REFERENCES
- Ouisloumen M, Sanchez R. A model for neutron scattering off heavy isotopes that accounts for thermal agitation effects. Nucl Sci Eng. 1991;107:189–200.
- Rothenstein W. Proof of the formula for the ideal gas scattering kernel for nuclides with strongly energy dependent scattering cross sections. Ann Nucl Energy. 2004;31:9–23.
- Dagan R, Broeders CHM. On the effect of resonance dependent scattering-kernel on fuel cycle and inventory. Proceeding of PHYSOR-2006; 2006 Sep 10–14; Vancouver; 2006.
- Kolesov VV, Ukraintsev VF. Temperature effects and resonance elastic cross section influence on secondary energy distributions of scattered neutrons in the resolved resonance region. Proceeding of PHYSOR-2006; 2006 Sep 10–14; Vancouver; 2006.
- Lee D, Smith K, Rhodes J. The impact of 238U resonance elastic scattering approximations on thermal reactor Doppler reactivity. Proceeding of PHYSOR-2008; 2008 Sep 14–19; Interlaken; 2008.
- Becker B, Dagan R, Broeders CHM, et al. Improvement of the resonance scattering treatment in MCNP in view of HTR calculations. Ann Nucl Energy. 2009;36:281–285.
- Mori T, Nagaya Y. Comparison of resonance elastic scattering models newly implemented in MVP continuous-energy Monte Carlo code. J Nucl Sci Technol. 2009 Aug;46:793–798.
- Ono M, Wada K, Kitada T. Simplified treatment of exact resonance elastic scattering model in deterministic slowing down equation. Proceeding of PHYSOR 2012; 2012 Apr 15–20; Knoxville (TN); 2012.
- Zoia A, Brun E, Jouanne C, et al. Doppler broadening of neutron elastic scattering kernel in TRIPOLI-4(R). Ann Nucl Energy. 2013;54:218–226.
- Mao L, Zmijarevic I. The up-scattering treatment in the fine-structure self-shielding method in APOLLO03(R). Proceeding of PHYSOR 2014; 2014 Sep 28–Oct 3; Kyoto; 2014.
- Ouisloumen M, Ougouag AM, Ghrayeb SZ. Anisotropic elastic resonance scattering model for the neutron transport equation. Nucl Sci Eng. 2015;179:59–84.
- Yamamoto T, Sakai T. Analysis of temperature effects on reactivity of light water reactor fuel assemblies by using MVP-2 adopting an exact resonance elastic scattering model. Proceeding of ANS MC2015; 2015 Apr 19–23; Nashville (TN); 2015.
- Shibata K, Iwamoto O, Nakagawa T, et al. JENDL-4.0: a new library for nuclear science and engineering. J Nucl Sci Technol. 2011;48:1–30.
- Nagaya Y, Okumura K, Mori T, et al. MVP/GMVP II: general purpose Monte Carlo codes for neutron and photon transport calculations based on continuous energy and multigroup methods. Tokai-mura: Japan Atomic Energy Research Institute; 2005. (JAERI-1348).
- Burnup dependency of nuclear characteristics of high burnup MOX and UO fuels for light water reactors. Tokyo: Japan Nuclear Energy Safety Organization; 2007. (JNES-SS-0709). Japanese.