TY - GEN
T1 - Numerical challenging of capturing membrane action in reinforced concrete beams and one-way slabs
AU - Vesali, Nima Farhang
AU - Valipour, Hamid R.
AU - Samali, Bijan
PY - 2012
Y1 - 2012
N2 - The experimental data on reinforced concrete beams subjected to large deformations and provided with proper boundary conditions to develop arching action followed up by tensile membrane action are scarce. Moreover, so many different factors such as boundary conditions, concrete compressive strength and reinforcing ratio significantly contribute in membrane behavior of reinforced concrete beams and capturing the effects of these contributing factors by experimental studies is quite costly. Accordingly, numerical models, particularly finite element (FE) models, can be employed as a suitable alternative to experimental studies, however, modeling reinforced concrete members subjected to large displacements is a challenging task which involves both material nonlinearities (i.e. concrete cracking and crushing and yielding of steel) as well as geometrical nonlinearities. In this paper a comparative study between continuum-based and frame finite element models is presented. A nonlinear force-based frame element developed and implemented in a FORTRAN code as well as ATENA software are employed for modeling and nonlinear analysis of sample beams and one-way slabs taken from the literature. The effect of concrete cracking and crushing in both FE models are taken into account and the 1D frame model takes advantage of a nonlocal integral model to restore the objectivity of results whereas the continuum- based FE model developed in ATENA adopts the crack band approach to resolve the mesh sensitivity associated with concrete softening. The results obtained from both FE models (i.e. continuum-based and 1D frame) show a good correlation with the available experimental results, however, the continuum-based FE model cannot always restore the objectivity of results and it is more time demanding than the frame FE element model.
AB - The experimental data on reinforced concrete beams subjected to large deformations and provided with proper boundary conditions to develop arching action followed up by tensile membrane action are scarce. Moreover, so many different factors such as boundary conditions, concrete compressive strength and reinforcing ratio significantly contribute in membrane behavior of reinforced concrete beams and capturing the effects of these contributing factors by experimental studies is quite costly. Accordingly, numerical models, particularly finite element (FE) models, can be employed as a suitable alternative to experimental studies, however, modeling reinforced concrete members subjected to large displacements is a challenging task which involves both material nonlinearities (i.e. concrete cracking and crushing and yielding of steel) as well as geometrical nonlinearities. In this paper a comparative study between continuum-based and frame finite element models is presented. A nonlinear force-based frame element developed and implemented in a FORTRAN code as well as ATENA software are employed for modeling and nonlinear analysis of sample beams and one-way slabs taken from the literature. The effect of concrete cracking and crushing in both FE models are taken into account and the 1D frame model takes advantage of a nonlocal integral model to restore the objectivity of results whereas the continuum- based FE model developed in ATENA adopts the crack band approach to resolve the mesh sensitivity associated with concrete softening. The results obtained from both FE models (i.e. continuum-based and 1D frame) show a good correlation with the available experimental results, however, the continuum-based FE model cannot always restore the objectivity of results and it is more time demanding than the frame FE element model.
KW - Continuum-based FE model
KW - Frame element
KW - Membrane action
KW - Nonlocal integral model
UR - https://www.scopus.com/pages/publications/84871636627
M3 - Conference Paper
AN - SCOPUS:84871636627
SN - 9783950353709
T3 - ECCOMAS 2012 - European Congress on Computational Methods in Applied Sciences and Engineering, e-Book Full Papers
SP - 2020
EP - 2035
BT - ECCOMAS 2012 - European Congress on Computational Methods in Applied Sciences and Engineering, e-Book Full Papers
T2 - 6th European Congress on Computational Methods in Applied Sciences and Engineering, ECCOMAS 2012
Y2 - 10 September 2012 through 14 September 2012
ER -