Energy Dependent Calculations of Fission Product, Prompt, and Delayed Neutron Yields for Neutron Induced Fission on $^{235}$U, $^{238}$U, and $^{239}$Pu
S. Okumura, T. Kawano, A.E. Lovell, T. Yoshida

TL;DR
This study performs energy-dependent calculations of fission product yields and neutron emissions for uranium and plutonium isotopes, using statistical decay models and Bayesian adjustments, to compare with experimental data and explore second chance fission effects.
Contribution
It introduces a comprehensive energy-dependent modeling approach for fission yields and neutron emissions, incorporating Bayesian parameter adjustments and analysis of second chance fission impacts.
Findings
Calculated yields agree with experimental data across energies.
Bayesian adjustments improve model accuracy at specific energies.
Second chance fission influences delayed neutron yield energy dependence.
Abstract
We perform energy dependent calculations of independent and cumulative fission product yields for U, U, and Pu in the first chance fission region. Starting with the primary fission fragment distributions taken from available experimental data and analytical functions based on assumptions for the excitation energy and spin-parity distributions, the Hauser-Feshbach statistical decay treatment for fission fragment de-excitation is applied to more than 1,000 fission fragments for the incident neutron energies up to 5 MeV. The calculated independent fission product yields are then used as an input of -decay to produce the cumulative yield, and summation calculations are performed. Model parameters in these procedures are adjusted by applying the Bayesian technique at the thermal energy for U and Pu and in the fast energy range for U. The…
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Taxonomy
TopicsNuclear physics research studies · Nuclear reactor physics and engineering · Nuclear Physics and Applications
