COMPLAS 2023

Recent advances of the regularized extended finite element method for continuous-discontinuous transition and cracking processes

  • Benvenuti, Elena (Engineering Department)

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The regularized extended finite element method allows simulating cracking processes in structures through a smooth transition from continuous to discontinuous regimes by regularizing the enriched kinematics, properly considering the mechanical work spent within the regularized discontinuity zone, and adopting a suitable crack tracking strategy. The applications pertain to a wide range of problems, from the simulation of coated inclusions to the delamination of fiber-reinforced-polymers reinforcements to the simulation of mixed-mode cracking in concrete and timber beams. The contribution aims to illustrate the most recent advances and emphasize the method's advantages over other transitioning procedures.