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Development and Preliminary Verification of OpenMC-PARCS Two-step Criticality and Burnup Calculation Model for Fast Reactors

  • Hu Henglin
  • , Zhang Guangchun*
  • , Xiao Peng
  • , Xia Bangyang
  • , Wang Lianjie
  • *Corresponding author for this work
  • School of Energy Science and Engineering, Harbin Institute of Technology
  • Nuclear Power Institute of China

Research output: Contribution to journalArticlepeer-review

Abstract

Fast reactors cannot directly use PWR calculation models for neutronics analysis due to their hard spectra and complex resonance phenomena. Monte Carlo (MC) method utilizes continuous-energy neutron cross-sections, which can accurately simulate resonance interference phenomena in fast reactors, yielding highly precise homogenized few-group cross-sections. This paper, based on MC method and the Triangle-based Polynomial Expansion Nodal (TPEN) method, investigates an OpenMC-PARCS two-step method of criticality and burnup calculation for fast reactors. Based on the OpenMC one-step method calculation results, a preliminary validation of the assumed constant microscopic cross-section burnup calculation scheme is conducted using the sodium-cooled fast reactor benchmark problem MET-1000. In the initial steady-state calculation, the deviation of the core effective multiplication factor (keff) using the OpenMC-PARCS two-step method is −104pcm (1pcm=10−5), and the deviation in the radial power distribution is no greater than 1%. During burnup calculations, the maximum deviation of the core keff from the reference solution is 591.2pcm, while most major nuclide number density deviation is no greater than 1%. The preliminary validation results indicate that the OpenMC-PARCS two-step method model can be used for large metallic fast reactor core design and fuel management.

Original languageEnglish
Pages (from-to)250-259
Number of pages10
JournalHedongli Gongcheng/Nuclear Power Engineering
Volume46
Issue numberS1
DOIs
StatePublished - 2025
Externally publishedYes

Keywords

  • Burnup calculation
  • Monte Carlo method
  • Sodium-cooled fast reactor
  • Triangle-based Polynomial Expansion Nodal (TPEN) method
  • Two-step method

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