Theory and numerics for finite deformation fracture modelling using strong discontinuities

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Continuum phase field modeling of dynamic fracture: variational principles and staggered FE implementation (2012, methodology): “Advanced extended finite element methods with nodal enrichment for dynamic fracture are outlined e.g. in Belytschko et al. (2003), Song and Belytschko (2009), Song et al. (2008, 1984), and Fagerström and Larsson (2006).”
A robust algorithm for configurational‐force‐driven brittle crack propagation with R‐adaptive mesh alignment (2007, methodology): “An attempt towards the implementation of configurational-force-driven fracture propagation was recently performed by Larsson and Fagerström [39] and Fagerström and Larsson [40] based on a XFEM method and by Heintz [41] based on a discontinuous Galerkin method.”
Strength prediction of single- and double-lap joints by standard and extended finite element modelling (2011, background): “[35] Fagerströ m M, Larsson R. Theory and numerics for finite deformation fracture modelling using strong discontinuities.”
A thermodynamically and variationally consistent class of damage-type cohesive models (2011, background): “For plastic effects, the interested read er is referred to [16,17].”
Towards the algorithmic treatment of 3D strong discontinuities (2006, unknown): “Fagerström and Larsson [21] or Mergheim [10].”