Abstract

The aim of this work is to show how the concrete damage plasticity model developed by Lubliner et al. can be applied for calculation of a motorway bridge collapse occurred in the Amur region, Russia. The concrete structural behaviour is highly complex. Being a quasi-brittle material, concrete demonstrates softening behaviour that is numerically complex due to the loss of positive definiteness of the tangent rigidity matrix of the material, and hence the loss of the ellipticity of the equilibrium rate equation. This eventually leads to the loss of well-posedness of the rate boundary value problem. Besides that, concrete behaviour in compression differs from that in tension. There are a few different failure modes of concrete material: tension cracking, compression crushing, spalling of concrete, etc.

Highlights

  • The problem of finite element simulation of concrete structures is related to complexities that one faces when describing non-linear material behavior that leads to the development of cracks

  • Finite element simulation is performed regarding one of bridge supports after a long period of operation

  • The goal of this work is modeling a part of the bridge support using concrete material model that includes non-linear behavior of the material

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Summary

Introduction

The problem of finite element simulation of concrete structures is related to complexities that one faces when describing non-linear material behavior that leads to the development of cracks. The Concrete Damage Plasticity (CDP) model is selected for this study as this model has the potential to represent complete inelastic behavior of concrete both in compression and in tension, including damage evolution in material. This model assumes two main failure mechanisms in concrete – compressive crushing and tensile cracking. Since only compression results reaching the peak value of compression strength were tested, the rest of the material data are taken from reference papers [4, 5]

Experimental researches
Material parameters
Finite element model
Results
Conclusion
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