1 |
D. G. CACUCI, Handbook of Nuclear Engineering, Chapter 17, Volume 3, Springer Science + Business Media LLC, Germany (2010).
|
2 |
B. REARDEN, TSUNAMI-1D: Control Module for One- Dimensional Cross-Section Sensitivity and Uncertainty Analysis for Criticality, Version 6, ORNL0TM-2005039, Oak Ridge National Laboratory (2009).
|
3 |
M. HARA and T. TAKEDA, SAGEP: Two-Dimensional Sensitivity Analysis Code Based on General Perturbation Theory, JAERI-M 84-027, 1-30, Japan (1984).
|
4 |
T. TAKEDA, K. ASANO et al., Sensitivity Analysis Based on Transport Theory, Journal of Nuclear Science and Technology, Vol. 43, No. 7, 743-749, Japan (2006).
DOI
|
5 |
T. TAKEDA and M. NAKANO, New Calculation Method of Sensitivity Coefficients of Cell Parameters and Its Application, Journal of Nuclear Science and Technology, Vol. 23, No. 8, 681-694, Japan (1986).
DOI
|
6 |
P. REUSS, Neutron Physics, Chapter 8, EDP Sciences, France (2008).
|
7 |
K. OKUMURA, T. KUGO et al., SRAC2006: A Comprehensive Neutronics Calculation Code System, JAEA-Data /Code, Japan (2007).
|
8 |
X-5 Monte Carlo Team, MCNP - A General Monte Carlo N-Particle Transport Code, Version 5, LA-CP-03-0245, Los Alamos, USA, April 2004.
|
9 |
D. ROCHMAN , A.J. KONING ,et al., Nuclear data uncertainty propagation: Perturbation vs. Monte Carlo, Annals of Nuclear Energy, 38, 942-952, (2011).
DOI
ScienceOn
|