Coincidence summing correction for a voluminous 152Eu source

A code is developed to correct for the coincidence summing effect in detecting a voluminous gamma source, and this code is applied to a152Eu standard source as a test case. The source is 1000 mL of liquid in a cylindrical shape. To calculate the coincidence summing effect, the cylindrical source is...

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Main Authors: Eun Taek Yoon, Min Young Kang, In Jung Kim, Gwang Min Sun, Hee-Dong Choi
Format: Article
Language:English
Published: Elsevier 2020-06-01
Series:Nuclear Engineering and Technology
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S1738573319307119
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spelling doaj-ac6508ac59d64376b1ff5fe9b64fa5642020-11-25T03:21:22ZengElsevierNuclear Engineering and Technology1738-57332020-06-0152612661270Coincidence summing correction for a voluminous 152Eu sourceEun Taek Yoon0Min Young Kang1In Jung Kim2Gwang Min Sun3Hee-Dong Choi4Corresponding author.; Department of Nuclear Engineering, Seoul National University, Seoul, 08826, South KoreaDepartment of Nuclear Engineering, Seoul National University, Seoul, 08826, South KoreaDepartment of Nuclear Engineering, Seoul National University, Seoul, 08826, South KoreaDepartment of Nuclear Engineering, Seoul National University, Seoul, 08826, South KoreaDepartment of Nuclear Engineering, Seoul National University, Seoul, 08826, South KoreaA code is developed to correct for the coincidence summing effect in detecting a voluminous gamma source, and this code is applied to a152Eu standard source as a test case. The source is 1000 mL of liquid in a cylindrical shape. To calculate the coincidence summing effect, the cylindrical source is considered as 10(radial) × 8(height) sectional sources. For each sectional source, the peak efficiency and total efficiency are obtained by Monte Carlo simulation at each energy for 10 energies between 50 keV and 2000 keV. The efficiencies of each sector are then expressed as polynomials of gamma energy. To calculate the correction coefficients for the coincidence summing effect, the KORSUM code is used after modification. The magnitudes of correction are 4%–17% for the standard 152Eu source measured in this study. The relative deviation of 4.7% before the coincidence correction is reduced to 0.8% after the correction is applied to the efficiency based on the measured gamma line. Hence, this study has shown that a new method has been developed that is applicable for correcting the coincidence effect in a voluminous source, and the method is applied to the measured data of a standard 152Eu cylinder source.http://www.sciencedirect.com/science/article/pii/S1738573319307119Coincidence correctionVoluminous sourceMonte Carlo simulationKORSUM code
collection DOAJ
language English
format Article
sources DOAJ
author Eun Taek Yoon
Min Young Kang
In Jung Kim
Gwang Min Sun
Hee-Dong Choi
spellingShingle Eun Taek Yoon
Min Young Kang
In Jung Kim
Gwang Min Sun
Hee-Dong Choi
Coincidence summing correction for a voluminous 152Eu source
Nuclear Engineering and Technology
Coincidence correction
Voluminous source
Monte Carlo simulation
KORSUM code
author_facet Eun Taek Yoon
Min Young Kang
In Jung Kim
Gwang Min Sun
Hee-Dong Choi
author_sort Eun Taek Yoon
title Coincidence summing correction for a voluminous 152Eu source
title_short Coincidence summing correction for a voluminous 152Eu source
title_full Coincidence summing correction for a voluminous 152Eu source
title_fullStr Coincidence summing correction for a voluminous 152Eu source
title_full_unstemmed Coincidence summing correction for a voluminous 152Eu source
title_sort coincidence summing correction for a voluminous 152eu source
publisher Elsevier
series Nuclear Engineering and Technology
issn 1738-5733
publishDate 2020-06-01
description A code is developed to correct for the coincidence summing effect in detecting a voluminous gamma source, and this code is applied to a152Eu standard source as a test case. The source is 1000 mL of liquid in a cylindrical shape. To calculate the coincidence summing effect, the cylindrical source is considered as 10(radial) × 8(height) sectional sources. For each sectional source, the peak efficiency and total efficiency are obtained by Monte Carlo simulation at each energy for 10 energies between 50 keV and 2000 keV. The efficiencies of each sector are then expressed as polynomials of gamma energy. To calculate the correction coefficients for the coincidence summing effect, the KORSUM code is used after modification. The magnitudes of correction are 4%–17% for the standard 152Eu source measured in this study. The relative deviation of 4.7% before the coincidence correction is reduced to 0.8% after the correction is applied to the efficiency based on the measured gamma line. Hence, this study has shown that a new method has been developed that is applicable for correcting the coincidence effect in a voluminous source, and the method is applied to the measured data of a standard 152Eu cylinder source.
topic Coincidence correction
Voluminous source
Monte Carlo simulation
KORSUM code
url http://www.sciencedirect.com/science/article/pii/S1738573319307119
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