Peak shear strength of flanged reinforced concrete squat walls
Flanged RC squat walls, defined by a shear span ratio less than two, are widely used in conventional buildings and nuclear facilities. However, due to the mechanical defects and insufficient parameters included, equations available in building codes and the literature exhibit significant scatter in...
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sg-ntu-dr.10356-1596362022-06-30T05:01:59Z Peak shear strength of flanged reinforced concrete squat walls Ma, Jiaxing Ning, Chao-Lie Li, Bing School of Civil and Environmental Engineering Engineering::Civil engineering Flanged Wall Squat Wall Flanged RC squat walls, defined by a shear span ratio less than two, are widely used in conventional buildings and nuclear facilities. However, due to the mechanical defects and insufficient parameters included, equations available in building codes and the literature exhibit significant scatter in predicting the peak shear strength of such walls. In this paper, a modified strut-and-tie model, including effects of flanges, was developed to account for the force-resisting mechanism in flanged RC squat walls and to derive the function form of the peak shear strength equation. Nonlinear regression was conducted to obtain the magnitude of unknown coefficients in the function form using a database containing 119 walls. The finalized equation was simplified and evaluated with models available in the literature. Results revealed that the proposed equation performs much better than current methods and provides guidance for the design of flanged RC squat walls. The work presented in this paper was supported by the Natural Science Foundation of Zhejiang Province, China (Grant No. LQ19E080008); the National Science Foundation of China (Grant No. 51808397), and the Shanghai Pujiang Program (Grant No. 18PJ1410100). 2022-06-30T05:01:59Z 2022-06-30T05:01:59Z 2020 Journal Article Ma, J., Ning, C. & Li, B. (2020). Peak shear strength of flanged reinforced concrete squat walls. Journal of Structural Engineering, 146(4), 04020037-. https://dx.doi.org/10.1061/(ASCE)ST.1943-541X.0002575 0733-9445 https://hdl.handle.net/10356/159636 10.1061/(ASCE)ST.1943-541X.0002575 2-s2.0-85079096512 4 146 04020037 en Journal of Structural Engineering © 2020 American Society of Civil Engineers. All rights reserved. |
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Engineering::Civil engineering Flanged Wall Squat Wall Ma, Jiaxing Ning, Chao-Lie Li, Bing Peak shear strength of flanged reinforced concrete squat walls |
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Flanged RC squat walls, defined by a shear span ratio less than two, are widely used in conventional buildings and nuclear facilities. However, due to the mechanical defects and insufficient parameters included, equations available in building codes and the literature exhibit significant scatter in predicting the peak shear strength of such walls. In this paper, a modified strut-and-tie model, including effects of flanges, was developed to account for the force-resisting mechanism in flanged RC squat walls and to derive the function form of the peak shear strength equation. Nonlinear regression was conducted to obtain the magnitude of unknown coefficients in the function form using a database containing 119 walls. The finalized equation was simplified and evaluated with models available in the literature. Results revealed that the proposed equation performs much better than current methods and provides guidance for the design of flanged RC squat walls. |
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School of Civil and Environmental Engineering |
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School of Civil and Environmental Engineering Ma, Jiaxing Ning, Chao-Lie Li, Bing |
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Article |
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Ma, Jiaxing Ning, Chao-Lie Li, Bing |
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Ma, Jiaxing |
title |
Peak shear strength of flanged reinforced concrete squat walls |
title_short |
Peak shear strength of flanged reinforced concrete squat walls |
title_full |
Peak shear strength of flanged reinforced concrete squat walls |
title_fullStr |
Peak shear strength of flanged reinforced concrete squat walls |
title_full_unstemmed |
Peak shear strength of flanged reinforced concrete squat walls |
title_sort |
peak shear strength of flanged reinforced concrete squat walls |
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2022 |
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https://hdl.handle.net/10356/159636 |
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