The laws of contrast of colour : $b and their application to the arts of painting, decoration of buildings, mosaic work, tapestry and carpet weaving, calico printing, dress, paper staining, printing, military clothing, illumination, landscape, and flower gardening, &c.Chevreul, M. E. (Michel Eugène)
Science
The laws of contrast of colour : $b and their application to the arts of painting, decoration of buildings, mosaic work, tapestry and carpet weaving, calico printing, dress, paper staining, printing, military clothing, illumination, landscape, and flower gardening, &c.
Chevreul, M. E. (Michel Eugène)
Color
1st Radius = ⁹/₁₀ of Red + ¹/₁₀ of Black.
2nd ” = ⁸/₁₀ ” + ²/₁₀ ”
3rd ” = ⁷/₁₀ ” + ³/₁₀ ”
4th ” = ⁶/₁₀ ” + ⁴/₁₀ ”
5th ” = ⁵/₁₀ ” + ⁵/₁₀ ”
6th ” = ⁴/₁₀ ” + ⁶/₁₀ ”
7th ” = ³/₁₀ ” + ⁷/₁₀ ”
8th ” = ²/₁₀ ” + ⁸/₁₀ ”
9th ” = ¹/₁₀ ” + ⁹/₁₀ ”
These proportions relate to the effect of the mixtures upon the eye,
and not to the material quantity of the red and black substances.
145. We see then—1. That each of these _tones_, 15, composed of colour
and black, reduced by white and deepened by black, gives a scale of
twenty tones, so much the more broken as they are nearer the scale of
normal black. 2. That the quadrant by its movement upon the axis of
the circle, represents the scales of every colour except red, broken
by black. These broken scales are equidistant, and are formed of
equidistant tones. 3. That all the colours are thus contained in a
circle, whose plan comprehends the pure colours; the central space,
black; and the intermediate space the pure colours, broken by the
various proportions of black.
146. The diagram, as just described, thus represents the lowering
of pure colours by white, and their gradation by black; their
modifications by their mutual mixtures, the modification of hues,
and the modification of breaking. We will presently inquire into the
possibility of realizing it by means of coloured materials.
147. We have presumed—1. That the normal tone of each of the scales
is as pure as possible. 2. That the tones bearing the same number in
all the scales,—both those of the pure colours and those of the broken
colours,—are, to the sight, of equal depth. 3. That if three tones,
of the same number, be taken in three consecutive scales, the tone of
the intermediate scale is the mean between the colours of the extreme
scales. It is thus easy to explain the modifications of a pure colour
commencing with its normal tone.
148. These modifications are so produced that—1. _The Pure Colour never
leaves its Scale._—The modification is in the direction of the radius
of the circle—proceeding from the normal tone towards the centre,
it gains white; while proceeding from the normal tone towards the
circumference, it gains black.
Public-domain text, read in full here on John Shaqi.
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