Axial Compression Behavior of Elliptical Concrete-Filled Steel Tube Composite Short Columns with Encased Steel Considering Spherical-Cap Gap

• Published in: Buildings (Basel) 2024-01, Vol.14 (2), p.350
• Main Authors: Jiang, Liangqin, Ma, Liang, Hou, Xiaomeng, Ji, Jing, Zhang, Huiling, Zhang, Zhanbin, Liang, Yuan, Chu, Xuan
• Format: Article
• Language: English
• Subjects: Aesthetics; Axial compression; axial compression behavior; Bearing capacity; Composite columns; Composite materials; composite short columns; Compression; Compressive strength; Concrete; Constitutive models; Constraint modelling; Construction; Ductility; Elastic analysis; Failure modes; Finite element method; finite element model; GSECFST; Investigations; Load; Mathematical models; Mechanical properties; sectional constraint partition; Slenderness ratio; Spherical caps; Steel; Steel columns; Steel tubes; Stiffness; Strain distribution; Stress concentration; Tensile strength; Yield strength; Yield stress
• ISSN: 2075-5309; 2075-5309
• DOI: 10.3390/buildings14020350

This study explored the axial compression behavior of elliptical concrete-filled steel tubes with encased steel considering spherical-cap gap (GSECFST) composite short columns. We designed 25 composite column specimens by varying the steel tube yield strength (fty), steel skeleton yield strength (fsy), concrete cubic compression strength (fcu), steel tube thickness (t), steel skeleton sectional area (As), the long and short half-axis ratio (a/b), the gap ratio (Xsg), and the slenderness ratio (λ). Based on the nonlinear constitutive models of the materials and the nonlinear contact effect among materials, the ABAQUS 6.20 finite element software established the refined finite element models of these composite short columns. Also, the rationality of the finite element modeling with a spherical-cap gap was verified by comparing it with the existing experimental results. The influence regularity of various parameters on the load (N)-displacement (Δ) curves, bearing capacity, initial stiffness, and ductility of the composite short columns was obtained. In addition, the failure modes, N-Δ process, sectional strain distribution, and gap feature index of the constraint partition model for GSECFST axial compression short columns were revealed. The results showed a weakened interaction between the elliptical steel tube and concrete. Also, the axial compression bearing capacity, initial stiffness, and core concrete ductility were reduced because of the spherical-cap gap. As fty, fsy, fc, and Asy increased, the axial bearing capacity, initial stiffness, and ductility of GSECFST composite short columns improved significantly but decreased with increasing of a/b, Xsg, and λ. When the gap ratio of the spherical crown was less than 4%, the outer steel tubes in the mid-span area of the GSECFST composite short columns buckled in the direction of the elliptical short axis under axial compression, and the concrete expanded outward and crushed. The failures were similar to those of the specimens without the spherical-cap gap. Based on the sectional constraint partition model, we propose the calculation formula of axial compression bearing capacity for GSECFST composite short columns. Consequently, this study is a reference for the elastic-plastic analysis of frame systems with similar composite columns.