On full-strength juncture between an isotropic matrix and a orthotropic inclusion under triaxial load. (Q2782079)
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scientific article; zbMATH DE number 1727557
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | On full-strength juncture between an isotropic matrix and a orthotropic inclusion under triaxial load. |
scientific article; zbMATH DE number 1727557 |
Statements
14 April 2002
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von Mises equistrong phase interface
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On full-strength juncture between an isotropic matrix and a orthotropic inclusion under triaxial load. (English)
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The paper deals with the determining of an equistrong form for orthotropic inclusion in the isotropic matrix under three-axial tension (compression) of the infinite medium. Besides, it is assumed that the mechanical contact of the matrix and the inclusion (nonhomogeneity) is perfect, and the tension (compression) occurs along the main orthotropy axis. The authors show that the von Mises equistrong phase interfaces exist on some interval of loading and for some elastic properties of the medium and the nonhomogeneity.
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