3D Numerical Analysis of Cracked Ti-TiB FGM Plate with a Semicircular Notch Subjected to Different Modes Load Conditions

Authors

  • Aboubakar Seddik Bouchikhi
    Affiliation

    Mechanics of Structures and Solids Laboratory, Department of Mechanics, Faculty of Technology, University of Sidi Bel Abbès, 22000 Sidi Bel Abbes, BP 89, Cité Ben M'hidi, Algeria

  • Nassereddine Bouida
    Affiliation

    Mechanics of Structures and Solids Laboratory, Department of Mechanics, Faculty of Technology, University of Sidi Bel Abbès, 22000 Sidi Bel Abbes, BP 89, Cité Ben M'hidi, Algeria

  • Farouk Benallal Boukhoulda
    Affiliation

    Mechanics of Structures and Solids Laboratory, Department of Mechanics, Faculty of Technology, University of Sidi Bel Abbès, 22000 Sidi Bel Abbes, BP 89, Cité Ben M'hidi, Algeria

https://doi.org/10.3311/PPme.13130

Abstract

This study has been made to determine the performance of the (Ti-TiB) FGM plate to reduce the J-integral calculated for the crack tip emanating from the semicircular notch root in mode I and mixed mode, when the crack is propagated from the notch root. In this paper, 3D finite element method is applied to analyze the behavior of a crack emanating from semicircular notch root growing from the metal (Ti) and is oriented perpendicularly in direction of ceramic (TiB). The J-integral has been found for several combinations laws of FGM plates with respect to the variable combination of the crack length, the plate thickness, the notch radius, Young modulus of FGM plate constituents and the crack orientation. These parameters must be optimized in order to improve the best performances.

Keywords:

FGM, crack, J-integral, fracture mechanic, mode I, mixed mode, finite element methods

Citation data from Crossref and Scopus

Published Online

2019-02-04

How to Cite

Bouchikhi, A. S., Bouida, N., Boukhoulda, F. B. “3D Numerical Analysis of Cracked Ti-TiB FGM Plate with a Semicircular Notch Subjected to Different Modes Load Conditions”, Periodica Polytechnica Mechanical Engineering, 63(2), pp. 123–131, 2019. https://doi.org/10.3311/PPme.13130

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