The Earth's BeginningBall, Robert S. (Robert Stawell)
Science
The Earth's Beginning
Ball, Robert S. (Robert Stawell)
Krakatoa (Indonesia); Nebular hypothesis
In the evolution of our solar system from the primæval nebula, this
operation of reducing the movements to the same plane and of requiring
that all the movements shall take place in the same direction, having
had play for unmeasured ages, has in the main accomplished its end. All
the important bodies of the system do go round in the same direction;
that much, at least, has been attained. All of them also go round in
planes which are nearly coincident, but, as we have already noted, they
are not yet absolutely coincident. The greatest planets have, however,
very nearly become reconciled, so far as the planes of their orbits are
concerned, to the condition which dynamics imposes. The same is true of
the rotation of the sun on its axis. That axis is inclined at an angle
of eighty-three degrees to the plane of the ecliptic, so that the sun’s
equator would have to be shifted only through an angle no greater than
seven degrees, if it were to be placed in the plane in which it should
be situated, if the condition of the smallest quantity of energy for a
given amount of moment of momentum was to be realised. We find a greater
discrepancy in the plane of the earth’s equator. This is inclined by
about twenty-three degrees to the plane of the ecliptic. Here there is
some energy which might yet be expended without a diminution of the
amount of moment of momentum in the system; for if the earth’s axis were
to be made perpendicular to the plane of the ecliptic, then the velocity
of rotation of the earth about its axis might undergo a corresponding
abatement, and yet keep up the requisite moment of momentum. We thus see
that even with the older planets the conditions which would be enforced,
if the moment of momentum was to be sustained with the least quantity of
energy, are not absolutely complied with; which simply means that there
has not yet been time enough for our system to arrive at the perfect
state, to which it must be approximating.
Public-domain text, read in full here on John Shaqi.
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