The nature of the physical worldEddington, Arthur Stanley, Sir
Philosophy
The nature of the physical world
Eddington, Arthur Stanley, Sir
Physics -- Philosophy; Science -- Philosophy
Material frictions and reactions are visible and absolute interferences
which can change the motion of a body. I have nothing to say against
them. The molecular battering can be recognised by anyone who looks
deeply into the phenomenon no matter what his frame of reference. But
when there is no such indication of disturbance the whole procedure
becomes arbitrary. On no particular grounds the motion is divided into
two parts, one of which is attributed to a passive tendency of the
body called inertia and the other to an interfering field of force.
The suggestion that the body really wanted to go straight but some
mysterious agent made it go crooked is picturesque but unscientific. It
makes two properties out of one; and then we wonder why they are always
proportional to one another—why the gravitational force on different
bodies is proportional to their inertia or mass. The dissection becomes
untenable when we admit that all frames of reference are on the same
footing. The projectile which describes a parabola relative to an
observer on the earth’s surface describes a straight line relative to
the man in the lift. Our teacher will not easily persuade the man in
the lift who sees the apple remaining where he released it, that the
apple really would of its own initiative rush upwards were it
not that an invisible tug exactly counteracts this tendency.[16]
Einstein’s Law of Motion does not recognise this dissection. There
are certain curves which can be defined on a curved surface without
[Pg 125]
reference to any frame or system of partitions, viz. the geodesics or
shortest routes from one point to another. The geodesics of our curved
space-time supply the natural tracks which particles pursue if they are
undisturbed.
We observe a planet wandering round the sun in an elliptic orbit.
A little consideration will show that if we add a fourth dimension
(time), the continual moving on in the time-dimension draws out the
ellipse into a helix. Why does the planet take this spiral track
instead of going straight? It is because it is following the shortest
track; and in the distorted geometry of the curved region round the sun
the spiral track is shorter than any other between the same points. You
see the great change in our view. The Newtonian scheme says that the
planet tends to move in a straight line, but the sun’s gravity pulls it
away. Einstein says that the planet tends to take the shortest route
and does take it.
That is the general idea, but for the sake of accuracy I must make one
rather trivial correction. The planet takes the longest route.
Public-domain text, read in full here on John Shaqi.
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