Symmes's Theory of Concentric Spheres: Demonstrating that the Earth is hollow, habitable within, and widely open about the polesMcBride, James
Science
Symmes's Theory of Concentric Spheres: Demonstrating that the Earth is hollow, habitable within, and widely open about the poles
McBride, James
Earth (Planet) -- Miscellanea; Symmes, John Cleves, 1780-1829
would naturally be produced simultaneously on the opposite side of the
sphere, as an equipoise to the first, to keep equal the earth's motion;
until all the heavy substances should be thrown out and united in a
compact sphere.
To an observer of the earth the crust every where appears to indicate
the emergence of land from water: almost the whole surface of the
solid crust is alluvial, and by reasoning and reflecting, we are led
to the conclusion, that the solid parts of our globe are nothing more
than a crust, and formed into concentric spheres, in accordance with
the principles of projectile force. I would ask, what proofs have we,
that the sphere we inhabit is solid beyond the degree of thickness
necessary to preserve it from injury by its rapid motion round the sun,
by its diurnal motion round its own axis, and by its motion round its
common centre of gravity with the moon? It has been ascertained with
mathematical certainty, that the large planet Jupiter, is more than
1300 times the bulk of the earth, and Saturn independent of his double
ring, is about 1000 times the size. If we apply to those prodigious
bodies, the reasoning of Newton relative to plastic forms moving
variously, there is no just grounds for concluding that they are solid
substances to their centres. If they were, their vast weight and remote
position would require much more attraction than probably even the sun
could furnish, to keep them within their orbits.
The acknowledged and received laws of gravity, together with the
measurements made on the same meridian, in different latitudes, have
demonstrated to us that the greatest mathematicians have been mistaken
as to the real figure of the earth. It is for schoolmen to make exact
calculations, respecting the force of gravity, and centrifugal and
centripetal forces; it is for them to determine with mathematical
certainty where matter, left to its own laws, would settle; for such
undertakings, I acknowledge my incompetency. But I have long had strong
doubts, whether the laws of gravity are well understood; or whether the
rules on which these calculations could be accurately made, are exactly
known. However, I take the broad principles of nature, as presented to
my view, for my guide; and draw my conclusions from what I have seen or
what is well known to exist.
Observe the boy hurling a stone from a sling; he whirls it round his
head for a minute to acquire a certain degree of centrifugal force,
and although it is not whirled with half the velocity the earth
revolves on its axis, yet as soon as it is released from confinement,
notwithstanding the whole power of the earth is operating on it with
all the force of gravity, the centrifugal force which the stone
acquired by the whirling is sufficient to carry it off, at a tangent to
the circle described by the sling, for a very considerable distance,
before the gravity of the earth and atmospheric obstruction can force
it to the ground.
Public-domain text, read in full here on John Shaqi.
Symmes's Theory of Concentric Spheres: Demonstrating that the Earth is hollow, habitable within, and widely open about the poles — John Shaqi
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