Abstract
As is known, plane contact problems of the theory of elasticity for a half-plane in the presence of adhesion or friction in the contact domain have been studied sufficiently well. Corresponding contact problems for elastic solids different in shape or their mechanical call properties from an isotropic elastic half-plane, have begun to be worked upon comparatively recently. The papers of Popov [1,2] should here be singled out first. A general analysis of the structure of the structure of the solution of nonclassical plane contact problems in the presence of adhesion or friction in the contact domain is given herein. Possible methods of solving them effectively are indicated.
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