Connection of four-dimensional Langevin model and Hauser-Feshbach theory to describe statistical decay of fission fragments
Kazuki Fujio, Shin Okumura, Chikako Ishizuka, Satoshi Chiba, Tatsuya, Katabuchi

TL;DR
This paper presents a combined modeling approach using a four-dimensional Langevin model and Hauser-Feshbach theory to improve predictions of fission fragment yields, TKE, and prompt neutron observables across various Pu isotopes.
Contribution
The study introduces a novel superposition method of two fission modes within a Langevin framework, integrated with Hauser-Feshbach decay, to enhance the accuracy of fission observable predictions.
Findings
Qualitatively reproduces known fission trends.
Quantitative discrepancies remain with experimental data.
Approach shows potential for predicting difficult-to-measure nuclides.
Abstract
We developed a method superposing two different fission modes calculated in a four-dimensional Langevin model to obtain more accurate fission fragment yield and total kinetic energy (TKE). The two fission modes correspond to the standard I and standard II modes reported by Brosa et al., and parameters in the Langevin model and the superposing ratio were determined to reproduce the fission fragment yield of Pu of spontaneous fission. We also investigated the fission fragment yields and the TKEs of other Pu isotopes by using the same Langevin parameters and different superposing ratios, such as spontaneous fission of Pu and neutron-induced fission of Pu. The prompt fission observables, such as the neutron multiplicity, the prompt fission neutron spectrum, and the independent fission product yield were calculated in the Hauser-Feshbach statistical decay model…
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Taxonomy
TopicsNuclear reactor physics and engineering · Nuclear Materials and Properties · Nuclear physics research studies
