Wigner effect

The Wigner effect (named for its discoverer, Eugene Wigner),[1] also known as the discomposition effect or Wigner's release,[2] is the displacement of atoms in a solid caused by neutron radiation.

Any solid can display the Wigner effect. The effect is of most concern in neutron moderators, such as graphite, intended to reduce the speed of fast neutrons, thereby turning them into thermal neutrons capable of sustaining a nuclear chain reaction involving uranium-235.

Explanation

To create the Wigner effect, neutrons that collide with the atoms in a crystal structure must have enough energy to displace them from the lattice. This amount (threshold displacement energy) is approximately 25 eV. A neutron's energy can vary widely, but it is not uncommon to have energies up to and exceeding 10 MeV (10,000,000 eV) in the centre of a nuclear reactor. A neutron with a significant amount of energy will create a displacement cascade in a matrix via elastic collisions. For example, a 1 MeV neutron striking graphite will create 900 displacements; not all displacements will create defects, because some of the struck atoms will find and fill the vacancies that were either small pre-existing voids or vacancies newly formed by the other struck atoms.

The atoms that do not find a vacancy come to rest in non-ideal locations; that is, not along the symmetrical lines of the lattice. These atoms are referred to as interstitial atoms, or simply interstitials. An interstitial atom and its associated vacancy are known as a Frenkel defect. Because these atoms are not in the ideal location, they have an energy associated with them, much as a ball at the top of a hill has gravitational potential energy. This energy is referred to as Wigner energy. When a large number of interstitials have accumulated, they pose a risk of releasing all of their energy suddenly, creating a rapid, very great increase in temperature. Sudden, unplanned increases in temperature can present a large risk for certain types of nuclear reactors with low operating temperatures; one such was the indirect cause of the Windscale fire. Accumulation of energy in irradiated graphite has been recorded as high as 2.7 kJ/g, but is typically much lower than this.[3]

Despite some reports,[4] Wigner energy buildup had nothing to do with the cause of the Chernobyl disaster: this reactor, like all contemporary power reactors, operated at a high enough temperature to allow the displaced graphite structure to realign itself before any potential energy could be stored.[5] Wigner energy may have played some part following the prompt critical neutron spike, when the accident entered the graphite fire phase of events.

Dissipation of Wigner energy

A buildup of Wigner energy can be relieved by heating the material. This process is known as annealing. In graphite this occurs at 250 °C.[6]

Intimate Frenkel pairs

In 2003, it was postulated that Wigner energy can be stored by the formation of metastable defect structures in graphite. Notably, the large energy release observed at 200–250 °C has been described in terms of a metastable interstitial-vacancy pair.[7] The interstitial atom becomes trapped on the lip of the vacancy, and there is a barrier for it to recombine to give perfect graphite.

Footnotes
  1. Wigner, E. P. (1946). "Theoretical Physics in the Metallurgical Laboratory of Chicago". Journal of Applied Physics. 17 (11): 857–863. Bibcode:1946JAP....17..857W. doi:10.1063/1.1707653.
  2. Rhodes, Richard (1995). Dark Sun: The Making Of The Hydrogen Bomb. Simon & Schuster. p. 277. ISBN 978-0684824147.
  3. International Atomic Energy Agency (September 2006). "Characterization, Treatment and Conditioning of Radioactive Graphite from Decommissioning of Nuclear Reactors" (PDF).
  4. V.P. Bond; E.P. Cronkite, eds. (August 8–9, 1986). "Workshop on Short-Term Health Effects of Reactor Accidents: Chernobyl" (PDF). United States Department of Energy.
  5. Sarah Kramer (26 Apr 2016). "Here's why a Chernobyl-style nuclear meltdown can't happen in the United States". Business Insider. Retrieved 6 Jan 2019.
  6. European Nuclear Society. "Wigner Energy". Retrieved 6 Jan 2019.
  7. C. P. Ewels, R. H. Telling, A. A. El-Barbary, M. I. Heggie, and P. R. Briddon (2003). "Metastable Frenkel Pair Defect in Graphite: Source of Wigner Energy?" (PDF). Physical Review Letters. 91 (2): 025505. Bibcode:2003PhRvL..91b5505E. doi:10.1103/PhysRevLett.91.025505. PMID 12906489.CS1 maint: multiple names: authors list (link)
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References
  • Glasstone & Sesonke. Nuclear Reactor Engineering. Springer [1963] (1994). ISBN 0-412-98531-4
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