Numerical Analysis for Cracked Functionally Graded Materials by Finite Block Method

J. Li; C. Shi; Pi Hua Wen

doi:10.4028/www.scientific.net/KEM.754.145

Paper Titles

Using Numerical Simulation in the Optimization of the Finishing Phases in Ceramic Tiles Manufacturing
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Hydrogen-Assisted Micro-Damage in Cold-Drawn Pearlitic Steels: Resembling Donatello Wooden Sculpture Texture
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Fiber Orientation Control by Stretching in Cellulose Nanofiber Green Composites
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Prediction of Fatigue Crack Path Based upon Green’s Function Theory
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Numerical Analysis for Cracked Functionally Graded Materials by Finite Block Method
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Analysis of Cracks in Functionally Graded Piezoelectric Materials by a Frequency-Domain BEM
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A Phase Field Approach to Fracture with Mass Transport Extension for the Simulation of Environmentally-Assisted Cracking
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On the Contact Stresses at the Indenting Edge of a Shaft-Hub Interference Fit Subject to Bending and Shear Forces
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Analysis of Planar Crack Coalescence by Mesh-Free Body Force Method
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HomeKey Engineering MaterialsKey Engineering Materials Vol. 754Numerical Analysis for Cracked Functionally Graded...

Numerical Analysis for Cracked Functionally Graded Materials by Finite Block Method

Abstract:

The finite block method (FBM) is developed to determine stress intensity factors with orthotropic functionally graded materials under static and dynamic loads in this paper. The higher order derivative matrix for two and three dimensional problems can be constructed directly. For linear elastic fracture mechanics, the COD and J-integral techniques to determine the stress intensity factors are applied. Several examples are given and comparisons have been made with both analytical solutions and the finite element method in order to demonstrate the accuracy and convergence of the finite block method.