2013
DOI: 10.1134/s1029959913030016
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Nonlinear wave processes of crack propagation in brittle and brittle-ductile fracture

Abstract: The paper reports on theoretical and experimental studies which demonstrate that crack propagation in solids in brittle and brittle-ductile fracture is a nonlinear wave process. The effect of the structural phase state and stress-strain stiffness of material on the crack type (opening, sliding, or tearing mode) and on the character of wave fracture is described.

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Cited by 20 publications
(8 citation statements)
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“…To analyse and rationalise the results, we employ physical mesomechanics, which is a concept considering the deformation process in a harmony with the hierarchy of scales where plastic deformation occurs self‐consistently …”
Section: Numerical Experiments Discussion and Consolidation Of Expermentioning
confidence: 99%
“…To analyse and rationalise the results, we employ physical mesomechanics, which is a concept considering the deformation process in a harmony with the hierarchy of scales where plastic deformation occurs self‐consistently …”
Section: Numerical Experiments Discussion and Consolidation Of Expermentioning
confidence: 99%
“…However, the appearance of lattice curvature zones and of nanoscale mesoscopic structural states at the lattice curvature interstices radically changes the mechanisms of plastic deformation and fracture of solids. This concerns the effect of plastic distortion [11], formation of a vortical filamentary mesosubstructure [9,12], structural turbulence, and dynamic rotations [2,10,13]. Structural turbulence of plastic flow was predicted when modeling grain-boundary sliding by the excitable cellular automaton method for grain boundaries that lack translational invariance [17].…”
Section: Structural Turbulence Of Plastic Flow At Lattice Curvature Amentioning
confidence: 99%
“…It is known that the kinetics of fatigue failure is controlled by processes of structural damage accumulation and the development of cyclic plastic deformation, whose scale levels depend on the composition, structural state, degree of heterogeneity and resource of the mate-rial ductility (Elsukova, Panin 1996;Panin et al 2013).…”
Section: Introductionmentioning
confidence: 99%
“…There are several theoretical approaches to interpretation of deformation processes of polycrystalline materials. The concept of multi-level descriptions con-siders a solid as a hierarchically organized system (Elsukova, Panin 1996;Panin et al 2013;Chausov et al 2015), which is the most dynamically developed. It allows not only establishing the structural levels of material deformation but also to develop a series of physical-mathematical approaches to forecast the integrity of materials and structures.…”
Section: Introductionmentioning
confidence: 99%