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Crack propagation through disordered materials as a depinning transition: A critical test of the theory
Laurent Ponson1, Nadjime Pindra1,2
1Institut Jean le Rond d'Alembert (UMR 7190), CNRS - Université Pierre et Marie Curie, 75005 Paris, France.
Abstract:
The dynamics of a planar crack propagating within a brittle disordered material is investigated numerically. The fracture front evolution is described as the depinning of an elastic line in a random field of toughness. The relevance of this approach is critically tested through the comparison of the roughness front properties, the statistics of avalanches, and the local crack velocity distribution with experimental results. Our simulations capture the main features of the fracture front evolution as measured experimentally. However, some experimental observations such as the velocity distribution are not consistent with the behavior of an elastic line close to the depinning transition. This discrepancy suggests the presence of another failure mechanism not included in our model of brittle failure.
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