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
If, instead of supposing a mathematical line to be the object, we
take a _single piece_ of coloured glass, with an irregular outline,
we shall have no difficulty in perceiving, from experiment, that an
infinite variety of figures may be created from it alone. This system
of endless changes is one of the most extraordinary properties of
the Kaleidoscope. With a number of loose objects, it is impossible
to reproduce any figure which we have admired. When it is once lost,
centuries may elapse before the same combination returns. If the
objects, however, are placed in the cell, so as to have very little
motion, the same figure, or one very near it, may, without difficulty,
be recalled; and if they are absolutely fixed, the same pattern will
recur in every revolution of the object-plate.
CHAPTER XX.
ON THE APPLICATION OF THE KALEIDOSCOPE TO THE FINE AND
USEFUL ARTS.
If we examine the various objects of art which have exercised the
skill and ingenuity of man, we shall find that they derive all their
beauty from the symmetry of their form, and that one work of art excels
another in proportion as it exhibits a more perfect development of this
principle of beauty. Even the forms of animal, vegetable, and mineral
bodies, derive their beauty from the same source. The human figure
consists of two halves, one of which is the reflected image of the
other; and the same symmetry of form presents itself in the shapes of
almost all the various tribes of animated beings. In the structure of
vegetables, the principle of symmetry is less perfectly developed. From
the extreme delicacy and elasticity of its parts, a plant, regularly
constructed, would have lost all its symmetry from the influence of
gravitation, or from the slightest breath of wind; and therefore a
symmetrical combination of parts has been effected only in its leaves
and flowers. When the laws of crystallization are allowed to perform
their functions uncontrolled, the beautiful geometrical forms which
they create are marked with the most perfect regularity. Even their
physical properties are symmetrically related to some axis or fixed
line; and though all their functions are performed in utter silence and
repose, yet their physiology, if we may apply that name to the actions
of apparently dead matter, is not less wonderful than that which
embraces the busy agencies of animal and vegetable bodies.
The irregular forms which are the foundation of picturesque beauty
constitute a single exception to the general law, and therefore the
landscape painter is the only artist who is not professionally led to
the study of that species of beauty which arises from the inversion and
multiplication of simple forms.
Public-domain text, read in full here on John Shaqi.
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