Contact problem for a plane with a linear cut

Boiko, L. T.

doi:10.1007/bf00884201

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Compression-unloading Of a Plane With A Crack1

Introduction1

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1983

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“…Depending on the orientation of the crack, on its contour there will be realized either surface adhesion conditions of the form (1) or sliding conditions of the form (2) [2]. We construct the solution of this problem in analogy with the preceding treatment.…”

Section: Compression-unloading Of a Plane With A Crackmentioning

confidence: 99%

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The elastostatic approach to compression of a cracked medium with dry friction

Rybka

Kalker

1983

J Eng Math

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In the frame of a linear elastic material compression of a cracked plane is considered. Friction during a mutual sliding of the crack surfaces can be responsible for some non-linear effects, in particular, for hysteresis. A rigorous solution to the problem of non-axisymmetric compression of a space weakened by a circular crack with dry friction is given. This solution is obtained in displacements and the field of displacements is represented in elementary functions.

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Section: Compression-unloading Of a Plane With A Crackmentioning

confidence: 99%

“…By now the contact problem for the elastic plane with a cut is well understood [2]. The solution of contact problems with allowance for friction depends essentially on the order of application of the external loads [3].…”

Section: Introductionmentioning

confidence: 99%

The elastostatic approach to compression of a cracked medium with dry friction

Rybka

Kalker

1983

J Eng Math

View full text Add to dashboard Cite

show abstract

Contact problem for a plane with a linear cut

Cited by 1 publication

References 2 publications

The elastostatic approach to compression of a cracked medium with dry friction

The elastostatic approach to compression of a cracked medium with dry friction

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