Abstract

LINERO SEGRERA, Dorian Luís; OLIVER, Javier  and  HUESPE, Alfredo E. Numerical modelling of the fracture process in reinforced concrete by means of a continuum strong discontinuity approach. Part II: application to shear panels . Ing. Investig. [online]. 2010, vol.30, n.3, pp.16-26. ISSN 0120-5609.

The numerical simulation results of the fracture process in reinforced concrete shear panels are presented in this work. The simulation used a model based on the continuum strong discontinuity approach (CSDA) and mixing theory. CSDA describes strain localization and formation of discontinuity associated with the appearance of a crack. On the other hand, mixing theory represents composite material behaviour which is formed by a simple concrete matrix and one or two bundles of long reinforcement bars. The behaviour of simple concrete and steel is represented by a two-dimensional damage model and one-dimensional plasticity model, respectively. The model has been implemented in the finite element method which considers plane stress, infinitesimal strain and static loads. Three panels are simulated, reinforced in one or two ways; they are mainly subjected to shear forces. The numerical simulation results as well as structural response and cracking patterns were satisfactory.

Keywords : Computational mechanics; fracture mechanics; strong discontinuity; mixing theory; reinforced concrete; finite elements; Shear panels.

        · abstract in Spanish     · text in English | Spanish     · Spanish ( pdf )