Colour vision : $b Being the Tyndall Lectures delivered in 1894 at the Royal InstitutionAbney, William de Wiveleslie, Sir
Science
Colour vision : $b Being the Tyndall Lectures delivered in 1894 at the Royal Institution
Abney, William de Wiveleslie, Sir
Color vision
with these three colours, and finally divide the luminosity curve into
the _colour luminosity_. In all these matches the violet luminosity is
very small indeed compared with the red or green. A match with white
is now made by a mixture of all these colours, and you will see, from
the images of the slits on the screen, that the _luminosity_ of the
violet is almost a negligible quantity compared with the others. We
may, therefore, as a first approximation, divide up the luminosity
curve into two parts, one being the luminosity of the green in the
different colours and the other of the red. The green, however, is
made up of red, of violet, and of an excess of green sensation, which
in this case comes practically to a mixture of white with the green
sensation. How can we tell how much is green and how much is white?
Suppose I, as a normal-eyed person, compare the luminosity of the
colour coming through the red slit with that coming through the green
slit, and then get the green-blind to do the same, it is evident that
any excess in the luminosity as measured by myself over that measured
by the green-blind must be due to the green sensation, and we can also
see how much red and violet make up his white. We shall not be far
wrong, then, in apportioning the constituents of the white thus found
between the green and the red; the violet being, for the time being,
negligible. We must subtract the red sensation from the green _colour_
curve and add it to the red colour curve: the two curves will then be
very closely the curves of the _red and green sensations_. By causing
the green-blind to make mixtures of red and violet for all the colours
of their spectrum, we can arrive at what must be finally taken away or
given to these curves, though such addition or subtraction of violet
will be small when the luminosities are considered. The accompanying
figure (Fig. 22) gives an idea of the shape and general features of
these curves. It may be remarked that we can check the general accuracy
of the measures of the colour mixtures by calculating or measuring the
areas of the two colour curves, the red and the green. If accurate,
they should bear the same ratio that the _luminosities_ of the two
colours bear to each other (when mixed with a little violet, which
is practically negligible) to form white light. So far, then, we can
utilize the luminosity methods to calculate and to trace the sensation
curves for the normal eye. It will not escape your notice that the
maximum heights of these two component curves are nowhere near the
parts of the spectrum where the colour is the purest. Another check to
these curves may also be made by taking the difference in the ordinates
of the luminosity curves of the colour blind and the normal eyed. Too
much stress must not, however, for the moment, be laid on this, as
this method depends on the absolute correctness of the scale of the
ordinates in the curves. It must be recollected that to the former
Public-domain text, read in full here on John Shaqi.
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