2020
DOI: 10.1108/wje-09-2019-0268
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Numerical modelling of concrete-filled stainless steel slender columns loaded eccentrically

Abstract: Purpose This paper is aimed at clarifying the behaviour of concrete-filled stainless steel tube (CFSST) slender columns. Based on the review of previous works, it can be found that the pieces of research on the behaviour of CFSST slender columns are very rare and the existing studies, to the author’s knowledge, have not covered this topic in greater depth. The purpose of this paper is to investigate the structural response and strength capacity of eccentric loaded long CFSST columns. Design/methodology/appro… Show more

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Cited by 4 publications
(2 citation statements)
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“…Key input parameters for defining the curve are yield strength f y , modulus of elasticity E, and the plasticity parameters that depend on the chosen curve. Researchers have investigated different stress-strain constitutive models for carbon steel, such as elastic-perfectly plastic, bilinear, and multilinear with hardening [40], [41].…”
Section: Materials Modelling Of Steel Tubementioning
confidence: 99%
“…Key input parameters for defining the curve are yield strength f y , modulus of elasticity E, and the plasticity parameters that depend on the chosen curve. Researchers have investigated different stress-strain constitutive models for carbon steel, such as elastic-perfectly plastic, bilinear, and multilinear with hardening [40], [41].…”
Section: Materials Modelling Of Steel Tubementioning
confidence: 99%
“…Since then, many studies have investigated the influence of parameters such as eccentricity, slenderness, yielding strength of steel and compressive strength of concrete on the eccentric compression strength of the concrete-filled steel tube columns. About the eccentricities of normal force, a significant reduction in the ultimate force was observed with the increase in the eccentricity [6]- [9]. Experimental results showed that the reduction in ultimate force occurs due to the increase in flexural buckling [4], [10]; the effects of flexural buckling are even more significant when the element is subjected to uniaxial bending moment about the minor axis [4].…”
Section: Introductionmentioning
confidence: 99%