2020
DOI: 10.1051/epjconf/202024205001
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From fission yield measurements to evaluation: new statistical methodology applied to 235U(nth, f ) mass yields

Abstract: The study of fission yields has a major impact on the characterization and understanding of the fission process and is mandatory for reactor applications. The mass and isotopic yields of the fission fragments have a direct influence on the predictions of fuel burn-up and decay heat. Moreover, these data are requested for other studies as delayed neutron evaluation, antineutrino flux assessment or reactor program. Today, the lack of covariance matrix associated to evaluated fission yields induces overestimated … Show more

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Cited by 6 publications
(5 citation statements)
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“…The matrices displayed are the ones associated with the best estimate method analysis. This experimental matrix is different from evaluated fission yields [1,56,57]. For instance in the…”
Section: Appendix C4: Complementary Resultsmentioning
confidence: 95%
“…The matrices displayed are the ones associated with the best estimate method analysis. This experimental matrix is different from evaluated fission yields [1,56,57]. For instance in the…”
Section: Appendix C4: Complementary Resultsmentioning
confidence: 95%
“…10). The rigorous statistical analysis [15,18] allows us to propose a synthesis of experimental data converging to quasi-null correlations of mass yields (see Fig. 11 & §2).…”
Section: New Complete Evaluation Of 235 U(nthf) Proposed To Jeff-4mentioning
confidence: 99%
“…14 illustrates the dependence in the choice of reference dataset that maximizes or minimizes the information provided. The quantification of information is deduced from the Shannon entropy [18] This result corresponds to non-ergodic analysis paths. The second limit of this process is that the tested mass rates are reduced to the overlapping mass rates (white cross).…”
Section: Multiplicity Of Mass Yield Evaluationsmentioning
confidence: 99%
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“…In this calculation, we arbitrarily add 1% to 3% of systematic uncertainties (filling in the covariance elements) and we compare the results for the same data selection. The analyzed values are the mean values, the relative uncertainties and the correlation matrix (Figs 13 2 presents the Shannon entropy calculated using the eigenvalues of the different correlation matrices [25].…”
Section: Impact Of Experimental Correlation In the Evaluationsmentioning
confidence: 99%