One-step Monte Carlo global homogenization based on RMC code

Due to the limitation of the computers, the conventional homogenization method is based on many assumptions and approximations, and some tough problems such as energy spectrum and boundary condition are faced. To deal with those problems, the Monte Carlo global homogenization is adopted. The Reactor...

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Main Authors: Qingquan Pan, Kan Wang
Format: Article
Language:English
Published: Elsevier 2019-08-01
Series:Nuclear Engineering and Technology
Online Access:http://www.sciencedirect.com/science/article/pii/S1738573318309719
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spelling doaj-91c4ff4b1fe940048b3a2f00698f6bed2020-11-24T21:32:49ZengElsevierNuclear Engineering and Technology1738-57332019-08-0151512091217One-step Monte Carlo global homogenization based on RMC codeQingquan Pan0Kan Wang1Corresponding author. Department of Engineering Physics, Tsinghua University, Haidian District, Beijing, 100084, PR China.; Department of Engineering Physics, Tsinghua University, Haidian, Beijing, 100084, ChinaDepartment of Engineering Physics, Tsinghua University, Haidian, Beijing, 100084, ChinaDue to the limitation of the computers, the conventional homogenization method is based on many assumptions and approximations, and some tough problems such as energy spectrum and boundary condition are faced. To deal with those problems, the Monte Carlo global homogenization is adopted. The Reactor Monte Carlo code RMC is used to study the global homogenization method, and the one-step global homogenization method is proposed. The superimposed mesh geometry is also used to divide the physical models, leading to better geometric flexibility. A set of multigroup homogenization cross sections is online generated for each mesh under the real neutron energy spectrum and boundary condition, the cross sections are adjusted by the superhomogenization method, and no leakage correction is required. During the process of superhomogenization, the author-developed reactor core program NLSP3 is used for global calculation, so the global flux distribution and equivalent homogenization cross sections could be solved simultaneously. Meanwhile, the calculated homogenization cross section could accurately reconstruct the non-homogenization flux distribution and could also be used for fine calculation. This one-step global homogenization method was tested by a PWR assembly and a small reactor model, and the results show the validity. Keywords: global homogenization method, Superhomogenization theory, RMC code, NLSP3 codehttp://www.sciencedirect.com/science/article/pii/S1738573318309719
collection DOAJ
language English
format Article
sources DOAJ
author Qingquan Pan
Kan Wang
spellingShingle Qingquan Pan
Kan Wang
One-step Monte Carlo global homogenization based on RMC code
Nuclear Engineering and Technology
author_facet Qingquan Pan
Kan Wang
author_sort Qingquan Pan
title One-step Monte Carlo global homogenization based on RMC code
title_short One-step Monte Carlo global homogenization based on RMC code
title_full One-step Monte Carlo global homogenization based on RMC code
title_fullStr One-step Monte Carlo global homogenization based on RMC code
title_full_unstemmed One-step Monte Carlo global homogenization based on RMC code
title_sort one-step monte carlo global homogenization based on rmc code
publisher Elsevier
series Nuclear Engineering and Technology
issn 1738-5733
publishDate 2019-08-01
description Due to the limitation of the computers, the conventional homogenization method is based on many assumptions and approximations, and some tough problems such as energy spectrum and boundary condition are faced. To deal with those problems, the Monte Carlo global homogenization is adopted. The Reactor Monte Carlo code RMC is used to study the global homogenization method, and the one-step global homogenization method is proposed. The superimposed mesh geometry is also used to divide the physical models, leading to better geometric flexibility. A set of multigroup homogenization cross sections is online generated for each mesh under the real neutron energy spectrum and boundary condition, the cross sections are adjusted by the superhomogenization method, and no leakage correction is required. During the process of superhomogenization, the author-developed reactor core program NLSP3 is used for global calculation, so the global flux distribution and equivalent homogenization cross sections could be solved simultaneously. Meanwhile, the calculated homogenization cross section could accurately reconstruct the non-homogenization flux distribution and could also be used for fine calculation. This one-step global homogenization method was tested by a PWR assembly and a small reactor model, and the results show the validity. Keywords: global homogenization method, Superhomogenization theory, RMC code, NLSP3 code
url http://www.sciencedirect.com/science/article/pii/S1738573318309719
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AT kanwang onestepmontecarloglobalhomogenizationbasedonrmccode
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