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. — John Shaqi
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
17. Now two colours in juxtaposition, _o_ and _p_, will differ from
each other in the greatest possible degree when the complementary of
_o_ is added to _p_, and the complementary of _p_ is added to _o_;
indeed by the juxtaposition of _o_ and _p_, the rays of the colour
_p_, which _o_ reflects when it is seen alone, and which are active in
that case, cease to be so when _o_ and _p_ are in juxtaposition. Now
under these circumstances, each of the two colours, losing what it has
analogous to the other, must be so much more different from it.
18. The following formulæ will illustrate this:—
Let us represent—
The colour of the stripe O by the colour _a plus_ white B,
” ” P ” _aʹ plus_ white Bʹ,
the complementary colour of _a_ by C,
” ” _aʹ_” _cʹ_,
the colours of the two stripes seen separately are—
Colour of O = _a_ + B; colour of P = _aʹ_ + Bʹ;
by juxtaposition they become—
Colour of O = _a_ + B + _cʹ_,
P = _aʹ_ + Bʹ + _c_.
We will now show that this expression amounts to taking away the rays
of _aʹ_ from the colour _a_ of O (15), and to taking away the rays of
the colour _a_ from _aʹ_ of P.
For let us suppose—
B reduced into two portions, white = _b_ + white = (_a_ʹ + _c_ʹ),
Bʹ reduced into two portions, white = _b_ʹ + white = (_a_ + _c_).
The colours of the two stripes seen separately are—
The colour of O = _a_ + _b_ + _a_ʹ + _c_ʹ, and the colour of
P = _a_ʹ + _b_ʹ + _a_ + _c_.
By juxtaposition they become—
The colour of O = _a_ + _b_ + _c_ʹ, and the colour of
P = _a_ʹ + _b_ʹ + _c_.
An expression which is evidently the same as the former, except for the
values of B and Bʹ.
19. I have said that simultaneous contrast may at the same time affect
the optical composition of colours, and the depth of their tone;
consequently, when colours are not of the same depth, that which is
deep appears deeper, and that which is light appears lighter; that is
to say, the former appears to lose white light, while the latter seems
to reflect more of it. Thus _there may be, in looking at two contiguous
colours, simultaneous contrast of colours and simultaneous contrast of
tone_.
CHAPTER III.
_The Law of Simultaneous Contrast of Colours demonstrated by the
Juxtaposition of a certain Number of Coloured Bodies._
20. Let us now apply the above formula to the seventeen observations
of Chapter I., and we shall see that the modifications of contiguous
colours are precisely those which would result from the addition to
each of them of the complementary of the contiguous colour (18). The
rank these colours occupy in Chapter I. may be readily noted, as I have
attached to each the number applied to it in that chapter. And for the
complementary of each colour see (6). (See Plate II.)
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