Analysis of geometrically non-linear models for contact with dry friction

Beschreibung

This work establishes a mathematical existence theory for solutions of some quasi-static models in contact mechanics with dry friction. The models are finite dimensional and friction is modeled according to Coulomb's law. The main focus is on the geometric non-linearity which is due to the curved obstacle surface.

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Florian Schmid

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Coulomb friction Existence Finite dimensional Non-linear elasticity Quasi-static

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