We have now added the pressure of the 2 miles of water, because
there could be no water at the depth of 9 miles; for the critical
temperature of water is known to be 412°, beyond which temperature
water cannot be maintained in its liquid state by any amount of
pressure, however great; and 9 miles would give 483° temperature at 1°
for each 30 metres. At that depth there might be steam, although it is
difficult to see how it could penetrate so far, because the only force
to help it to penetrate would be gravitation, and that would have to
act against the increasing repulsion of heat.
There is another circumstance to be considered which would tend to
increase the density of the outer portion of the crust, if there be a
crust, and if not, of the outer portion of the earth itself.
When the earth was in the molten liquid state, it is generally supposed
to have been surrounded by vapours of a great proportion of the metals
and of some of the metalloids, in addition to the vapour of water, air,
and other gases, which floated above them higher up in the atmosphere.
In that case when the crust began to be formed through cooling, these
vapours would be precipitated on the surface and mixed with the
half-liquid half-solid matter there, but the proportion of condensed
vapours would be very small compared with what they fell upon, and the
specific gravity of the mixture would not be great enough to cause it
to sink much below the surface, because it would soon meet with matter
as dense as itself; consequently we must consider that all these metals
would remain near the surface--most likely much nearer to it than the
9 miles which we have as yet descended to--and whatever may have been
the proportion of their density it ought to be added to the weights and
pressures that have been taken into account above. We believe that it
will be shown later on that this estimate of a density of three times
that of water at 9 miles deep in the earth is very much lower than it
should be; because, when the pressure upon the matter there came to be
greater than its crushing strain, compression would go on more rapidly
than shortly afterwards, and it might so be that with a strain of
very much less than four times that of crushing, compression would be
reduced to its utmost limit. But more of this hereafter.
Public-domain text, read in full here on John Shaqi.
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