The Moon: A Popular TreatiseServiss, Garrett Putman
Science
The Moon: A Popular Treatise
Serviss, Garrett Putman
Moon
“The eclipse is not yet total,” I continued, glancing out of the door,
“and we can finish our explanation before it becomes so. Have the
kindness, then, to look at the diagram. Suppose E to be the center of
the earth, and M the center of the moon. The protuberant portions of the
earth C A D and D B C represent the waters of the ocean pulled away from
the surface of the earth, if I may so describe it, by the moon’s
attraction. You are probably aware that the attraction of gravitation
varies with the distance of the attracting body. The distance from the
center of the earth to the center of the moon is about 239,000 miles.
But the earth being nearly 8,000 miles in diameter, the surface of the
ocean at A is about 4,000 miles nearer to the moon than is the center of
the earth E. It follows that the force of the moon’s attraction is
greater at A than at E. If the water of the ocean were a fixed, solid
part of the earth there would be no perceptible effect resulting from
this difference in the amount of the moon’s attraction. But since the
water is free to move, to a certain extent, it yields to the attraction,
and is drawn up a little toward the moon. At the same time it is, in
effect, drawn away from C and D. The consequence is the production of a
tide on the side facing the moon.
“Now, for the other tide, produced at the same time on that side of the
earth which is turned away from the moon. The point B is about 4,000
miles farther from the moon than E; consequently the moon’s attractive
force is less at B than at E. From this it results that the body of the
earth is more forcibly attracted by the moon than is the water at B. The
earth therefore tends to move away from the water at that point, and
another tidal protuberance is produced, with its highest part at B. I
should add that while the water of the ocean is, to a certain degree,
free to respond to these differences of attraction, the earth itself,
being solid, can only move as a single body, and, mathematically, we may
regard it as if its entire mass were concentrated at the center E.
Please remember, however, that this explanation is only elementary, only
intended as a graphic representation of the tides, and not as a
mathematical demonstration of the way they are produced. Such a
demonstration would only be suited to one of the technical books that
you have not found as interesting as—some other branches of literature.
Public-domain text, read in full here on John Shaqi.
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