Epsilon‐stable quasi‐static brittle fracture evolution

By Christopher J. Larsen. 2009

60 citations recorded by the source corpus.

Subfields: Mechanics of Materials

View Paper: https://www.semanticscholar.org/paper/ec24139febf6d5e162082040b59d6d93f6eda079

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In Mechanics of Materials

1. Giuseppe Savar'e
2. Riccarda Rossi
3. University of Bergen Christian Michelsen Research Department Civil
4. J. M. Sargado
5. Environmental Engineering
6. Inga Berre
7. P. University.
8. Jan Martin Nordbotten Department of Mathematics

Citations in the corpus

• High-accuracy phase-field models for brittle fracture based on a new family of degradation functions (2017, methodology): “We note that the function (7) utilized by Miehe et al. (2010c) is in fact the solution obtained by minimizing the functional of Bourdin et al.”
• BV SOLUTIONS AND VISCOSITY APPROXIMATIONS OF RATE-INDEPENDENT SYSTEMS ∗ (2009, background): “Because of its flexibility, this concept has been exploited in a variety of applicative contexts, like, for instance, shape memory alloys [5,34,41], crack propagation [10,12,13], elastoplasticity [14,15,21,30], damage in brittle materials [6,20,28,35,50], delamination [25], and ferroelectricity [39]”