“It will help us to picture the world of atoms if we have, to begin
with, some idea of the size of these units. Let us begin with a gramme
of hydrogen (1/453 of a pound), which is not a very large quantity. How
many atoms will it contain? If the atoms were made up into bundles of
a million-million, and then into a million-million of these bundles,
we should have about a gramme and a half of hydrogen. That is to say,
the weight of one atom of hydrogen is about a million-millionth of
a million-millionth of a gramme and a half. Other atoms weigh more
than the atom of hydrogen, but not enormously more; an atom of oxygen
weighs sixteen times as much, an atom of lead rather more than 200
times as much. _Per contra_, an electron weighs very much less than a
hydrogen atom; it takes about 1,850 electrons to weigh as much as one
hydrogen atom.”
ELECTRONS
The inner rings of electrons give rise to X-rays when they are
disturbed, and it is chiefly by means of X-rays that their constitution
is studied. The nucleus itself is the source of radio-activity.... The
most complex atom known is that of uranium, which has, in its normal
state, 92 electrons revolving round the nucleus, while the nucleus
itself probably consists of 238 hydrogen nuclei and 146 electrons....
Under normal conditions, when the hydrogen atom is unelectrified,
the electron simply continues to go round and round the nucleus,
just as the earth continues to go round and round the sun. The
electron may move in any one of a certain set of orbits, some larger,
some smaller, some circular, some elliptical. But when the atom is
undisturbed, it has a preference for the smallest of the circular
orbits, in which the distance between the nucleus and the electron is
about half a hundred-millionth of a centimetre. It goes round in this
tiny orbit with very great rapidity; in fact its velocity is about a
hundred-and-thirty-fourth of the velocity of light, which is 186,000
miles a second. Thus the electron manages to cover about 1,400 miles in
every second. To do this, it has to go round its tiny orbit about seven
thousand million times in a millionth of a second; that is to say, in
a millionth of a second it has to live through about seven thousand
million of its “years”!
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