I also proved that the wave-transit period of the unshattered material
of these rocks was greatest in a direction _transverse_ to the bedding,
and least in line parallel with that; but the effect of this in the
rocky mass itself may be _more_ than counterbalanced by the
discontinuity and imperfect contact of the adjacent beds.
These results indicate, therefore, that the superficial rate of
translation of the solitary sea-wave of earthquakes may, when over very
deep water, equal or even exceed the transit rate (in some cases) of the
elastic wave of shock itself.
These results have since received general confirmation by the careful
determinations of the transit rates of actual earthquake waves, in the
rocks of the Rhine Country and in Hungary, by Nöggerath and Schmidt
respectively, and by those made since by myself in those of Southern
Italy, to which I shall again refer. In an elastic wave propagated from
a centre of impulse in an infinitely extended volume of a perfect gas,
normal vibrations are alone propagated--as is the case with sound in
air.
In the case of like movements propagated in elastic and perfectly
homogeneous and isotropic solids, the wave possesses both normal and
transversal vibrations, and is, in so far, analogous to the case of
light. Mr. Hopkins, in his Report above referred to, has based certain
speculations upon the assumed necessary co-existence of both orders of
vibration in actual earthquake shocks in the materials of which our
earthy crust is actually composed.
The existence of transversal vibration in those materials has not been
yet proved experimentally, though there is sufficient ground to preclude
our denying their probable existence.
Public-domain text, read in full here on John Shaqi.
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