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)
Such speculations would not have bothered anybody twenty years ago,
for then the physicist did not have to handle any cases of such high
speeds. But when radium was discovered it was found that this metal
was continuously throwing off particles of negative electricity with
approximately the speed of light. Now if these electrons are not matter
they are at any rate the material of which matter is made. They can be
detected and counted and tracked and deflected and speeded and weighed.
They are very real things, perhaps the ultimate reality of all things,
yet their extreme velocity carries them out of Newton’s world and into
Einstein’s.
INTRODUCING THE FOURTH DIMENSION
Now Einstein’s world, as I said before, differs from the world in which
we are accustomed to live in many particulars. It has four dimensions
instead of three. One of these dimensions may be time. Time, too, must
be relative, not absolute. This is even harder to imagine than the
relativity of space.
As some schoolboy said: “If there were no matter in the universe the
law of gravitation would fall to the ground.” Quite so.
WHAT IS MEANT BY DIMENSIONS
No dimensions:
A mathematical point.
Has position but no size.
Represented by a dot. Like this .
One dimension:
Has length but no breadth.
Made by moving a point along straight in any direction.
Represented by a line. Like this ----
Two dimensions:
A plane surface like this page.
Has length and breadth but no thickness.
Made by moving a line in a direction perpendicular to its
length (that is, into the second dimension).
Represented by two straight lines of indefinite length perpendicular
to each other.
The lines are called axes and are labeled _x_ and _y_.
The point where they meet, the origin, is marked O.
Like this [Illustration]
Three dimensions:
A solid like a cube.
Has length, breadth and thickness.
Made by moving a plane in a direction perpendicular to the
other two (that is, into the third dimension).
Cannot be pictured on paper, but is indicated by three axes,
_x_, _y_, and _z_, of which _x_ and _y_ are on the plane of the
page and _z_ is supposed to be stuck up at right-angles to
the other two. Stick a pin into the paper at the point
O and you will have the third or _z_ axis.
Like this [Illustration]
Four dimensions:
Has length, breadth, thickness and extension into a fourth
dimension, say time.
Made by moving a cube in a direction perpendicular to the
other three (that is, into the fourth dimension).
Cannot be pictured on paper, but may be indicated by four
axes, _x_, _y_, _z_ and _t_ (or _u_), each at right-angles to the
other three.
Like this [Illustration]
More dimensions:
Public-domain text, read in full here on John Shaqi.
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