Response of RPC‐Filled Circular Steel Tube Columns under Monotonic and Cyclic Axial Loading

Abstract

Results from mechanical tests on thirteen reactive powder concrete- (RPC-) filled circular steel tube (RFCT) columns under monotonic and cyclic axial loading are presented in this paper. The test variables include monotonic and cyclic loadings, confinement coefficient, and diameter of the steel tube. The test results show that the envelope curves of specimens under cyclic loading were similar to the load-deformation curves of the specimens under monotonic loading. Confinement coefficient had a significant influence on the failure modes of RFCT columns. With an increase in confinement coefficient of 0.53 to 0.98, the failure mode transformed from shear failure to compressive failure for specimens under monotonic and cyclic loading. In the elastic stage, no confining effect was provided by the steel tube to the RPC since Poisson’s ratio of steel was larger than the transverse deformation coefficient of RPC. Beyond the elastic stage, the axial compressive strength and ultimate strain of RPC increased significantly due to the confining effect when compared to unconfined RPC. Stress of the steel tube and RPC was investigated by using an elastic-plastic analytical model. Before yielding of the steel tube, stress development in the tube was faster in the longitudinal direction than in the hoop direction. The results of the experiment indicate that the compressive strength of RPC could be predicted by Mander’s model for confined concrete. Based on Mander’s model, an equation is extended to calculate the axial compressive strength of RFCT columns, and the predicted results are in good agreement with the test results. Based on comparative analysis of 180 RFCT columns axial compressive tests, the equation given by EC4 considering the confinement effect can be applied to predict the compressive strength of RFCT columns.

Restoring force model of square tubular columns filled with extra‐high‐performance reactive powder concrete

“…Wang et al [ 10 ] analyzed the failure process of tubular columns filled with RPC under axial loading and studied the effects of loading mode, diameter‐to‐thickness ratio of steel tubes, and concrete strength on axial compression performance. Rong et al [ 11 ] obtained the load–deformation curves of circular tubular columns filled with RPC under monotonic and cyclic loading, respectively. They verified the accuracy of the compressive strength formula based on the Mander model and developed a new formula for calculating the compressive strength of circular steel tubular RPC columns.…”

Seismic Performance of CFST Frame‐Steel Plate Shear Walls Connected to Beams Only

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