the
H
in anHSL
color model will not produce true complementary colors.Light based color models have equidistant Red
0°
, Green120°
, and Blue240°
values. In contrast, pigment-based color models (on which the foundations of color theory are derived) have equidistant Red, Yellow, and Blue values.A quick test shows that rotating 180° from a “pure” blue results in the following:
(240°+(360/2))%360)=60°
. The output of this transformation is a “pure” yellow: a non-complement. With orange,30°
, being the correct complementary value.The proper method for transforming a light-based color into it's pigment-based complement (and respective derivative harmonies) is to divide the distribution of values evenly between the primary points of
0°
,60°
, and240°
. This means you should produce three relational formulae based on the proportional offset, and rotate through them once the primary thresholds are met.The text was updated successfully, but these errors were encountered: