An asymptotic analysis of the three-dimensional displacements and stresses in a spherical shell under inward radially opposed concentrated surface loads (Q5945356)
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scientific article; zbMATH DE number 1656579
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | An asymptotic analysis of the three-dimensional displacements and stresses in a spherical shell under inward radially opposed concentrated surface loads |
scientific article; zbMATH DE number 1656579 |
Statements
An asymptotic analysis of the three-dimensional displacements and stresses in a spherical shell under inward radially opposed concentrated surface loads (English)
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2001
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The authors construct formal asymptotic expansions for shell-like and slab-like solutions of three-dimensional elasticity equations for an isotropic spherical shell of constant thickness under radially opposed concentrated inward surface loads. The analysis allows to estimate the errors in classical (Kirchhoff-Love) shell theory.
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thick-walled shell
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error estimate
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Kirchhoff-Love shell theory
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asymptotic expansions
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three-dimensional elasticity
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isotropic spherical shell
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surface loads
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