GREATEST ASCERTAINED DEPTH OF THE SEA.

In the dynamical theory of the tides, the ratio of the effects of the

sun and moon depends, not only on the masses, distances, and periodic

times of the two luminaries, but also on the Depth of the Sea; and

this, accordingly, may be computed when the other quantities are known.

In this manner Professor Haughton has deduced, from the solar and lunar

coefficients of the diurnal tide, a mean depth of 5·12 miles; a result

which accords in a remarkable manner with that inferred from the ratio

of the semi-diurnal co-efficients as obtained by Laplace from the

Brest observations. Professor Hennessey states, that from what is now

known regarding the depth of the ocean, the continents would appear as

plateaus elevated above the oceanic depressions to an amount which,

although small compared to the earth’s radius, would be considerable

when compared to its outswelling at the equator and its flattening

towards the poles; and the surface thus presented would be the true

surface of the earth.

The greatest depths at which the bottom of the sea has been reached

with the plummet are in the North-Atlantic Ocean; and the places where

it has been fathomed (by the United-States deep-sea sounding apparatus)

do not show it to be deeper than 25,000 feet = 4 miles, 1293 yards, 1

foot. The deepest place in this ocean is probably between the parallels

of 35° and 40° north latitude, and immediately to the southward of the

Grand Banks of Newfoundland.

It appears that, with one exception, the bottom of the

North-Atlantic Ocean, as far as examined, from the depth of about

sixty fathoms to that of more than two miles (2000 fathoms), is

literally nothing but a mass of microscopic shells. Not one of

the animalcules from these shells has been found living in the

surface-waters, nor in shallow water along the shore. Hence arises

the question, Do they live on the bottom, at the immense depths

where the shells are found; or are they borne by submarine currents

from their real habitat?

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