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Program - Brookhaven National Laboratory

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Poster Session<br />

PR 1<br />

Analysis of the Quality of Evaluated Data for Most Relevant Reactions of MYRRHA<br />

C.J. Diez, O. Cabellos, J.S. Martinez, Universidad Politecnica de Madrid (UPM), c José Gutiérrez<br />

Abascal 2, 28006, Madrid, Spain. A. Stankovskiy, G. Van den Eynde, SCK-CEN, Boeretang 200,<br />

BE-2400 MOL, Belgium. J. Heyse, P. Schillebeeckx, Nuclear Physics Unit, EC-JRC-IRMM, Retieseweg<br />

111, B - 2440 Geel , Belgium.<br />

A typical way to quickly estimate the uncertainty induced by cross-sections in a neutronic calculation using<br />

MCNP is to look at the effect of changing the full cross section library from one to another. Typically, the<br />

well-known and available libraries ENDF/B-6 or 7, JEFF 3.x and JENDL-3 or 4 are being used. However,<br />

as these libraries tend to use the same experiments and even the same evaluations, there is worry for a<br />

“common mode failure”. This exercise has been done for MYRRHA together with more extensive work<br />

using covariance data available in the JENDL-4.0 library. Based on this, a list of isotopes and reaction<br />

channels that are of importance for MYRRHA have been identified. Then, a study of the origin of the<br />

relevant data for this application will be performed. The study will compare nuclear data libraries, look<br />

into which evaluation methodology and experimental data have been used, and how these experimental<br />

data have been combined, and shared between libraries. Under the light of these results, the objective is to<br />

propose how these libraries could be improved with possible recommendations, additional measurements or<br />

new analysis. The research leading to these results has received funding from the European Atomic Energy<br />

Community’s Seventh Framework <strong>Program</strong>me [FP7/2007-2013] under grant agreement no. 249671, (FP7-<br />

EURATOM-FISSION-2009:Project ANDES/249671). Also, it has been partially supported by “Ministerio<br />

de Educación (Ministry of Education)” of Spain through the FPU <strong>Program</strong> for teaching and researching<br />

formation (<strong>Program</strong>a de Formación de Profesorado Universitario) under grant AP2009-1801<br />

PR 2<br />

Pinning Down Uncertainties via Systematic Trends<br />

M. G. Bertolli, T. Kawano, H. Little, Theoretical Division, Los Alamos <strong>National</strong> <strong>Laboratory</strong>, Los Alamos,<br />

NM 87545, USA.<br />

The calculation of neutron capture cross sections in a statistical Hauser-Feshbach [1] method has proved successful<br />

in numerous astrophysical applications. Of increasing interest is not only the calculated Maxwellian<br />

averaged cross sections (MACS) itself, but the associate uncertainty. Aspects of a statistical model that<br />

introduce a large amount of uncertainty are the level density model, γ-ray strength function parameter,<br />

and the placement of Elow – the cut-off energy below which the Hauser-Feshbach method is not applicable.<br />

The pre-equilibrium process has no impact on MACS for astrophysical energies, and so uncertainties for<br />

this are neglected. Utilizing the Los Alamos statistical model code CoH3 [2] we investigate the appropriate<br />

treatment of these sources of uncertainty via systematics of nuclei in a local region for which experimental<br />

or evaluated data is available. We will demonstrate the results of the investigation as a meaningful prescription<br />

in the statistical treatment of nuclei for which there exists little or no evaluated data for capture<br />

reactions, as well as for some nuclei for which data in the various evaluated libraries exhibits large differences.<br />

In order to show the impact of uncertainty analysis on nuclear data for astrophysical applications,<br />

these new uncertainties will be propagated through the nucleosynthesis code NuGrid [3]. This work was<br />

supported by the U.S. Department of Energy under contract DE-AC52-06NA25396.<br />

[1] W. Hauser and H. Feshbach, Phys. Rev. 87, 366 (1952). [2] T. Kawano, P. Talou, M. B. Chadwick,<br />

T. Watanabe, J. Nucl. Sci. Technol., 47, 462 (2010). [3] F. Herwig, M. E. Bennet, S. Diehl, C. L. Fryer,<br />

261

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