1,721,109 research outputs found

    Modelling of micromechanical fracture for ceramic composites through the Voronoi Cell Finite Element approach.

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    In this work the micromechanical behaviour of ceramic composites has been investigated through a non-linear hybrid finite element approach. The Voronoi Cell Finite Element Method has been extended in order to investigate the damage tolerant behaviour at the microstructural length scale in homogeneous ceramics and Alumina/Zirconia composites. A criterion based on the average normal tensile stress acting on grain boundary has been assumed as the condition for the nucleation and propagation of intergranular fractures. The paper presents the study of the effects of the residual stresses and gradient mechanical properties on the near-surface stress field arising in contact problems

    A Voronoi cell finite element model for the indentation of graded ceramic composites

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    This paper presents a numerical approach, based on the Voronoi Cell hybrid Finite Element formulation, to the evaluation of the mechanical properties of Alumina/Zirconia graded composites. The computational model is based on two main features: (i) the discretization of the domain into homogeneous regions having geometrical features similar to those of the grains in each phase and (ii) the formulation of hybrid finite elements having polygonal shape and a non linear constitutive formulation which takes into account permanent strains and thermal effects. The purpose of the computational tool is to study the mechanical behaviour of layered graded materials subjected to contact loads on the surface. The analyses have shown that a stress redistribution and a lowering of the maximum tensile stress can be obtained by introducing a proper gradient of the mechanical properties of the ceramic composite. The results have shown that the effects of the thermal residual stress field, induced by the manufacturing process, must be taken into account for a proper assessment of the mechanical behaviour of the graded ceramic composites

    Determination of the effective elastic–plastic response of metal–ceramic composites

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    The mechanical response of metal–ceramic composites is analysed through a homogenization model accounting for the mechanical behaviour of the constituent materials. In order to achieve this purpose a nonlinear homogenization method based on the phase field approach has been suitably implemented into a numerical code. A prescribed homogenized strain state is applied to a unit volume element of a metal–ceramic composite with proportional loading in which all components of the strain tensor are proportional to one scalar parameter. The mechanical response of the material has been modeled by considering a von Mises plasticity model for the metal phase and a Drucker–Prager associative elastic–plastic material model for the ceramic phase. A two stages plasticity has been obtained in which inelastic strain develops in the metal phase followed by a fully plastic response. A comparison with a finite element model of the stress–strain response of an axisymmetric unit cell has been carried out with the purpose to validate the homogenization based modeling presented in the paper. Plastic parameters of a Drucker–Prager yield surface for the homogenized composite have been calculated at different materials compositions. Associative Drucker–Prager plasticity has been found to be accurate for high ceramic content
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