A self-consistent mechanics method for solids containing inclusions and a general distribution of cracks (Q1341947)
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scientific article; zbMATH DE number 709578
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | A self-consistent mechanics method for solids containing inclusions and a general distribution of cracks |
scientific article; zbMATH DE number 709578 |
Statements
A self-consistent mechanics method for solids containing inclusions and a general distribution of cracks (English)
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11 January 1995
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The damage in a composite material due to a distribution of cracks manifests itself as a reduction of moduli and/or change in elastic constants. This paper presents the effective elastic moduli of a solid containing inclusions and a general distribution of tunnel cracks. Both in-plane and out-of-plane elastic constants are determined. In addition to crack density and inclusion volume fraction, the effective elastic constants are found to depend on a function which characterizes the crack orientation distribution, while the anisotropy of a cracked composite is solely induced by the crack orientation distribution.
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mirror symmetry
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damage
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effective elastic moduli
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tunnel cracks
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crack orientation distribution
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0.93183786
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0.8844358
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0.8838196
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0.8828962
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0.8772167
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0.8748304
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