2013
DOI: 10.1016/j.ijsolstr.2013.01.022
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Steady-state propagation of interface corner crack

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Cited by 16 publications
(6 citation statements)
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“…The indentation-induced delamination modelling of non-isotropic (or orthotropic) bi-materials is a complex problem [56] because it includes many material constants which make the numerical solution for interior edge delamination more complex and difficult to present in a compact form. Not much models exist addressing edge delamination problem for orthotropic materials.…”
Section: Indentation -Induced Interior Edge Delaminationmentioning
confidence: 99%
See 1 more Smart Citation
“…The indentation-induced delamination modelling of non-isotropic (or orthotropic) bi-materials is a complex problem [56] because it includes many material constants which make the numerical solution for interior edge delamination more complex and difficult to present in a compact form. Not much models exist addressing edge delamination problem for orthotropic materials.…”
Section: Indentation -Induced Interior Edge Delaminationmentioning
confidence: 99%
“…Not much models exist addressing edge delamination problem for orthotropic materials. An example of one such model is [56] which analysed the interior edge crack in an orthotropic bi layer strip. Later, the influences of delaminations evolving at the edge/corner of film-substrate system considering orthotropic bi layer strip was analysed in [57,58] however, these models were limited to homogeneous layers.…”
Section: Indentation -Induced Interior Edge Delaminationmentioning
confidence: 99%
“…The of Problem 2 with a stress field in the cracked body due to normal stress nn σ and tangential stress nt σ at the edge of the film was solved by the finite element method assuming plane stress conditions. For any given initial shape of the crack front, a given stress level and a given interface fracture criterion the stresses nn σ and nt σ are calculated [6]. In general Eq.…”
Section: Modeling the Crack Tip Profile For Steady-state Delamination...mentioning
confidence: 99%
“…In a different way of inquiry, Veluri and Jensen (2013) directed their focus towards modeling the shape of the interface crack front and determining the critical stress for steady-state crack propagation, involving a rigorous estimation of the strain energy release rate, crack front profiles, and 3D mode mixity along the interface crack front. Their results contributed to a deeper understanding of the aspects of crack propagation at interfaces under specific stress conditions, aiding in the assessment of crack stability and growth in bonded materials [25]. Langlois et al (2015) have proposed a method to derive the SIFs for the 3D cracks with the curved crack front, which is a combination of the direct integration method and the X-FEM (extended finite element method) localized multigrid approach.…”
Section: Introductionmentioning
confidence: 99%