The three-dimensional contact problem for an elastic wedge taking friction forces into account (Q2761267)
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scientific article; zbMATH DE number 1683323
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | The three-dimensional contact problem for an elastic wedge taking friction forces into account |
scientific article; zbMATH DE number 1683323 |
Statements
18 December 2001
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linearly elastic wedge
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three-dimensional contact problem
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three-dimensional elasticity theory
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generalized Hilbert boundary value problem
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punch
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complex Fourier-Kontorovich-Lebedev integral
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displacement vector
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quasi-static formulation
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Coulomb friction
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0.9652602
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0.95667535
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0.93877625
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0.9269939
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0.9185331
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0.9154749
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The three-dimensional contact problem for an elastic wedge taking friction forces into account (English)
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The paper deals with a spatial linearly elastic wedge with the angle \(\alpha\) and elastic characteristics \(\nu\) (Poisson ratio) and \(G\) (shear modulus). The author discusses the contact problem of the motion of a punch on the surface of the wedge and analyses effective stress. The boundary value problem of three-dimensional elasticity theory for the wedge is reduced to a generalized Hilbert boundary value problem.
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