Abstract

In this paper, a three-dimensional progressive damage model (PDM) is implemented within a chopped glass-reinforced polyester (CGRP) cruciform structure for modelling its damage under loading. Three different cruciform specimens subjected to biaxial tensile loading are studied. In order to simulate the computational behaviour of the composite, the constitutive model considers an initial elastic behaviour followed by strain-softening. The initiation criterion defined is based on the maximum principal stress of the composite and once this criterion is satisfied, stiffness degradation starts. For the computation of damage, the influence of the fibre and the matrix are taken into account within the damage rule. Realistic values of the energy dissipated during damage are computed. The computational results obtained by means of an explicit time marching solver are compared with experimental outcomes for validation purposes. Finally, it is concluded that the PDM is able to localise the damage effectively as well as predicting its initiation. In the best of authors’ knowledge, this is the first time a three-dimensional PDM is implemented into a composite cruciform structure subjected to biaxial loading.

Highlights

  • In the last decade the amount of engineering applications using composite materials has increased significantly

  • The main characteristic of the initial model [7] is that the paths for computation of damage offer an effective localisation of the several damage modes i.e. fibre rupture, matrix cracking, etc

  • The same pattern of failure is observed during experiments for geometries B and C under its corresponding biaxial loading cases shown on Table 2

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Summary

Introduction

In the last decade the amount of engineering applications using composite materials has increased significantly This huge increment is attributed, mainly, to the high strength-weight ratio that they provide, for instance, in aircraft structures. For validating material models, an uniaxial loading test is considered. This practice is not very often close to reality due to the fact that many applications using composite structures are subjected to multi-axial loading (biaxial or triaxial). A CGRP cruciform structure is studied for modelling damage.

Background
Diagonal second-order tensor composed by damage variables "
10. Definition of growth functions Un
CGRP cruciform structure
Numerical model
Results and validation
Conclusions
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