Colour Measurement and MixtureAbney, William de Wiveleslie, Sir
Science
Colour Measurement and Mixture
Abney, William de Wiveleslie, Sir
Color
We must now refresh the reader's memory with a few simple facts about
light, in order that our meaning may be clear when we speak of rays of
different wave-lengths. Every colour in the spectrum has a different
wave-length, and it is owing to this difference in wave-length that we
are able to separate them by refraction, or diffraction, and to isolate
them. Light, or indeed any radiation, is caused by a rhythmic
oscillation of the impalpable medium which we, for want of a better
term, call ether, and the distance between two of these waves which are
in the same phase is called the wave-length of the particular radiation.
The extent of the oscillation is called the amplitude, which when
squared is in effect a measure of the _intensity_ of the radiation. Thus
at sea the distance between the crests of two waves is the wave-length,
and the height from trough to crest the amplitude; and the intensity, or
power of doing work, of two waves of the same wave-lengths but of
different heights, is as the square of their heights. Thus, if the
height of one were one unit, and of the other two units, the latter
could do four times more work than the former. The waves of radiation
which give the sensation of colour in the spectrum vary in length, not
perhaps to the extent that might be imagined, considering the great
difference that is perceived by the eye, but still they are markedly
different. The fact that the spectrum of sunlight is not continuous, but
is broken up by innumerable fine lines, has already been alluded to.
The position of these lines is always the same, as regards the colour in
which they are situated, and is absolutely fixed directly we know their
wave-length; hence if we know the wave-lengths of these lines, we can
refer the colour in which they lie to them. Now some lines of the
solar-spectrum are blacker and consequently more marked than others, and
instead of referring the colours to the finer lines, we can refer them
to the distance they are from one or more of these darker lines, where
these latter are absolutely fixed; in fact they act as mile-stones on a
road.
In the red we have three lines in the solar spectrum, which for sake of
easy reference are called A, B and C; in the orange we have a line
called D, in the green a line called E, in the blue F, in the violet G,
and in the extreme violet H. These lines are our fiducial lines, and all
colours can be referred to them. The following are the wave-lengths of
these lines, on the scale of =1/10,000,000= of a millimetre as a unit
A 7594
B 6867
C 6562
D 5892
E 5269
F 4861
G 4307
H 3968
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