Thermal conductivity prediction model for compacted bentonites considering temperature variations

An engineered barrier system (EBS) for the deep geological disposal of high-level radioactive waste (HLW) is composed of a disposal canister, buffer material, gap-filling material, and backfill material. As the buffer fills the empty space between the disposal canisters and the near-field rock mass,...

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Main Authors: Seok Yoon, Min-Jun Kim, Seunghun Park, Geon-Young Kim
Format: Article
Language:English
Published: Elsevier 2021-10-01
Series:Nuclear Engineering and Technology
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S1738573321002527
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author Seok Yoon
Min-Jun Kim
Seunghun Park
Geon-Young Kim
author_facet Seok Yoon
Min-Jun Kim
Seunghun Park
Geon-Young Kim
author_sort Seok Yoon
collection DOAJ
description An engineered barrier system (EBS) for the deep geological disposal of high-level radioactive waste (HLW) is composed of a disposal canister, buffer material, gap-filling material, and backfill material. As the buffer fills the empty space between the disposal canisters and the near-field rock mass, heat energy from the canisters is released to the surrounding buffer material. It is vital that this heat energy is rapidly dissipated to the near-field rock mass, and thus the thermal conductivity of the buffer is a key parameter to consider when evaluating the safety of the overall disposal system. Therefore, to take into consideration the sizeable amount of heat being released from such canisters, this study investigated the thermal conductivity of Korean compacted bentonites and its variation within a temperature range of 25 °C to 80–90 °C. As a result, thermal conductivity increased by 5–20% as the temperature increased. Furthermore, temperature had a greater effect under higher degrees of saturation and a lower impact under higher dry densities. This study also conducted a regression analysis with 147 sets of data to estimate the thermal conductivity of the compacted bentonite considering the initial dry density, water content, and variations in temperature. Furthermore, the Kriging method was adopted to establish an uncertainty metamodel of thermal conductivity to verify the regression model. The R2 value of the regression model was 0.925, and the regression model and metamodel showed similar results.
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spelling doaj.art-d42779ec41c0424dbcb5aa919cf0c2c82022-12-21T22:10:10ZengElsevierNuclear Engineering and Technology1738-57332021-10-01531033593366Thermal conductivity prediction model for compacted bentonites considering temperature variationsSeok Yoon0Min-Jun Kim1Seunghun Park2Geon-Young Kim3Radioactive Waste Disposal Research Division, KAERI, Daejeon, 34057, South Korea; Corresponding author.Deep Subsurface Research Center, KIGAM, Daejeon, 34132, South KoreaDepartment of Energy Resource Engineering, Inha University, Incheon, 22212, South KoreaRadioactive Waste Disposal Research Division, KAERI, Daejeon, 34057, South KoreaAn engineered barrier system (EBS) for the deep geological disposal of high-level radioactive waste (HLW) is composed of a disposal canister, buffer material, gap-filling material, and backfill material. As the buffer fills the empty space between the disposal canisters and the near-field rock mass, heat energy from the canisters is released to the surrounding buffer material. It is vital that this heat energy is rapidly dissipated to the near-field rock mass, and thus the thermal conductivity of the buffer is a key parameter to consider when evaluating the safety of the overall disposal system. Therefore, to take into consideration the sizeable amount of heat being released from such canisters, this study investigated the thermal conductivity of Korean compacted bentonites and its variation within a temperature range of 25 °C to 80–90 °C. As a result, thermal conductivity increased by 5–20% as the temperature increased. Furthermore, temperature had a greater effect under higher degrees of saturation and a lower impact under higher dry densities. This study also conducted a regression analysis with 147 sets of data to estimate the thermal conductivity of the compacted bentonite considering the initial dry density, water content, and variations in temperature. Furthermore, the Kriging method was adopted to establish an uncertainty metamodel of thermal conductivity to verify the regression model. The R2 value of the regression model was 0.925, and the regression model and metamodel showed similar results.http://www.sciencedirect.com/science/article/pii/S1738573321002527Compacted bentoniteThermal conductivityTemperature variationMultiple regression analysisMetamodel
spellingShingle Seok Yoon
Min-Jun Kim
Seunghun Park
Geon-Young Kim
Thermal conductivity prediction model for compacted bentonites considering temperature variations
Nuclear Engineering and Technology
Compacted bentonite
Thermal conductivity
Temperature variation
Multiple regression analysis
Metamodel
title Thermal conductivity prediction model for compacted bentonites considering temperature variations
title_full Thermal conductivity prediction model for compacted bentonites considering temperature variations
title_fullStr Thermal conductivity prediction model for compacted bentonites considering temperature variations
title_full_unstemmed Thermal conductivity prediction model for compacted bentonites considering temperature variations
title_short Thermal conductivity prediction model for compacted bentonites considering temperature variations
title_sort thermal conductivity prediction model for compacted bentonites considering temperature variations
topic Compacted bentonite
Thermal conductivity
Temperature variation
Multiple regression analysis
Metamodel
url http://www.sciencedirect.com/science/article/pii/S1738573321002527
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AT minjunkim thermalconductivitypredictionmodelforcompactedbentonitesconsideringtemperaturevariations
AT seunghunpark thermalconductivitypredictionmodelforcompactedbentonitesconsideringtemperaturevariations
AT geonyoungkim thermalconductivitypredictionmodelforcompactedbentonitesconsideringtemperaturevariations