Predicting Weather By The Moon - Xavier University Libraries
Predicting Weather By The Moon - Xavier University Libraries
Predicting Weather By The Moon - Xavier University Libraries
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Tides<br />
is always a corresponding high tide on the earth’s opposite<br />
side. About two centuries ago it was assumed that when the<br />
moon was on one side of the earth, it pulled the centre of<br />
the earth away from the sea on the other side, leaving a big<br />
hole into which the sea flowed back, causing a high tide<br />
there. <strong>The</strong> trouble with that idea was that the moon pulls on<br />
all parts of the earth. As it also pulls on the sea it could<br />
also be said that the sea gets lower on the opposite side of<br />
earth to the moon, and therefore a lower tide should result.<br />
<strong>The</strong>n somebody tried to explain it away by blaming<br />
centrifugal forces.<br />
<strong>The</strong> idea came from the thought that centrifugal forces<br />
explained why the atmosphere was higher at the equator<br />
than at the poles, the idea being that it was ‘thrown out’<br />
more as the earth rotated. <strong>The</strong> ‘troposphere’ is that lower<br />
region of the atmosphere, where the higher you go the<br />
cooler it gets. <strong>The</strong> troposphere is highest at the equator,<br />
being on the average about 18 km. high there. It is lower in<br />
the moderate latitudes, and only 4-6 km. high above the<br />
ground at the poles. <strong>The</strong> weight of the atmosphere is constantly<br />
changing as the changing barometric pressure indicates.<br />
Yet one would imagine centrifugal forces to be constant.<br />
<strong>The</strong> height of the atmosphere also is continually<br />
changing, as a daily lunar air tide would suggest.<br />
It was worked out that the atmosphere rotates with the<br />
same angular velocity as the earth and behaves like a fluid,<br />
and using the known maths of centrifugal force it was calculated<br />
that Earth’s polar and equatorial axes must be about<br />
35,000 and 52,000 miles respectively; and so at the equator<br />
the atmosphere must extend more than. 21,000 miles<br />
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