On the asymptotic solution of mixed three-dimensional problems for double-layer anisotropic plates
An asymptotic method is used to solve mixed three-dimensional problems for double-layer anisotropic thermoelastic plates, and the possibility of using the results obtained in computations of elastic bases and foundations in the model of a compressible layer is examined. Additional hypotheses on the nature of the displacement field distribution are not required here, as was done earlier in the analysis of plates and shells on an elastic basis in the model of a compressible layer. Exact solutions of the internal problem are obtained in a number of cases. This approach can be extended to the case of multilayer plates and shells.
double-layer anisotropic thermoelastic plates
scientific article; zbMATH DE number 4005685