Time and Clocks: A Description of Ancient and Modern Methods of Measuring TimeCunynghame, Henry H. (Henry Hardinge), Sir
Philosophy
Time and Clocks: A Description of Ancient and Modern Methods of Measuring Time
Cunynghame, Henry H. (Henry Hardinge), Sir
Clocks and watches; Time
The principal reason given for this was that if bodies were thrown
up from the earth they ought, if the earth were in motion, to remain
behind. Now, if this were so, then it would follow that if a person
in a train which was moving rapidly threw a ball vertically, that is
perpendicularly, up into the air, the ball, instead of coming back into
his hand, ought to hit the side of the carriage behind him. The next
time any of my readers travel by train he can easily satisfy himself
that this is not so. But there are other ways of proving it. For
instance, if a little waggon running on rails has a spring gun fixed in
it in a perpendicular position, so arranged that when the waggon comes
to a particular point on the rails a catch releases the trigger and
shoots a ball perpendicularly upwards, it will be found that the ball,
instead of going upwards in a vertical line, is carried along over the
waggon, and the ball as it ascends and descends keeps always above the
waggon, just as a hawk might hover over a running mouse, and finally
falls not behind the waggon, but into it.
So, again, if an article is dropped out of the window of a train, it
will not simply be left behind as it falls, but while it falls it will
also partake of the motion of the train, and touch the ground, not
behind the point from which it was dropped, but just underneath it.
The reason is, that when the ball is dropped or thrown it acquires
not only the motion given to it by the throw, or by gravity, but it
takes also the motion of the train from which it is thrown. If a ball
is thrown from the hand, it derives its motion from the motion of the
hand, and if at the time of throwing the person who does so is moving
rapidly along in a train, his hand has not only the outward motion
of the throw, but also the onward motion of the train, and the ball
therefore acquires both motions simultaneously. Hence then it is not
correct reasoning to say, because a ball thrown up vertically falls
vertically back to the spot from which it was thrown, that therefore
the earth must be at rest; the same result will happen whether the
earth is at rest or in motion. You can no more tell whether the earth
is at rest or in motion from the behaviour of falling bodies than you
can tell whether a ship on the ocean is at rest or in motion from the
behaviour of bodies on it.
Public-domain text, read in full here on John Shaqi.
Reviews
Reviews
No reviews yet
Be the first to share your thoughts on this work.
Join the Discussion
Join the discussion
Sign in to leave a comment or review.
Sign InorCreate an account