Adapted swimming pool tank reactor Austria

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The Adapted Swimming Pool Tank Reactor Austria ( ASTRA ) was a research reactor that was built and operated on the site of the Austrian Reactor Center Seibersdorf (southeast of Vienna ) as part of today's Austrian Institute of Technology . It was in operation from 1960 to 1999.

Lapse of time

time power
September 1960 100 kW (first criticality )
May 1962 1 MW
August 1962 5 MW
August 1969 6 MW
1972 7 MW
January 1975 8 MW
~ 1989 9.5 MW
1999 Shutdown

research

The neutron decay experiment is one of the most complex physical experiments carried out on the ASTRA reactor. Here the spectrum of the recoil protons , which are created when the neutron decays , was measured; the center of a highly evacuated tangential beam pipe of the reactor served as a neutron source. The aim of the experiment was to determine the ratio of the two coupling constants g A and g V of the weak interaction from the shape of the spectrum of the recoil protons. This spectrum was analyzed using an electrostatic spectrometer; the protons were counted by an ion-electron converter.

The result was | g A / g V | = 1.259 ± 0.017. This is in good agreement with the latest - much more precise - mean value g A / g V = - 1.2695 ± 0.0029, which was measured on polarized neutrons and therefore also contains the sign .

literature

  • R. Dobrozemsky: Production of a Clean Neutron Gas for Decay and Scattering Experiments. In: Nuclear Instruments and Methods. 118: 1-37 (1974).
  • Austrian Study Society for Atomic Energy: Astra Reaktor Reaktorzentrum Seibersdorf . Vienna, Koska Verlag, (1961)

Individual evidence

  1. R. Dobrozemsky, E. Kerschbaum, G. Moraw, H. Paul , C. Stratowa, P. Weinzierl: Electron-neutrino angular correlation coefficient a Measured from free-neutron decay. In: Physical Review. D 11 (1975), p. 510.
  2. C. Stratowa, R. Dobrozemsky, P. Weinzierl: Ratio | g A / g V | derived from the proton spectrum in free neutron decay. In: Physical Review. D 18 (1978), p. 3970.
  3. W.-M. Yao et al. (Particle Data Group), Journal of Physics G 33 (2006) p. 1 online

See also