NONLINEAR NUMERICAL MODELLING OF BASALT REBAR REINFORCED CONCRETE STRUCTURES

Authors

  • Janis Šliseris Riga Technical University, Faculty of Civil Engineering, Institute of Structural Engineering and Reconstruction (LV)
  • Līga Gaile Riga Technical University, Faculty of Civil Engineering, Institute of Structural Engineering and Reconstruction (LV)
  • Leonids Pakrastiņš Riga Technical University, Faculty of Civil Engineering, Institute of Structural Engineering and Reconstruction (LV)
  • Kārlis Rocēns Riga Technical University, Faculty of Civil Engineering, Institute of Structural Engineering and Reconstruction (LV)

DOI:

https://doi.org/10.17770/etr2017vol3.2655

Keywords:

Basalt fibers, non-linear FEM, concrete structures

Abstract

The ever increasing tendency of more complex architecture and increasing use of basalt fibers in concrete, mainly due to corrosion resistance, requires a suitable, accurate and computationally efficient numerical method for modelling of mechanical behavior. A novel numerical modelling methodology for basalt fiber reinforced concrete structures is proposed. In this paper, the main focus is on modelling concrete beams with basalt longitudinal rebars and steel shear rebars. The proposed method is based on two step simulation method. On the first step a database of flexural stiffness depending on stress-strain state is created using non-linear simulations with continuum finite elements. The database of flexural stiffness is used in second step by performing nonlinear beam finite element simulation of frame structures. The numerical method showed good agreement with experimental results. The use of pre-computed database of flexural stiffness significantly accelerate non-linear simulations and whole building can analyzed by taking into account material non-linearity.
Supporting Agencies
The research leading to these results has received the funding from Latvia state research programme under grant agreement "INNOVATIVE MATERIALS AND SMART TECHNOLOGIES FOR ENVIRONMENTAL SAFETY, IMATEH"

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References

Atutis M., Valivonis J., Atutis E. Experimental study of concrete beams prestressed with basalt fiber reinforced polymers. Part I: flexural behavior and serviceability, Composite Structures, 2017, doi: http://dx.doi.org/10.1016/j.compstruct.2017.01.081

Atutis E., Atutis M., Budvytis M., Valivonis J. Serviceability and Shear Response of RC Beams Prestressed with a Various Types of FRP Bars, Procedia Engineering, 172, 2017, pp 60-67.

Pawłowski D., Szumigała M. Flexural Behaviour of Full-scale Basalt FRP RC Beams – Experimental and Numerical Studies, Procedia Engineering, 108, 2015, pp. 518-525.

Mahroug M.E.M., Ashour A.F., Lam D. Experimental response and code modelling of continuous concrete slabs reinforced with BFRP bars, Composite Structures, 107, 2014, pp. 664-674.

He W., Wu T.F., Xu Y., Fu T.T. A thermodynamically consistent nonlocal damage model for concrete materials with unilateral effects, Computer Methods in Applied Mechanics and Engineering, 297, 2015, pp. 371-391.

Richard B., Ragueneau F., Cremona C., Adelaide L. Isotropic continuum damage mechanics for concrete under cyclic loading: Stiffness recovery, inelastic strains and frictional sliding, Engineering Fracture Mechanics, 77(8), 2010, pp. 1203-1223.

Roth S.N., Léger P., Soulaïmani A. A combined XFEM–damage mechanics approach for concrete crack propagation, Computer Methods in Applied Mechanics and Engineering, 283, 2015, pp. 923-955.

Kurumatani M., Terada K., Kato J., Kyoya T., Kashiyama K. An isotropic damage model based on fracture mechanics for concrete, Engineering Fracture Mechanics, 155, 2016, pp. 49-66.

Jirásek M., Patzák B. Consistent tangent stiffness for nonlocal damage models, Computers & Structures, 80(14–15), 2002, pp. 1279-1293.

Ren M., Cong J., Wang B., Guo X. Extended multiscale finite element method for small-deflection analysis of thin composite plates with aperiodic microstructure characteristics, Composite Structures, 160, 2017, pp. 422-434.

Temizer İ., Wu T., Wriggers P. On the optimality of the window method in computational homogenization, International Journal of Engineering Science, 64, 2013, pp. 66-73.

Liu H., Zhang H.W. A p-adaptive multi-node extended multiscale finite element method for 2D elastostatic analysis of heterogeneous materials, Computational Materials Science, 73, 2013, pp. 79-92.

Liu H., Lv J. An equivalent continuum multiscale formulation for 2D geometrical nonlinear analysis of lattice truss structure, Composite Structures, 160, 2017, pp. 335-348.

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Published

2017-06-15

How to Cite

[1]
J. Šliseris, L. Gaile, L. Pakrastiņš, and K. Rocēns, “NONLINEAR NUMERICAL MODELLING OF BASALT REBAR REINFORCED CONCRETE STRUCTURES”, ETR, vol. 3, pp. 304–309, Jun. 2017, doi: 10.17770/etr2017vol3.2655.