## Abstract This paper presents a boundary element method (BEM) procedure for a linear elastic fracture mechanics analysis in twoβdimensional anisotropic bimaterials. In this formulation, a displacement integral equation is only collocated on the uncracked boundary, and a traction integral equation
A variational approach for evaluation of stress intensity factors using the element free Galerkin method
β Scribed by P.H. Wen; M.H. Aliabadi
- Publisher
- Elsevier Science
- Year
- 2011
- Tongue
- English
- Weight
- 779 KB
- Volume
- 48
- Category
- Article
- ISSN
- 0020-7683
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β¦ Synopsis
intensity factor Mixed-mode fracture Radial basis function interpolation Moving least-square method a b s t r a c t A variational meshfree method has been developed to evaluate the stress intensity factors of mixed mode crack problems. The stiffness is evaluated by regular domain integrals and shape functions are determined by both the radial basis function (RBF) interpolation and the moving least-square (MLS) method. The stress intensity factors are obtained by two boundary integrals with variation of crack length. Applications of the proposed technique to two-dimensional fracture mechanics have been presented and comparisons are made with benchmark solutions. Finally, the application of the proposed method to modelling fatigue crack growth is presented.
π SIMILAR VOLUMES
A technique to evaluate the dynamic stress intensity factors and T-stress is developed by extending the scaled boundary finite-element method. Only the boundary of the problem domain is discretized. The inertial effect at high frequencies is modeled by a continued fraction solution of the dynamic st
The eigenfunction expansion variational method (EEVM) is proposed to determine the stress intensity factors for two-dimensional cracked bodies. In the new method, the undetermined coefficients in the truncated eigenfunction expansion form are determined by using the variational method. It is expecte