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
When the artist executes a portrait, he does it from one point of
sight, which we may suppose fixed, and corresponding with that which
is seen with his _left_ eye. If he takes another portrait of the same
person, occupying exactly the same position, from another point of
sight, two and a half inches to the right of himself, as seen with
his _right_ eye, the two pictures will differ only in this, that
each point in the head, and bust, and drapery, will, in the second
picture, _be carried farther to the left of the artist_ on the plane
of representation. The points which project most, or are most distant
from that plane, will be carried farther to the left than those which
project less, the extent to which they are carried being proportional
to the amount of their projection, or their distance from the plane.
But since the painter cannot discover from the original or left-eye
plane picture the degree of prominence of the leading points of the
head, the bust, and the drapery, he must work by guess, and submit his
empirical touches, step by step, to the judgment of the stereoscope. In
devoting himself to this branch of the art he will doubtless acquire
much knowledge and dexterity from experience, and may succeed to a very
considerable extent in obtaining pictures in relief, if he follows
certain rules, which we shall endeavour to explain.
If the given portrait, or picture of any kind, is not of the proper
size for the stereoscope, it must be reduced to that size, by taking
a photographic copy of it, from which the right-eye picture is to be
drawn.
[Illustration: FIG. 50.]
In order to diminish the size of the diagram, let us suppose that the
plane on which the portrait is taken touches the back of the head,
and is represented in section by AB, Fig. 50. We must now assume,
under the guidance of the original, a certain form of the head, whose
breadth from ear to ear is EE″, N being the point of the nose in the
horizontal section of the head, E″NEN′, passing through the nose N, and
the lobes EE″ of the two ears. Let L, R be the left and right eyes of
the person viewing them, and LN the distance at which they are viewed,
and let lines be drawn from L and R, through L, N, E and E″, meeting
the plane AB on which the portrait is taken in _e′_, E‴, _n_, N′, _e_,
and E′. The breadth, E‴_e′_, and the distances of the nose from the
ears N′E′, N′E‴, being given by measurement of the photograph suited
to the stereoscope, the distances NN′, EE′, E″E‴ may be approximately
obtained from the known form of the human head, either by projection
or calculation. With these data, procured as correctly as we can, we
shall, from the position of the nose _n_, as seen by the right eye R,
have the formula
LR × NN′
N′_n_ = ————————
NL.
The distance of the _right_ ear _e′_, from the right-eye picture, will
be,
_ne′_ = _e′_N - N′_n_;
LR × EE′
and as E′_e_ = —————————
EL.
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