Concrete-steel composite structures are very efficient in carrying high loads as they combine benefits of both materials concrete and steel. The combination of them can significantly improve the strength of the composite structure by taking advantage of high compression resistance of concrete and high strength of steel in tension. Recently, there has been renewed interest in the composite structures used in different forms, as beams, slabs, sandwich structures and columns and many methods of structural analyses were utilised. However, none of them was able to eliminate concrete material when it fractured. The presented work concerns circular composite columns CFST under eccentric compression. The principal objective of the project was to investigate a straightforward method based on a finite element analysis employed to estimate the load carrying capacity of columns. This study has also been set out to determine whether the Drucker-Prager material model of concrete without a crack capability could be used for analyses of the CFST columns with the additional elimination of the concrete material when concrete is damaged. The elaborated finite element model was verified with existing test data from the literature. The findings show that the correlation between the test results and the numerical analysis was excellent confirming the feasibility of usage of the proposed method for the assessment of complex cases of the CFST columns. A new part of the work is the employment of a death element feature to eliminate concrete material, which theoretically is not taking any load after reaching its tensile strength. A criterion to eliminate elements from the model is the maximum principal stress greater than tensile strength. The obtained results are excellent; the established goal was met entirely.

1.
D. J.
Oehlers
and
M. A.
Bradford
, Elementary behaviour of composite steel and concrete structural members (
Butterworth-Heinemann
,
1999
).
2.
K.
Roik
and
K.
Schwalbenhofer
, “Experimentelle Untersuchungen zum plastischen Verhalten von Verbundstützen”, in
Mitteilung Nr. 88-12 University Bochum
, (
University Bochum
,
Bochum
1988
).
3.
K.
Schwalbenhofer
, “Zum Tragverhalten von Verbundstutzen und Verbundrahmenkonstruktionen bei großen Deformationen” in
Mitteilung Nr. 88-12 University Bochum
(
University Bochum
,
Bochum
1988
).
4.
ANSYS
,
Engineering simulation & 3-D design software ANSYS
(
ANSYS
,
2018
).
5.
A.
Espinós Capilla
and
M. L.
Romero García
, “Finite element modelling of innovative concrete-filled tubular columns under room and elevated temperatures,” in
Colección Académica
(
Editor UPV
,
2013
).
6.
ANSYS
, “Chapter 8: Element birth and death”, in
Mechanical APDL 19.0
(
ANSYS
,
2018
).
7.
A.
Mirmiran
,
K.
Zagers
, and
W.
Yuan
, “
Nonlinear finite element modeling of concrete confined by fiber composites
”, in
Finite Elem. Anal. Des.
(Elsevier,
2000
) vol.
35
, no.
1
, pp.
79
96
.
8.
E. C. for S. Standardization, EN 1992-1-1, General
,
Eurocode 2: Design of concrete structures - Part 1-1: Buildings, rules and rules for buildings
(
CEN
,
Brussels
,
2004
).
9.
H. T.
Hu
,
C. S.
Huang
,
M. H.
Wu
, and
Y.M.
Wu
, “
Nonlinear analysis of axially loaded concrete-filled tube columns with confinement effect
,” in
J. Struct. Eng.
(ASCE,
2003
), vol.
129
, no.
10
, pp.
1322
1329
.
10.
T.
Xu
,
T.
Xiang
,
R.
Zhao
, and
Y.
Zhan
, “
Nonlinear finite element analysis of circular concrete-filled steel tube structures
,” in
Struct. Eng. Mech.
(Techno-Press,
2010
), vol.
35
, no.
3
, pp.
315
333
.
11.
H. T.
Hu
,
C. S.
Huang
, and
Z. L.
Chen
, “
Finite element analysis of CFT columns subjected to an axial compressive force and bending moment in combination
,” in
J. Constr. Steel Res.
(Elsevier,
2005
), vol.
61
, no.
12
, pp.
1692
1712
.
12.
H. B.
Kupfer
,
H. K.
Hilsdorf
, and
H.
Rusch
, “
Behaviour of concrete under biaxial stresses
,” in
ACI J.
(ACI,
1969
), no.
66
, pp.
656
666
.
13.
P. D.
Versaillot
, “Effects of cyclic loading on the mechanical properties of steel,” (
Universitatea Politehnica Timisoara
,
Romania
,
2017
).
14.
F.
Lin
,
Y.
Dong
,
X.
Kuang
, and
L.
Lu
, “Strain Rate Behavior in Tension of Reinforcing Steels HPB235, HRB335, HRB400, and HRB500,” in
Mater
. (
MDPI
,
Basel Switzerland
,
2016
), vol.
9
, no.
12
.
15.
CEN European Committee for Standardization
, Eurocode 2: Design of concrete structures - Part 1-1:
General rules and rules for buildings
(
British Standards Institution
,
2004
), pp.
230
.
This content is only available via PDF.