Search results for " Computational Homogenization"

showing 3 items of 3 documents

Virtual Element based formulations for computational materials micro-mechanics and homogenization

2021

In this thesis, a computational framework for microstructural modelling of transverse behaviour of heterogeneous materials is presented. The context of this research is part of the broad and active field of Computational Micromechanics, which has emerged as an effective tool both to understand the influence of complex microstructure on the macro-mechanical response of engineering materials and to tailor-design innovative materials for specific applications through a proper modification of their microstructure. While the classical continuum approximation does not account for microstructural details within the material, computational micromechanics allows detailed modelling of a heterogeneous…

Settore ING-IND/04 - Costruzioni E Strutture AerospazialiFibre-reinforced Composite Materials Computational Micro-mechanics Computational Homogenization Continuum Damage Mechanics Virtual Element Method Boundary Element Method
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A computationally effective 3D Boundary Element Method for polycrystalline micromechanics

2015

An effective computational framework for homogenization and microcracking analysis of polycrystalline RVEs is presented. The method is based on a recently developed grain-boundary formulation for polycrystalline materials and several enhancements over the original technique are introduced to reduce the computational effort needed to model three-dimensional polycrystalline aggregates, which is highly desirable, especially in a multiscale perspective. First, a regularization scheme is used to remove pathological entities, usually responsible for unduly large mesh refinements, from Voronoi polycrystalline morphologies. Second, an improved meshing strategy is used, with an aim towards meshing r…

Representative Volume Element.Polycrystalline materialComputational HomogenizationMicromechanicPolycrystalline materials; Micromechanics; Computational Homogenization; Microcracking; Representative Volume Element.Microcracking
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Virtual Element Method: Micro-Mechanics Applications

2020

In this contribution we present an application of the lowest order Virtual Element Method (VEM) to the problem of material computational homogenization. Material homogenization allows retrieving material properties through suitable volume averaging procedures, starting from a detailed representation of the micro-constituents of the considered material. The representation of such microstructure constitutes a remarkable effort in terms of data/mesh preparation, especially when there is not evident microstructural regularity. For such a reason, computational micromechanics may represent a challenging benchmark for showing the potential of VEM. In this contribution, polycrystalline materials ar…

Settore ING-IND/04 - Costruzioni E Strutture AerospazialiVirtual Element Method Micromechanics Computational homogenization
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