The interaction integral for fracture of orthotropic functionally graded materials: Evaluation of stress intensity factors

By Jeong-Ho Kim, Glaucio H. Paulino. 2003

160 citations recorded by the source corpus.

View Paper: https://www.semanticscholar.org/paper/7d7b4d6f08e84c71316ca12ad76afb5dba7d60a7

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In Mechanics of Materials

Citations in the corpus

Developing new enrichment functions for crack simulation in orthotropic media by the extended finite element method (2007, methodology): “Number of Number of Method KI KII elements modes Kim and Paulino [26] MCC 16.”
A singular edge-based smoothed finite element method (ES-FEM) for crack analyses in anisotropic media (2011, unknown): “For orthotropic materials, there usually are three different cases depending on the complex parameters lk (k = 1, 2) [57], as shown in Table 1.”
Symmetric Galerkin boundary element computation of T-stress and stress intensity factors for mixed-mode cracks by the interaction integral method (2004, methodology): “E-mail address: paulino@uiuc.edu (G.H. Paulino). the propagating tip/front region, is simple and easy.”
Orthotropic enriched element free Galerkin method for fracture analysis of composites (2011, methodology): “In this study, the technique developed by Kim and Paulino [36] to evaluate mixed-mode stress intensity factor is applied and briefly reviewed.”
Dynamic crack propagation analysis of orthotropic media by the extended finite element method (2009, methodology): “7 can be achieved by using the divergence theorem and some additional assumptions for homogeneous materials, as discussed by Kim and Paulino (2003), J ′k = ∫ V ( σi j ∂u j ∂xk − (W + K ) ) q,kd A + ∫ V ( (ρüi − fi ) ∂ui ∂xk − ρ ∂ u̇i ∂xk u̇i ) qd A (8) where q is a function smoothly changing from…”
A review of the scaled boundary finite element method for two-dimensional linear elastic fracture mechanics (2017, methodology): “The fracture parameters are computed by employing special techniques such as path-independent integrals [22, 23], virtual crack closure technique [24], hybrid-element approach [25, 26, 27], Irwin’s crack closure integral [28], to name a few.”
T-spline based XIGA for fracture analysis of orthotropic media (2015, methodology): “For determining the fracture properties, the stress intensity factors (SIFs) are obtained by means of the interaction integral method, previously developed by Kim and Paulino [2].”
XFEM fracture analysis of orthotropic functionally graded materials (2013, unknown): “According to discussions of Dolbow and Gosz [15] for isotropic FGMs and Kim and Paulino [23] for orthotropic FGMs, the asymptotic crack tip fields can be used as the auxiliary fields for computation of SIFs in orthotropic FGM problems.”
Crack analysis in orthotropic media using the extended finite element method (2006, methodology): “[21] Kim JH, Paulino GH.”
Cohesive zone modeling of dynamic failure in homogeneous and functionally graded materials (2005, methodology): “This new concept of engineering the material microstructure and recent advances in material processing science allows one to fully integrate material and structural design considerations (Miyamoto et al., 1999; Paulino et al., 2003).”