Consistent Formulations of the Interaction Integral Method for Fracture of Functionally Graded Materials

DOI10.1115/1.1876395zbMath1111.74481OpenAlexW2133864794MaRDI QIDQ3444151

Publication date: 1 June 2007

Published in: Journal of Applied Mechanics (Search for Journal in Brave)

Full work available at URL: https://semanticscholar.org/paper/50f4f9a33053400938c958f79aa9530d19dbd442

Mathematics Subject Classification ID

Mechanics of deformable solids (74-XX)

Related Items (16)

Moving contact problems involving a rigid punch and a functionally graded coating ⋮ T-stress evaluations for nonhomogeneous materials using an interaction integral method ⋮ Investigation of mixed-mode stress intensity factors for nonhomogeneous materials using an interaction integral method ⋮ Quick and robust meshless analysis of cracked body with coupled generalized hyperbolic thermo-elasticity formulation ⋮ Numerical simulation of dynamic fractures in 2D FGMs using the numerical manifold method ⋮ Finite element evaluation of stress intensity factors in curved non-planar cracks in FGMs ⋮ Thermo-mechanical fracture study of inhomogeneous cracked solids by the extended isogeometric analysis method ⋮ A thermomechanical fracture modeling and simulation for functionally graded solids using a residual-strain formulation ⋮ Fatigue crack growth simulations of interfacial cracks in bi-layered fgms using XFEM ⋮ Numerical simulation of thermal fracture in functionally graded materials using element-free Galerkin method ⋮ Meshless fracture analysis of 3D planar cracks with generalized thermo-mechanical stress intensity factors ⋮ Fracture modeling of isotropic functionally graded materials by the numerical manifold method ⋮ An interaction integral method for 3D curved cracks in nonhomogeneous materials with complex interfaces ⋮ A model for interface cracks in layered orthotropic solids: Convergence of modal decomposition using the interaction integral method ⋮ An accurate scheme for mixed-mode fracture analysis of functionally graded materials using the interaction integral and micromechanics models ⋮ Application of Adaptive Phase-Field Scaled Boundary Finite Element Method for Functionally Graded Materials

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