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On a multi-layered base described by the Lam. equations there is a defective coating
in the form of Kirchhoff plates. Defects of two types divide the covering into two half-planes
with parallel ends, which, in the first case, are spaced apart from each other by a finite distance,
and in the second case the distance is absent. All types of contact of coatings with a base are
studied: in the absence of friction, in the presence of shearing stresses, with complete cohesion of
the coatings and the base. The stress concentration in the end zone is investigated. The blockelement
method is used, which allows for studying the boundary problems mathematically. A
complete analysis of the stress concentration features in the problem is performed.
Keywords: block element; factorization; topology; integral and differential factorization methods; exterior forms; block structures; boundary problems; bodies with coverings; hidden defects |
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