Easy lessons in Einstein : $b A discussion of the more intelligible features of the theory of relativitySlosson, Edwin E. (Edwin Emery)
Science
Easy lessons in Einstein : $b A discussion of the more intelligible features of the theory of relativity
Slosson, Edwin E. (Edwin Emery)
Einstein, Albert, 1879-1955; Relativity (Physics)
This negative result was just as astonishing as if you should stand
at a certain spot on the bank of a river half a mile wide and should
send out two boats, one to go up the river half a mile against the
current and then back with the current and the other boat to go across
the river and back. If both boats should return at the same moment
you would be puzzled to account for it. One way of accounting for it
would be that your measurement of the half-mile course upstream had
been a little short. This was the explanation of the Michelson-Morley
experiment given by the Dutch physicist, Lorentz. He suggested that the
arm of the instrument shortened a trifle as it was turned from across
the line of the earth’s motion to the direction of that motion. The
amount of shrinkage necessary to compensate for the ether drift would
be exceedingly small. Besides how could you measure the change in the
length of the arm if the rule you laid alongside of it altered in the
same proportion? Lorentz’s explanation could not be disproved, yet it
was so upsetting to our ordinary ideas of the stability of matter that
it was hard to accept.
Einstein took Lorentz’s idea and made it one of the fundamental
principles of his new theory of the universe and then deduced from
this theory sundry very startling conclusions, some of which could
be--and have been--confirmed by experiment. According to Einstein the
size and shape of any body depends upon the rate and direction of its
movement. For ordinary speeds the alteration is very slight, but it
becomes considerable at rates approaching the speed of light, 186,000
miles a second. If, for instance, you could shoot an arrow from a bow
with a velocity of 160,000 miles a second, it would shrink to about
half its length, as measured by a man remaining still on earth. A man
traveling along with the arrow could discover no change. No force
could bring the arrow or even the smallest particle of matter to a
motion greater than the speed of light, and the nearer it comes to this
limit the greater the force required to move it faster. This means
that the mass of a body, instead of being absolute and unalterable as
we have supposed, increases with the speed of its movement. Newton’s
laws of dynamics are therefore valid only for matter in motion at such
moderate speeds as we have to deal with in our experiments on earth and
in our observations of the heavenly bodies. When we come to consider
velocities approximating that of light the ordinary laws of physics are
subject to an increasing correction.
If a person calculates that he is attaining a speed faster than light
he will seem to another observer to be moving the other way. That
is, any motion above the speed of light is negative motion. Just as
a tourist traveling more than 12,000 miles away from home in any
direction will really be getting nearer home the farther he goes.
Public-domain text, read in full here on John Shaqi.
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