The kaleidoscope : $b its history, theory and construction. With its application to the fine and useful artsBrewster, David
Science
The kaleidoscope : $b its history, theory and construction. With its application to the fine and useful arts
Brewster, David
Kaleidoscopes
In the construction of the Tele-Kaleidoscope, as it may be called, the
greatest care must be taken to have the lens of sufficient magnitude.
If it is too small, the field of view will not coincide with the
circular pattern, that is, the centre of the circular pattern will
not coincide with the centre of the field; and this eccentricity will
increase as the distance of the lens from the reflectors is increased,
or as the object introduced into the picture approaches to the
instrument. The boundary of the luminous field is also an irregular
outline, consisting of disunited curves. These irregularities are
easily explained. When the lens is too small, the luminous field is
bounded by the brass rim in which the glass is fixed; and as this brass
rim is at a distance from the reflectors, the portion of it presented
to the angular aperture cannot be formed by successive reflexions into
a continuous curve; and for the same reason, the upper sectors of the
luminous field are larger than the lower ones, and consequently the
centre of the pattern cannot coincide with that of the field. In order
to avoid these defects, therefore, the diameter of the lens should be
such, that when it is at its greatest distance from the reflectors, the
field of view may be bounded by the arch =A B=, Fig. 13, and not by the
brass rim which holds the lens. This may be readily known by removing
the eye-glass, and applying the eye at =E= when the lens is at its
greatest distance. If the eye cannot see the brass rim, then the lens
is sufficiently large; but if the brass rim is visible, the lens is too
small, and must be enlarged till it ceases to become visible. Sometimes
the lens has been made so small that the brass rim is seen not only at
=A B=, but appears also above the angular point =O=, and produces a
dark spot in the centre of the picture.
Instead of using two tubes, a lens is sometimes fitted into a tube
about an inch longer than the focal length of the glass, and this tube
is slipped upon the object end =A B O=, Fig. 21. This mode of applying
the lens is, however, inferior to the first method, as there is little
room for adjusting it to different distances; whereas with the long
tube all objects at a greater distance than four inches from the lens
may be introduced into the picture—a property which possesses very
peculiar advantages.
Public-domain text, read in full here on John Shaqi.
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