Three-dimensional multiparticle cell simulations of deformation and damage in sphere-reinforced composites

By Javier Llorca, Javier Segurado. 2004

141 citations recorded by the source corpus.

Subfields: Mechanical Engineering, Mechanics of Materials

View Paper: https://www.semanticscholar.org/paper/666370822e94c8f6980bf58f505612e14098632b

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In Mechanical Engineering

1. Carlos Gonz'alez
2. Javier Llorca
3. Javier Segurado
4. M. Gosz
5. Jason M. Tyrus
6. E. Desantiago
7. I. Doghri
8. O. Pierard

In Mechanics of Materials

1. Javier Llorca
2. Carlos Gonz'alez
3. I. Doghri
4. Javier Segurado
5. O. Pierard
6. M. Gosz
7. Jason M. Tyrus
8. E. Desantiago

Citations in the corpus

• Failure surface of epoxy-modified fiber-reinforced composites under transverse tension and out-of-plane shear (2009, unknown): “Nevertheless, recent developments in computational micromechanics have demonstrated that the mechanical behavior of a composite lamina until fracture can be obtained from the numerical simulation of a representative volume element (RVE) of the composite microstructure, which explicitly takes into ac”
• A local finite element implementation for imposing periodic boundary conditions on composite micromechanical models (2007, methodology): “Three-dimensional multiparticle cubic cells were used in the studies of Eckschlager et al. (2002) and Llorca and Segurado (2004).”
• Mechanical behavior of unidirectional fiber-reinforced polymers under transverse compression: Microscopic mechanisms and modeling (2007, background): “Recent advances in this area include the analysis of the effect of particle shape (11), particle clustering (12; 13) and the influence of damage (14; 15) on the mechanical behavior of particle-reinforced composites, the prediction of the mechanical behavior of foams and composites whose microstructu”
• Micromechanics of elasto-plastic materials reinforced with ellipsoidal inclusions (2007, methodology): “Then, two spheres tangent to xk and yk, and completely embedded in the ellipsoids i and j, are generated (Fig. 1). The position of the sphere centers, ck i and c k j , and the sphere radii, r k i and r k j , are given in Lin and Han (2002) .”
• Failure locus of fiber-reinforced composites under transverse compression and out-of-plane shear (2008, unknown): “Keywords: A. Polymer-matrix composites; B. Mechanical properties; B. Modeling; C. Failure criterion”