Illustrations of the Huttonian Theory of the EarthPlayfair, John
Science
Illustrations of the Huttonian Theory of the Earth
Playfair, John
Geology; Hutton, James, 1726-1797. Theory of the earth
The surface of the earth, in its most obvious sense, is that which
bounds the whole earth, and includes all its inequalities; it is a
surface extremely irregular, rising to the tops of the mountains,
descending to the bottoms of the valleys, and having the continuity
of its curvature often interrupted, or suddenly changed. This may be
called the _actual_ surface, and the figure bounded by it, the _actual_
figure, of the earth.
The surface of the earth, in another sense, is one that is every where
horizontal, and is the same which water assumes when at rest.
This superficies is determined by the circumstance of its being
constantly perpendicular to the direction of gravity; it is the surface
marked out by levelling, and may be supposed to be continued from the
sea, through the interior of the land, till it meet the sea again. The
figure bounded by this horizontal surface, may properly be called the
_statical_ figure of the earth.
When it is said that the figure of the earth is an oblate spheroid, it
is the statical, not the actual figure which is meant; and the degrees
of the meridian which astronomers measure, are also referred to the
superficies of the former.
437. Suppose now a body like the earth, but with its actual figure
infinitely more irregular, having a sea circumfused around it, the
water will descend into the lowest situations, and will so arrange
itself, that its surface shall be perpendicular every where to the
plumb-line, or to the direction of gravity, in which state only it can
remain at rest. The figure of the superficies which the sea must thus
take will be of a continuous curvature, and will return into itself;
though it may, if the actual figure is very irregular, be far either
from a sphere or a spheroid. If, however, we suppose the solid parts
of this mass subject to be dissolved or worn away, and carried down to
the ocean, there will be a tendency to give to the whole body the same
figure that it would have assumed, if it had been entirely fluid, and
subject to the laws of hydrostatics. This tendency is the result of
two principles.
438. Let us suppose the body just described to have no rotation, so
that the particles of it are actuated only by the forces of cohesion
and of attraction.
It is then clear, that every particle taken away by attrition from the
parts above the level of the sea, and deposited under the surface of
it, makes the general figure more compact, bringing the remoter parts
nearer to the centre of gravity of the whole; so that, in time, if the
body is homogeneous, all the points of the surface will become equally
distant from that centre. Thus the _actual_ figure changes continually,
and approaches nearer to the _statical_.
While this change is going forward in the actual figure, there is
another produced on the statical, that tends very much to accelerate
the final coincidence, of the two.
Public-domain text, read in full here on John Shaqi.
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