Evaluation of six fracture models in high velocity perforation

By X. Teng, T. Wierzbicki. 2006

253 citations recorded by the source corpus.

Subfields: Computational Mechanics, Materials Chemistry, Mechanical Engineering

View Paper: https://www.semanticscholar.org/paper/c3fa681d6e40bd2f0da14f987251dbf004ed8b79

How researchers see this paper

The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.

In Computational Mechanics

1. Timon Rabczuk
2. Pedro Areias
3. Pedro P. Camanho
4. D. Dias-da-Costa
5. J. W. Hutchinson
6. Hoon Huh
7. Y. Lou
8. K. Nahshon

In Materials Chemistry

1. Timon Rabczuk
2. D. Mohr
3. Y. Lou
4. Hoon Huh
5. Pedro P. Camanho
6. J. W. Hutchinson
7. Pedro Areias
8. K. Nahshon

In Mechanical Engineering

1. Timon Rabczuk
2. Pedro Areias
3. D. Mohr
4. Pedro P. Camanho
5. Y. Lou
6. Hoon Huh
7. J. W. Hutchinson
8. K. Nahshon

Citations in the corpus

• Finite strain fracture of plates and shells with configurational forces and edge rotations (2013, background): “Full and localized rezoning and remeshing approaches [5, 10–12], local displacement [13–16] (or strain [17, 18]) enrichments, and clique overlaps [2, 19]; Element erosion [20], smeared band procedures [21], viscous-regularized techniques [22], and gradient and nonlocal continua [23]; Phase-field mod”
• Extension of a shear-controlled ductile fracture model considering the stress triaxiality and the Lode parameter (2013, background): “The importance of a cut-off value has already been confirmed in high velocity impact simulation (Teng and Wierzbicki, 2006).”
• Modification of the Gurson Model for shear failure (2008, methodology): “Data from Bao and Wierzbicki (2004) with figure adapted from Teng and Wierzbicki (2006) .”
• Element-wise fracture algorithm based on rotation of edges (2013, background): “A non-exhaustive list is: • Full and localized rezoning and remeshing approaches [21, 30, 9, 14], variants of local displacement [46, 45, 38, 42] (or strain [49, 2]) enrichments, clique overlaps [37], edges repositioning or edge-based fracture with R-adaptivity [44]; • Element erosion [61], smeared ”
• Finite strain fracture of 2D problems with injected anisotropic softening elements (2014, background): “Total and partial remeshing approaches [25,32,10,18], versions of local displacement [47,46,41,57,44] (and strain [50,2,58]) enrichments, clique overlaps [38], edges repositioning or edge-based fracture with R-adaptivity [45]; Element erosion [63], smeared procedures [49], viscousregularized techniq”