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Editorial Reviews. About the Author. Zhongqi Yue, University of Hong Kong; Hongtian Xiao, Fracture Mechanics in Layered and Graded Solids: Analysis Using Boundary Element Methods - Kindle edition by Tian Xiaohong, Quentin Zhong Qi Yue, Higher Education Press. Download it once and read it on your Kindle device.
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My own articles with self-citations are not included here.


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Being aware of citing papers is perhaps one way of finding out how my work can be improved or upgraded or pursued in a different direction. A list of my publications with some reprints and links to some articles may be found in my CV. Whye-Teong Ang 2 April Ang and J. Telles, A numerical Green's function for multiple cracks in anisotropic bodies, Journal of Engineering Mathematics 49 ]. Tracking started in Iowa, USA. Online tracking Web of Science in List of Citing Papers, Books, Reports and Theses [] Below is a list of journal papers [] , books [13] , reports [1] , theses [11] and conference papers [12] that have cited articles authored or co-authored by me.

Telles, A numerical Green's function for multiple cracks in anisotropic bodies, Journal of Engineering Mathematics 49 ] Book Chapter. Ooi, W. Ang and E. Ng, Bioheat transfer in the human eye: a boundary element approach, Engineering Analysis with Boundary Elements 31 ] Murphy P. Ang and K. Ang, The two-dimensional reaction-diffusion Brusselator system: a dual-reciprocity boundary element solution, Engineering Analysis with Boundary Elements 27 3 W.

Ang and D. Ang and H.


  • Fracture Mechanics in Layered and Graded Solids.
  • Development of classical boundary element analysis of fracture mechanics in gradient materials.
  • Development of classical boundary element analysis of fracture mechanics in gradient materials;
  • Fracture Mechanics in Layered and Graded Solids : Tian Xiaohong : .
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  • Numerical investigation of fracture in double-edge notched FGM plates under tension load.
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Fan, A hypersingular boundary integral method for quasi-static antiplane deformations of an elastic bimaterial with an imperfect and visco-elastic interface, Engineering Computations 21 2 W. Ang, K. Choo and H. Fan, A Green's function for steady-state two-dimensional isotropic heat conduction across a homogeneously imperfect interface, Communications in Numerical Methods in Engineering 20 3 W. Telles, A numerical Green's function for multiple cracks in anisotropic bodies, Journal of Engineering Mathematics 49 4 W.

List of Citing Papers

Ang, A numerical method for the wave equation subject to a non-local conservation condition, Applied Numerical Mathematics 56 ] Book. Ang, J. Kusuma and D. Wang, J. Request Permissions. A multi-fidelity modelling approach to the statistical inference of the equivalent initial flaw size distribution for multiple-site damage. International Journal of Fatigue. Experimental determination of stress intensity factors due to residual stresses. Experimental mechanics. Journal of applied mechanics. Boundary element formulations in fracture mechanics. Applied Mechanics Reviews.

Chicester: Wiley. The dual boundary element method: effective implementation for crack problems. International journal for numerical methods in engineering. A boundary element model for structural health monitoring using piezoelectric transducers. Smart Materials and Structures.

Dual boundary element method for analyzing three-dimensional cracks in layered and graded halfspaces. Engineering Analysis with Boundary Elements. Dual boundary element method for three-dimensional fracture mechanics analysis.

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Stress intensity factors for cracks in thin plates. Engineering fracture mechanics. Numerical inversion of Laplace transforms: an efficient improvement to Dubner and Abate's method. The Computer Journal. Dynamic dual boundary element analyses for cracked Mindlin plates. These sites are characterized by weak sections due to the presence of notches which are the main causes of cracks initiation. The knowledge of the distribution of the stress field in the neighborhood of a notch is of an extreme importance for the analysis of the variation of the J- integral.

This section has been made to determine the performance of the Ti-TiB FGM materials to reduce the J- integral calculated for the crack tip emanating from the semicircular notch root in Mode I, when the crack is propagated from the notch root. The geometry of a notched plate with two cracks is shown in Figure For two cracks of AB and CD, the lengths of two cracks are c and c 0.

On the one hand, the J- integral is affected by the FGM layer jointed.

Basic fracture mechanics

The increase in the width leads to the increase in the J- integral. This effect is due to the fact that the increase in the size of the FGM layer jointed width involves an increase in the stress field at the crack tip, which leads to a saturation of the stresses transfer. This saturation involves a stabilization of the increase of the J- integral according to the crack size, an optimization of the FGM layer width is recommended.

Fracture Mechanics in Layered and Graded Solids : Analysis Using Boundary Element Methods

On the other hand, the J- integral increases proportionally with the increment in the applied loads. The influence of the geometry plate is very important, in order to determine the effect of the notch radius on the performance of the bonded TiB plate repair by FGM layer jointed in Mode I. Figure 12 presents the variation of the J- integral as a function of the notch radii for various subject loads. The obtained results allow us to deduce the following conclusions: A normal crack to load leads to a highest J- integral at the crack tip.

This energy decreases gradually as the orientation angle decreases. The increase of the crack length causes an increase in the J- integral. The crack propagation leads to an increase of fracture energy. Effect of the orientation with different crack sizes is remarkable; the maximum of J- integral is obtained when the angle increases corresponding obtained when the crack is parallel to loading and higher size, and the minimum value is obtained for the crack perpendicular to loading.

At this angle, the J- integral value is maximum.

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The angle of crack B is inversely influenced at crack A. The good choice of the FGMs layers at the notches in ceramic plate TiB and notch radius must be optimized; because it is the best means for decreasing the J- integral considerably and improves the fracture strength. The decrease of the J- integral becomes more and more important with the importance of the semicircular FGM layer radius around the notch. Geometrical model of FGM plate with fixed and oblique crack at notches. Meshing model of FGM plate with two cracks emanating from notches. Bouida , N.

Bouchikhi , A. Chalivendra , V. Chang , J. Chen , Y. Cotterell , B.

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