This paper considers theoretically the behavior of different packets of elastic double
coating on an elastic half-plane. The asymptotic expressions for the kernels of the
derivatives of the normal and tangential displacements of the upper surface of
the external coating are obtained and represent very complex functions of
multiple elastic and geometric parameters of the coatings and substrate.
Simple relationships between the substrate and coating elastic properties
and thicknesses as well as acting normal and tangential stresses in various
limiting cases are established, and parametric regions of their validity are
determined.
Keywords
two-layered thin elastic coating, elastic substrate, normal
and tangential stresses, asymptotic analysis, limiting
cases
Laboratory of Functionally Graded
and Composite Materials
Research and Education Center “Materials”
Don State Technical University
Rostov-on-Don
Russia
Laboratory of Functionally Graded
and Composite Materials
Research and Education Center “Materials”
Don State Technical University
Rostov-on-Don
Russia
Laboratory of Functionally Graded
and Composite Materials
Research and Education Center “Materials”
Don State Technical University
Rostov-on-Don
Russia