The Heavens Above: A Popular Handbook of AstronomyRolfe, W. J. (William James)
Science
The Heavens Above: A Popular Handbook of Astronomy
Rolfe, W. J. (William James)
Astronomy
"If some celestial railway could be imagined, the journey to the
sun, even if our trains ran sixty miles an hour day and night and
without a stop, would require over a hundred and seventy-five years.
Sensation, even, would not travel so far in a human lifetime. To
borrow the curious illustration of Professor Mendenhall, if we could
imagine an infant with an arm long enough to enable him to touch the
sun and burn himself, he would die of old age before the pain could
reach him; since, according to the experiments of Helmholtz and
others, a nervous shock is communicated only at the rate of about a
hundred feet per second, or 1,637 miles a day, and would need more
than a hundred and fifty years to make the journey. Sound would do
it in about fourteen years, if it could be transmitted through
celestial space; and a cannon-ball in about nine, if it were to move
uniformly with the same speed as when it left the muzzle of the gun.
If the earth could be suddenly stopped in her orbit, and allowed to
fall unobstructed toward the sun, under the accelerating influence
of his attraction, she would reach the centre in about four months.
I have said if she could be stopped; but such is the compass of her
orbit, that, to make its circuit in a year, she has to move nearly
nineteen miles a second, or more than fifty times faster than the
swiftest rifle-ball; and, in moving twenty miles, her path deviates
from perfect straightness by less than an eighth of an inch. And
yet, over all the circumference of this tremendous orbit, the sun
exercises his dominion, and every pulsation of his surface receives
its response from the subject earth." (Professor C. A. Young: The
Sun.)
142. _Method of Finding the Sun's Distance._--There are several
methods of finding the sun's distance. The simplest method is that
of finding the actual distance of one of the nearer planets by
observing its displacement in the sky as seen from widely separated
points on the earth. As the _relative_ distances of the planets from
each other and from the sun are well known, we can easily deduce the
actual distance of the sun if we can find that of any of the
planets. The two planets usually chosen for this method are Mars and
Venus.
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