Uncertainty Evaluation of Effective Delayed Neutron Fraction βeff of Typical Proto-type Fast Reactor

Uncertainty of effective delayed neutron fraction β eff is evaluated in terms of three quantities; uncertainties of the basic delayed neutron constants, energy dependence of delayed neutron yield v m d in the low energy side below about 50keV and in the high energy side above about 4MeV, and the unc...

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Bibliographic Details
Published inJournal of nuclear science and technology Vol. 36; no. 1; pp. 61 - 80
Main Authors ZUKERAN, Atsushi, HANAKI, Hiroshi, SAWADA, Shusaku, SUZUKI, Takayuki
Format Journal Article
LanguageEnglish
Published Tokyo Taylor & Francis 01.01.1999
Atomic Energy Society of Japan
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Summary:Uncertainty of effective delayed neutron fraction β eff is evaluated in terms of three quantities; uncertainties of the basic delayed neutron constants, energy dependence of delayed neutron yield v m d in the low energy side below about 50keV and in the high energy side above about 4MeV, and the uncertainties of the fission cross sections of fuel elements. The uncertainty of β eff due to the delayed neutron yield is expressed by a linearized formula assuming that the delayed neutron yield does not depend on the incident energy, and the energy dependence is supplemented by using the detailed energy dependence proposed by D'Angelo and Filip. The third quantity, uncertainties of fission cross section, is evaluated on the basis of the generalized perturbation theory in relation to reaction rate ratios such as central spectral indexes or average reaction rate ratios. Sensitivity coefficients of the reaction rate ratios to fission cross sections are obtained by generalized perturbation code. Resultant uncertainty of β eff is about 4 to 5%, in which primary factor is the delayed neutron yield, and the secondary one is the fission cross section uncertainty, especially for 238 U. The energy dependence of v m d systematically reduces the magnitude of β eff about 1.4 to 1.7%, depending on the model of the energy vs. v m d correlation curve.
ISSN:0022-3131
1881-1248
DOI:10.1080/18811248.1999.9726182