Our Nuclear Future: Facts, Dangers and OpportunitiesTeller, Edward
Science
Our Nuclear Future: Facts, Dangers and Opportunities
Teller, Edward
Nuclear energy -- Popular works; Nuclear weapons; Radioactivity -- Physiological effect
Cesium¹³⁷ has a half-life of 30 years and emits a gamma ray with an
energy of 0.6 million electron-volts. Strontium⁹⁰ has a half-life of 28
years and emits an electron with an average energy of 0.22 million
electron-volts. The daughter nucleus in this process is yttrium⁹⁰, which
emits another electron with an average energy of one million
electron-volts. The half-life of yttrium⁹⁰ is 64 hours. In effect,
therefore, strontium⁹⁰ emits two electrons, each with an average energy
of 0.6 million electron-volts. For the long-term radioactive hazard,
particularly the world-wide fallout associated with atomic explosions,
the two isotopes cesium¹³⁷ and strontium⁹⁰ are the most significant.
Strontium⁹⁰ is the more dangerous to living organisms because it is
deposited in the bones and retained in the body for long periods.
Besides radioactivity there is another feature of the fission process
which is so conspicuous that it may seem hard to understand how Fermi
failed to notice it—namely the large amount of energy released. The
fission of a single nucleus of uranium releases an energy of 200 million
electron-volts as contrasted with ordinary radioactive decay energies of
5 to 10 million electron-volts. (The energy released from the burning of
one atom of coal is only 4 electron-volts.)
Of the 200 million electron-volts released in fission, about 10 million
go into gamma rays and neutrons created in the fission process itself.
This energy contributes to the immediate and local radiation danger.
Another 24 million electron-volts go into radioactivity of the fission
products, and of this, about half go into neutrinos, which are neither
dangerous nor useful; the other half is carried by electrons and gives
rise to the delayed radioactive hazard. But the bulk of the energy, over
160 million electron-volts, goes into kinetic energy of the two primary
fission fragments. Of this amount, 100 million, on the average, go to
the lighter fragment.
One hundred million electron-volt fission fragments should certainly
have been noticed by Fermi’s radioactive counters—if they had been able
to reach the counters. The fragments were not able to reach the
counters, however. The reason is that Fermi was a careful worker. He
knew that his sample of uranium would emit some radioactive particles
even before neutron bombardment. This natural radioactivity he did not
want to get mixed up with the radioactivity that would be produced in
the experiment. So he put an absorbing foil between the uranium sample
and the radioactive counters. The fission fragments could not get
through the foil.
It is amusing that shortly afterward another noted physicist repeated
Fermi’s experiment, but this time without the foil. He reported that he
was unable to get any significant results because his counter, for
reasons unknown, started to spark.
Public-domain text, read in full here on John Shaqi.
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