Computational micromechanics (Q1368136)
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scientific article; zbMATH DE number 1066683
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Computational micromechanics |
scientific article; zbMATH DE number 1066683 |
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Computational micromechanics (English)
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28 September 1997
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In this review article the author presents some basic problems of computational micromechanics, with particular emphasis on multiple-scale problems and micromechanical models. The following examples and applications are discussed: the bridging of atomistic and continuum scales, with application to nanoindentation and brittle-to-ductile transition; the development of dislocation-based constitutive relations for pure metallic crystals and intermetallic compounds, with applications to fracture of single crystals and bicrystals; the simulation of non-planar three-dimensional crack growth at the microscale; the explicit modelling of fragmentation. Diagrams, figures and numerical results illustrate the material.
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multiple-scale problems
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bridging of atomistic and continuum scales
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nanoindentation
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brittle-to-ductile transition
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pure metallic crystals
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intermetallic compounds
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fracture of single crystals and bicrystals
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non-planar three-dimensional crack growth
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modelling of fragmentation
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