The condition for low stresses in a piecewise homogeneous wedge of nonlinear elastic materials (Q2761301)
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scientific article; zbMATH DE number 1683353
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The condition for low stresses in a piecewise homogeneous wedge of nonlinear elastic materials |
scientific article; zbMATH DE number 1683353 |
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18 December 2001
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nonlinear elastic material
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low-stress condition
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0.89005053
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0.8667831
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0.86599374
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0.8600991
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0.85942215
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0.85940194
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The condition for low stresses in a piecewise homogeneous wedge of nonlinear elastic materials (English)
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A compound body is considered made of \(n\) wedge-like prismas the materials of which are strengthened by the power law: \(\,\sigma_0 = k\varepsilon_0^m\), \(\,\sigma_0\) and \(\varepsilon_0\) are the stress and strain intensities, \(k\) is the strain module and the parameter \(m\) is considered similar for all the materials. The author constructs the low-stress domains whose points correspond to the zero stressed states on the edge of the contact surfaces. Some examples are considered.
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