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Browsing by Subject "Stress intensity factors"

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    • Article  

      The singular function boundary integral method for 3-D Laplacian problems with a boundary straight edge singularity 

      Christodoulou, Evgenia; Elliotis, Miltiades C.; Xenophontos, Christos A.; Georgiou, Georgios C. (2012)
      Three-dimensional Laplace problems with a boundary straight-edge singularity caused by two intersecting flat planes are considered. The solution in the neighbourhood of the straight edge can be expressed as an asymptotic ...

    • Article  

      The singular function boundary integral method for a two-dimensional fracture problem 

      Elliotis, Miltiades C.; Georgiou, Georgios C.; Xenophontos, Christos A. (2006)
      The singular function boundary integral method (SFBIM) originally developed for Laplacian problems with boundary singularities is extended for solving two-dimensional fracture problems formulated in terms of the Airy stress ...

    • Article  

      The singular function boundary integral method for biharmonic problems with crack singularities 

      Elliotis, Miltiades C.; Georgiou, Georgios C.; Xenophontos, Christos A. (2007)
      We use the singular function boundary integral method (SFBIM) to solve two model fracture problems on the plane. In the SFBIM, the solution is approximated by the leading terms of the local asymptotic solution expansion, ...

    • Article  

      A singular function boundary integral method for laplacian problems with boundary singularities 

      Xenophontos, Christos A.; Elliotis, Miltiades C.; Georqiou, Georgios E. (2006)
      A singular function boundary integral method for Laplacian problems with boundary singularities is analyzed. In this method, the solution is approximated by the truncated asymptotic expansion for the solution near the ...

    • Conference Object  

      The singular function boundary integral method for Laplacian problems with boundary singularities in two and three-dimensions 

      Xenophontos, Christos A.; Christodoulou, Evgenia; Georgiou, Georgios C. (2010)
      We present a Singular Function Boundary Integral Method (SFBIM) for solving elliptic problems with a boundary singularity. In this method the solution is approximated by the leading terms of the asymptotic solution expansion, ...

    • Article  

      The Singular Function Boundary Integral Method for singular Laplacian problems over circular sections 

      Christodoulou, Evgenia; Xenophontos, Christos A.; Georgiou, Georgios C. (2010)
      The Singular Function Boundary Integral Method (SFBIM) for solving two-dimensional elliptic problems with boundary singularities is revisited. In this method the solution is approximated by the leading terms of the asymptotic ...

    • Article  

      The solution of Laplacian problems over L-shaped domains with a singular function boundary integral method 

      Elliotis, Miltiades C.; Georgiou, Georgios C.; Xenophontos, Christos A. (2002)
      The singular function boundary integral method is applied for the solution of a Laplace equation problem over an L-shaped domain. The solution is approximated by the leading terms of the local asymptotic solution expansion, ...

    • Article  

      Solving Laplacian problems with boundary singularities: A comparison of a singular function boundary integral method with the p/hp version of the finite element method 

      Elliotis, Miltiades C.; Georgiou, Georgios C.; Xenophontos, Christos A. (2005)
      We solve a Laplacian problem over an L-shaped domain using a singular function boundary integral method as well as the p/hp finite element method. In the former method, the solution is approximated by the leading terms of ...

    • Article  

      Stress intensity factor computation using the method of fundamental solutions: Mixed-mode problems 

      Berger, J. R.; Karageorghis, Andreas; Martin, P. A. (2007)
      The method of fundamental solutions is applied to the computation of stress intensity factors in linear elastic fracture mechanics. The displacements are approximated by linear combinations of the fundamental solutions of ...

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