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Distributive relationship of anchorage force relative to reinforcement and headed bars

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Abstract When using headed bars, the distributive relationship of anchorage force between reinforcement and headed bars is crucial. This study conducted pull-out tests on 120 specimens, categorized into 24 groups,… Click to show full abstract

Abstract When using headed bars, the distributive relationship of anchorage force between reinforcement and headed bars is crucial. This study conducted pull-out tests on 120 specimens, categorized into 24 groups, with a cross-sectional area of 150 × 150 mm, and the parameters considered were diameter (d), yield strength of reinforcement (fy), embedment length (lah), and strength grades of concrete (fcg). The corresponding programs were proposed and verified based on test results. The concept of a stable development length (las) was proposed as the critical length to determined whether the headed bars entered a working state. An analysis indicated that the ratio of las to d increased linearly with the ratio of fy to the tensile strength of concrete (ft,m), and decreased nonlinearly with the ratio of the protective thickness (c) to d. A formula was established for las using two independent variables. las and the critical development length (lac) were determined to be 1.28 times and 0.66 times the general development length (la), respectively. A further analysis demonstrated that the ratio of the pressure of headed bars (Fp) to fy and the ratio of lah to las were only related to the ratio of c to d. Thus, the distributive relationship of the anchorage force between the reinforcement and the headed bars was obtained.

Keywords: distributive relationship; reinforcement headed; headed bars; anchorage force; relationship anchorage

Journal Title: Engineering Structures
Year Published: 2020

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