Analysis of the evolution of the natural forms of multivariable mechanical systems (circular plates and domes of revolution)

Abstract

There is given a new generic formulation of boundary value problems of the analysis of their own forms of multivariable system on the example of the anisotropic linear elastic (according to Hooke) and small (according to Cauchy) strain of thin circular plates, circular cylindrical and straight conical domes of revolution. The stress-strain state is described by a linear ordinary differential multivariable equations (Linear Ordinary Differential Equations) of higher-order generalized Euler and Bessel types.

Keywords

multivariable mechanical systems / anisotropic circular plates and domes of revolution

RIGHTS & PERMISSIONS

Korol E.Z.