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Program - Brookhaven National Laboratory

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each nucleus in agreement with uncertainties on nuclear data. In the case of shielding and propagation<br />

of neutrons in a material thickness, two types of data are important because they impact the neutron<br />

flux : the interaction cross sections and angular distributions (energetic distributions) of scattering reactions.<br />

The neutron flux of high energy (above 100keV ) is particularly important in these studies and cross<br />

sections from various libraries are in relatively good agreement taking into account uncertainties available<br />

in evaluations. For energies higher than 1MeV , angular distributions of scatterings are increasingly<br />

anisotropic and significant differences appear between the various libraries. These uncertainties on the<br />

angular distributions should be correlated with the uncertainties on cross sections, which is unfortunately<br />

not the case. In this paper, we present the impact of uncertainties on scattering anisotropies on the propagation<br />

of neutrons in a bulk of iron, that is the ASPIS benchmark from the SINBAD Database [5]. For<br />

this, there are two possibilities: the use of 31 evaluations of 56 F e from the TENDL2011 library or the use<br />

of covariance matrices available in several libraries. The first solution is the simplest to implement. It<br />

implies computation time and post processing for the analysis of results. The second solution requires the<br />

treatment of evaluation ahead of simulation code. The ERRORJ (from NJOY [6]) and PUFF [7] codes do<br />

not process extensively these informations. Therefore, we developed a module for processing such data.<br />

For application to neutron transport, we use the Monte Carlo code TRIPOLI-4 [8]. As expected, the<br />

variance-covariance data on angular distributions of scattering reactions have the greatest impact on the<br />

dosimeter of sulfur. Indeed, the reaction used has a threshold of about 1.6 MeV and this dosimeter is<br />

very sensitive on neutron fluxes between the threshold and 3.5 MeV, i.e. the range in which distributions<br />

become highly anisotropic and where the variance-covariance are significant.<br />

[1] M.B. Chadwick et al., Nuclear Data Sheets 112, 2887-2996 (2011) [2] K. Shibata et al., Journal of Nucl.<br />

Scien. and Tech. 48, 1-30 (2011) [3] A. Santamarina et al., JEFF Report 22, (2009) [4] D. Rochman<br />

and A.J. Koning, proceedings of Physor 2012, (2012) [5] I. Kodeli et al., Radiation protection dosimetry<br />

116, 558 (2005) [6] R.E. MacFarlane and A.C. Kahler, Nuclear Data Sheets 111, 2739-2890 (2010) [7] D.<br />

Wiarda et al., ORNL/TM-2006/147 (2006) [8] E. Dumonteil et al., Transactions of the American Nuclear<br />

Society, 97, 694-695, 2007<br />

PE 5 5:00 PM<br />

MCNP6 Fission Cross Section Calculations at Intermediate and High Energies<br />

Stepan G. Mashnik, Arnold J. Sierk, Richard E. Prael<br />

Los Alamos <strong>National</strong> <strong>Laboratory</strong>, Los Alamos, NM 87545, USA<br />

MCNP6 has been Validated and Verified (V&V) against intermediate- and high-energy fission-cross-section<br />

experimental data. A previously unobserved error in the calculation of fission cross sections of 181 Ta and<br />

other nearby target nuclei by the CEM03.03 event generator in MCNP6 and a technical “bug” in the<br />

calculation of fission cross sections with the GENXS option of MCNP6 while using the LAQGSM03.03<br />

event generator were detected during our current V&V work. After fixing both these problems, we find<br />

that MCNP6 using the CEM03.03 and LAQGSM03.03 event generators calculates fission cross sections in<br />

a good agreement with available experimental data for reactions induced by nucleons, pions, and photons<br />

on both subactinide and actinide nuclei (from 165 Ho to 239 Pu) at incident energies from several tens of<br />

MeV to about 1 TeV.<br />

PE 6 5:15 PM<br />

Development Progress of the GAIA Nuclear Data Processing Software<br />

G. Ferran, W. Haeck<br />

Institut de Radioprotection et de Surete Nucleaire (IRSN)<br />

240

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