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- W2023480820 abstract "In the framework of the rate-independent large-strain Cosserat theory of plasticity, analytically explicit solutions of a two-dimensional shear problem are computed. Two cases are discussed where the micro-rotations are stationary solutions of an Allen–Cahn equation. Thus, for a certain parameter range, patterning arises and the domain is partitioned into subsets with approximately constant rotations. This describes a possible mechanism for the formation of grains and subgrains in deformed solids." @default.
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- W2023480820 date "2013-02-21" @default.
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- W2023480820 title "Deformation patterning in the framework of large-strain Cosserat plasticity" @default.
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