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
The mirrors A and B may both be of plain glass blackened with smoke on
one side, or one may be plain glass and one silvered, or they both may
be silvered. This, with the power possessed of altering the aperture
of the slit of collimator, puts us in possession of ample means of
making our measures. We may also use the ground-glass arrangement and
use different diaphragms, which puts a further power of variation in
our hands. I may at once state that the resulting measurements fell on
the curves, obtained by measurements made with the rotating sectors, a
sufficient proof that the sectors may be used with confidence. There is
still another method which avoids a resort to the sectors. A tapering
wedge of black glass can be moved in front of the colour slit, and a
different thickness of glass will be required to cause the extinction
of each colour. Recently I have modified the extinction box, more
particularly for the purpose of using it where the spectrum is to be
formed of a feeble light, such as that of an incandescent lamp or a
candle. If a really black wedge could be obtained, this would seem to
be the best method, but no glass is really black. We have, therefore,
to make a preliminary study of the wedge to ascertain accurately the
absorption co-efficients for the different rays, a piece of work which
requires a good deal of patience, but which, when done, is always at
command.
In Fig. 28 two branches of the curves are given at the blue end of the
spectrum; one is shown as the extinction for the centre of the eye,
and the other of the whole eye. Of course the former observations were
made by looking direct at the spot. This may appear a very easy matter,
but it is not really so simple as it sounds. It is curious how little
control there is over the absolute direction of the eyes when the
light has almost disappeared. The axes of the eyes are often directed
to quite a different point. When the extinction for the whole eye is
made, the readings are really much easier, as then the eye roams where
it likes, and a final disappearance is noted. When the eye has once
been invested with a roving commission, it is hard to control it. In
making these observations it was therefore advisable to have data for
the first branch of the curve, before commencing to observe for the
later. The main cause of difference between the two branches of the
curve is due to the absorption by the yellow spot.
It might be thought that with the curves (Fig. 28) before us, we have
learnt all we can regarding the extinction of light, but is it so?
Surely we ought to know something as to the reduction necessary for
extinction of the different parts of the spectrum when they are all of
equal luminosities and of ordinary brightness.
Public-domain text, read in full here on John Shaqi.
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