Abstract
In the present paper we study hemivariational inequalities arising in linear and nonlinear elastic bodies which are subjected to boundary conditions of nonmonotone multivalued type. After the formulation of the boundary conditions and the derivation of the variational principles we study a hemivariational inequality for a plane elastic body concerning the approximation of its solution. The proposed method is illustrated by an example dealing with the adhesive contact problem of two cylinders and another one concerning an adhesively supported beam.
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