Reliability analysis and formula adjustment for shear capacity of concrete shear walls

The Unified Standard for Reliability Design of Building Structures of China (GB50068-2001) requires that the average value of a component’s reliability index should not be lower than the target reliability index. However, the newly revised code GB50068-2018 increases the partial load factor and requ...

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Main Authors: Xiaolong Tong, Fumin Chen, Deguo Zeng
Format: Article
Language:English
Published: Elsevier 2021-06-01
Series:Case Studies in Construction Materials
Subjects:
Online Access:http://www.sciencedirect.com/science/article/pii/S221450952030156X
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spelling doaj-d93a2193a18d462da694568e3d728b8e2021-05-30T04:43:14ZengElsevierCase Studies in Construction Materials2214-50952021-06-0114e00484Reliability analysis and formula adjustment for shear capacity of concrete shear wallsXiaolong Tong0Fumin Chen1Deguo Zeng2College of Civil Engineering and Architecture, Hunan Institute of Science and Technology, Yueyang, 414000, China; Corresponding author.Nanhu College, Hunan Institute of Science and Technology, Yueyang, 414000, ChinaCollege of Civil Engineering and Architecture, Hunan Institute of Science and Technology, Yueyang, 414000, ChinaThe Unified Standard for Reliability Design of Building Structures of China (GB50068-2001) requires that the average value of a component’s reliability index should not be lower than the target reliability index. However, the newly revised code GB50068-2018 increases the partial load factor and requires that the minimum value of the component reliability index should not be lower than the target reliability index. The reliability of the shear capacity of shear walls has not been calibrated in the Chinese codes. To determine whether the reliability of the shear capacity of reinforced concrete shear walls meets the requirements of GB50068-2018, 74 shear wall test data were collected and screened. The test and calculated values of the shear capacity of the specimens were analysed to obtain statistical parameters of the uncertainty of the computational model; subsequently, the statistical parameters of the resistance could be calculated. The Rackwitz-Fiessler method was used to calculate the reliability index of the shear capacity of shear walls. This study also compared the reliability of the shear capacity of shear walls according to GB50068-2018 and GB50068-2001. The reliability index obtained in GB50068-2018 is 5.88 %–8.02 % higher than that obtained in GB50068-2001. However, the reliability index of the shear capacity of shear walls does not meet the target reliability index requirements of GB50068-2018. In this work, the formula for the shear capacity of shear walls is updated with a reliability index adjustment coefficient of 0.9 so that the reliability index calculated using the adjusted formula meets the current code’s requirements.http://www.sciencedirect.com/science/article/pii/S221450952030156XReliability indexShear capacityConcrete shear wallStatistical parameter
collection DOAJ
language English
format Article
sources DOAJ
author Xiaolong Tong
Fumin Chen
Deguo Zeng
spellingShingle Xiaolong Tong
Fumin Chen
Deguo Zeng
Reliability analysis and formula adjustment for shear capacity of concrete shear walls
Case Studies in Construction Materials
Reliability index
Shear capacity
Concrete shear wall
Statistical parameter
author_facet Xiaolong Tong
Fumin Chen
Deguo Zeng
author_sort Xiaolong Tong
title Reliability analysis and formula adjustment for shear capacity of concrete shear walls
title_short Reliability analysis and formula adjustment for shear capacity of concrete shear walls
title_full Reliability analysis and formula adjustment for shear capacity of concrete shear walls
title_fullStr Reliability analysis and formula adjustment for shear capacity of concrete shear walls
title_full_unstemmed Reliability analysis and formula adjustment for shear capacity of concrete shear walls
title_sort reliability analysis and formula adjustment for shear capacity of concrete shear walls
publisher Elsevier
series Case Studies in Construction Materials
issn 2214-5095
publishDate 2021-06-01
description The Unified Standard for Reliability Design of Building Structures of China (GB50068-2001) requires that the average value of a component’s reliability index should not be lower than the target reliability index. However, the newly revised code GB50068-2018 increases the partial load factor and requires that the minimum value of the component reliability index should not be lower than the target reliability index. The reliability of the shear capacity of shear walls has not been calibrated in the Chinese codes. To determine whether the reliability of the shear capacity of reinforced concrete shear walls meets the requirements of GB50068-2018, 74 shear wall test data were collected and screened. The test and calculated values of the shear capacity of the specimens were analysed to obtain statistical parameters of the uncertainty of the computational model; subsequently, the statistical parameters of the resistance could be calculated. The Rackwitz-Fiessler method was used to calculate the reliability index of the shear capacity of shear walls. This study also compared the reliability of the shear capacity of shear walls according to GB50068-2018 and GB50068-2001. The reliability index obtained in GB50068-2018 is 5.88 %–8.02 % higher than that obtained in GB50068-2001. However, the reliability index of the shear capacity of shear walls does not meet the target reliability index requirements of GB50068-2018. In this work, the formula for the shear capacity of shear walls is updated with a reliability index adjustment coefficient of 0.9 so that the reliability index calculated using the adjusted formula meets the current code’s requirements.
topic Reliability index
Shear capacity
Concrete shear wall
Statistical parameter
url http://www.sciencedirect.com/science/article/pii/S221450952030156X
work_keys_str_mv AT xiaolongtong reliabilityanalysisandformulaadjustmentforshearcapacityofconcreteshearwalls
AT fuminchen reliabilityanalysisandformulaadjustmentforshearcapacityofconcreteshearwalls
AT deguozeng reliabilityanalysisandformulaadjustmentforshearcapacityofconcreteshearwalls
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