PROCESSING RESONANCE SELF-SHIELDING EFFECT OF GADOLINIA BASED ON IMPTOVED SUPERCELL SCHEME

An improved supercell scheme has been proposed in this paper to efficiently and accurately process resonance self-shielding effect of gadolinia. Resonance effects are classified into global shadowing effect and local effects involving resonance interference, spatial self-shielding effects. Two categ...

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Main Authors: Li Jikui, Zu Tiejun, Yin Wen, Cao Liangzhi
Format: Article
Language:English
Published: EDP Sciences 2021-01-01
Series:EPJ Web of Conferences
Subjects:
Online Access:https://www.epj-conferences.org/articles/epjconf/pdf/2021/01/epjconf_physor2020_02031.pdf
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spelling doaj-2ed9637604234fceb2412ba0a28c83022021-08-02T17:50:16ZengEDP SciencesEPJ Web of Conferences2100-014X2021-01-012470203110.1051/epjconf/202124702031epjconf_physor2020_02031PROCESSING RESONANCE SELF-SHIELDING EFFECT OF GADOLINIA BASED ON IMPTOVED SUPERCELL SCHEMELi JikuiZu TiejunYin WenCao LiangzhiAn improved supercell scheme has been proposed in this paper to efficiently and accurately process resonance self-shielding effect of gadolinia. Resonance effects are classified into global shadowing effect and local effects involving resonance interference, spatial self-shielding effects. Two categories of effects are decoupled and treated respectively based on different 1-D cylindrical pins. Hyperfine group method is applied to obtain multi-group cross sections for each 1-D pin. Afterwards, two categories of effects are coupled based on a correction formula. Because of the low efficiency for Carlvik method to compute collision probabilities in hyperfine group method, online tabulation and interpolation method is developed to accelerate gaining collision probabilities. The proposed scheme is verified against the problems of 3×3 pins with gadolinia rod, VERA 2O assembly with 12 gadolinia rods and VERA 2P with 24 gadolinia rods. The numerical results suggest promising consistence of multi-group cross sections and eigenvalues between the proposed scheme and reference solutions.https://www.epj-conferences.org/articles/epjconf/pdf/2021/01/epjconf_physor2020_02031.pdfgadoliniaimproved supercellresonance effectcollision probability
collection DOAJ
language English
format Article
sources DOAJ
author Li Jikui
Zu Tiejun
Yin Wen
Cao Liangzhi
spellingShingle Li Jikui
Zu Tiejun
Yin Wen
Cao Liangzhi
PROCESSING RESONANCE SELF-SHIELDING EFFECT OF GADOLINIA BASED ON IMPTOVED SUPERCELL SCHEME
EPJ Web of Conferences
gadolinia
improved supercell
resonance effect
collision probability
author_facet Li Jikui
Zu Tiejun
Yin Wen
Cao Liangzhi
author_sort Li Jikui
title PROCESSING RESONANCE SELF-SHIELDING EFFECT OF GADOLINIA BASED ON IMPTOVED SUPERCELL SCHEME
title_short PROCESSING RESONANCE SELF-SHIELDING EFFECT OF GADOLINIA BASED ON IMPTOVED SUPERCELL SCHEME
title_full PROCESSING RESONANCE SELF-SHIELDING EFFECT OF GADOLINIA BASED ON IMPTOVED SUPERCELL SCHEME
title_fullStr PROCESSING RESONANCE SELF-SHIELDING EFFECT OF GADOLINIA BASED ON IMPTOVED SUPERCELL SCHEME
title_full_unstemmed PROCESSING RESONANCE SELF-SHIELDING EFFECT OF GADOLINIA BASED ON IMPTOVED SUPERCELL SCHEME
title_sort processing resonance self-shielding effect of gadolinia based on imptoved supercell scheme
publisher EDP Sciences
series EPJ Web of Conferences
issn 2100-014X
publishDate 2021-01-01
description An improved supercell scheme has been proposed in this paper to efficiently and accurately process resonance self-shielding effect of gadolinia. Resonance effects are classified into global shadowing effect and local effects involving resonance interference, spatial self-shielding effects. Two categories of effects are decoupled and treated respectively based on different 1-D cylindrical pins. Hyperfine group method is applied to obtain multi-group cross sections for each 1-D pin. Afterwards, two categories of effects are coupled based on a correction formula. Because of the low efficiency for Carlvik method to compute collision probabilities in hyperfine group method, online tabulation and interpolation method is developed to accelerate gaining collision probabilities. The proposed scheme is verified against the problems of 3×3 pins with gadolinia rod, VERA 2O assembly with 12 gadolinia rods and VERA 2P with 24 gadolinia rods. The numerical results suggest promising consistence of multi-group cross sections and eigenvalues between the proposed scheme and reference solutions.
topic gadolinia
improved supercell
resonance effect
collision probability
url https://www.epj-conferences.org/articles/epjconf/pdf/2021/01/epjconf_physor2020_02031.pdf
work_keys_str_mv AT lijikui processingresonanceselfshieldingeffectofgadoliniabasedonimptovedsupercellscheme
AT zutiejun processingresonanceselfshieldingeffectofgadoliniabasedonimptovedsupercellscheme
AT yinwen processingresonanceselfshieldingeffectofgadoliniabasedonimptovedsupercellscheme
AT caoliangzhi processingresonanceselfshieldingeffectofgadoliniabasedonimptovedsupercellscheme
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