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)
In the history of science the year 1919 is likely to be known, not as
the year of the overthrow of the German Empire, but as the year of the
overthrow of Newton’s law of gravitation. The British astronomers who
went to Africa to observe the eclipse of the sun May 29, 1919, came
back with the proof that a ray of light passing close by the sun is
bent out of its straight course. The photographs taken during the
six minutes when the sun was shadowed show the surrounding stars in
different positions from where they are seen when the sun’s disk is not
in their midst. This is the second time that Einstein has scored over
Newton. The first was in regard to the orbit of Mercury. If the sun and
Mercury were alone in the universe the planet, according to Newton’s
law, would revolve forever around the sun in the same elliptical track.
But the presence of the other planets makes Mercury deviate from this
regular route so the ellipse it describes is never quite the same but
slowly shifts around so that in the course of centuries its longer
diameter would be pointing in a different direction. Calculating by
Newton’s law, the influence exerted by the other planets astronomers
found that it would shift the orbit of Mercury 532 seconds of arc in a
century. But when they took observations on Mercury they found that its
orbit was shifting at the rate of 574 seconds. The discrepancy between
observation and theory, 42 seconds, is thirty times greater than could
be accounted for by errors of instruments or observation. But according
to Einstein’s theory, if the sun and Mercury were alone in space with
no other planets interfering, the orbit of Mercury would not remain
the same, but would advance at the rate of 43 seconds a century. This,
as the reader will observe, is in substantial agreement with the
discrepancy which has for two centuries puzzled astronomers, since it
was inexplicable on the Newtonian theory.
Public-domain text, read in full here on John Shaqi.
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