The stereoscope : $b its history, theory, and construction, with its application to the fine and useful arts and to educationBrewster, David
History
The stereoscope : $b its history, theory, and construction, with its application to the fine and useful arts and to education
Brewster, David
Stereoscope
If the distance between the pupils of the two eyes, E, E′, Fig. 52,
which has been already explained on Fig. 18, is _less_ than the
distance between the semi-lenses L, L′, then, instead of looking
through the middle portions _no, n′o′_, of the lenses, the observer
will look through portions between _o_ and L, and _o′_ and L′, which
have a _greater_ power of refracting or displacing the pictures than
the portions _no, n′o′_, and therefore the pictures will be _too much_
displaced, and will have so far _overpassed_ one another that the
observer is not able to _bring them back_ to their place of union,
half-way between the two pictures in the slide.
If, on the other hand, the distance between the pupils of the
observer’s eyes is _greater_ than the distance between the semi-lenses
L, L′, then, instead of looking through the portions _no, n′o′_ of the
lenses, the observer will look through portions between _n_ and L, and
_n′_ and L′, which have a _less_ power of refracting or displacing the
pictures than the portions _no, n′o′_, and therefore the pictures will
be so _little_ displaced as not to reach their place of union, and will
stand at such a distance that the observer is not able to _bring them
up_ to their proper place, half-way between the two pictures in the
slide.
Now, in both these cases of _over_ and _under displacement_, many
persons have such a power over their optical axes, that by converging
them to a point _nearer_ than the picture, they would, in the first
case, _bring them back_ to their place of union, and by converging them
to a point _more remote_ than the picture, would, in the second case,
_bring them up_ to their place of union; but others are very defective
in this power of convergence, some having a facility of converging them
beyond the pictures, and others between the pictures and the eye. This
last, however, namely, that of near convergence, is by far the most
common, especially among men; but it is of no avail, and the exercise
of it is injurious when the under refracted pictures have not come up
to their place of union. The power of remote convergence, which is
very rare, and which would assist in bringing back the over refracted
pictures to their place of union, is of no avail, and the exercise of
it is injurious when the pictures have been too much displaced, and
made to pass beyond their place of union.
Public-domain text, read in full here on John Shaqi.
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