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REPRESENTATION OF PLASTICITY AT AN INTERFACE CRACK BY INCLINED STRIP YIELD SUPERDISLOCATION MODEL

REPRESENTATION OF PLASTICITY AT AN INTERFACE CRACK BY INCLINED STRIP YIELD SUPERDISLOCATION MODEL
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摘要 The basic equations of the representation of plasticity at an interface crack by an inclined strip yield superdislocation model are derived. With a special combination of the material properties and small-scale yielding case, the problem is reduced to an algebraic equation in an unknown, the ratio of the plastic zone size. Some discussions on the limitations of this model are presented. The basic equations of the representation of plasticity at an interface crack by an inclined strip yield superdislocation model are derived. With a special combination of the material properties and small-scale yielding case, the problem is reduced to an algebraic equation in an unknown, the ratio of the plastic zone size. Some discussions on the limitations of this model are presented.
出处 《Acta Mechanica Solida Sinica》 SCIE EI 1994年第3期265-273,共9页 固体力学学报(英文版)
基金 Visiting Research Fellow in Institute of Industrial Science.University of Tokyo,supported by Japan Society for the Promotion of Science.
关键词 ALGEBRA Cracks Dislocations (crystals) Friction Interfaces (materials) Mathematical models Strain VECTORS Algebra Cracks Dislocations (crystals) Friction Interfaces (materials) Mathematical models Strain Vectors
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