An axisymmetric problem for a layer with a system of thin elastic inclusions (Q1069725)
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scientific article; zbMATH DE number 3936605
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | An axisymmetric problem for a layer with a system of thin elastic inclusions |
scientific article; zbMATH DE number 3936605 |
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An axisymmetric problem for a layer with a system of thin elastic inclusions (English)
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1985
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An approximate method is proposed for determining the stress concentration in an infinite elastic layer near a system of thin elastic inclusions bounded by coaxial smooth surfaces of revolution. The problem is reduced to a system of integral equations of the second kind by a Hankel transformation, which can then be solved by successive approximations or numerically. A numerical computation is performed for the case of two spheroidal inclusions in unbounded space. The results are compared with those known in the literature.
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approximate method
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infinite elastic layer
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thin elastic inclusions
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bounded by coaxial smooth surfaces of revolution
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reduced to a system of integral equations of the second kind
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Hankel transformation
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two spheroidal inclusions in unbounded space
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0.91128606
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0.9044011
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0.9004782
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0.8951643
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